id
float64
704
802
submitter
stringlengths
3
51
authors
stringlengths
4
3.81k
title
stringlengths
4
231
comments
stringlengths
1
604
journal-ref
stringlengths
8
237
doi
stringlengths
10
82
report-no
stringlengths
3
172
categories
stringlengths
5
115
license
stringclasses
8 values
abstract
stringlengths
20
2.86k
versions
listlengths
1
99
update_date
timestamp[s]
authors_parsed
sequencelengths
1
242
embedding
sequencelengths
256
256
711.2208
Jacob Bock Axelsen
Jacob Bock Axelsen, Sebastian Bernhardsson, Kim Sneppen
One Hub-One Process: A Tool Based View on Regulatory Network Topology
18 pages, 3 figures, 5 supplementary figures
BMC Systems Biology 2008, 2:25
10.1186/1752-0509-2-25
null
q-bio.MN cond-mat.soft
null
The relationship between the regulatory design and the functionality of molecular networks is a key issue in biology. Modules and motifs have been associated to various cellular processes, thereby providing anecdotal evidence for performance based localization on molecular networks. To quantify structure-function relationship we investigate similarities of proteins which are close in the regulatory network of the yeast Saccharomyces Cerevisiae. We find that the topology of the regulatory network show weak remnants of its history of network reorganizations, but strong features of co-regulated proteins associated to similar tasks. This suggests that local topological features of regulatory networks, including broad degree distributions, emerge as an implicit result of matching a number of needed processes to a finite toolbox of proteins.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 14:16:39 GMT" }, { "version": "v2", "created": "Thu, 29 Nov 2007 15:02:23 GMT" } ]
2008-03-04T00:00:00
[ [ "Axelsen", "Jacob Bock", "" ], [ "Bernhardsson", "Sebastian", "" ], [ "Sneppen", "Kim", "" ] ]
[ -0.0823513418, 0.0714051872, 0.0837125182, 0.0279041734, -0.0669813603, 0.0508173555, 0.0227004979, -0.0306548886, -0.0582471266, 0.019722918, 0.0847334042, -0.0530576296, -0.025181815, 0.0396727026, 0.0249265935, -0.0753185824, 0.0790051073, 0.0617635064, 0.0381130166, 0.0765663311, 0.074694708, -0.0402398594, 0.0516397357, 0.0855274275, -0.0132006025, -0.0060579563, 0.0258624051, 0.109121196, 0.0483502187, 0.0187871084, 0.0735603943, -0.0442383215, -0.0485487245, -0.024501225, -0.0608560517, 0.0439547449, 0.006710188, 0.0313638374, 0.0653365999, 0.1384999752, -0.0283437204, -0.0178654771, -0.0245862994, 0.0817841813, -0.0192691926, -0.0281310361, -0.0542203039, -0.0104286177, -0.0535680726, 0.0442383215, -0.0834289417, 0.0431040078, 0.0723693594, -0.0891005173, -0.1635683626, 0.0745245591, -0.0148595395, 0.0416293964, -0.0379145108, 0.1185360178, 0.0090390807, -0.0961899981, 0.0015995627, 0.062670961, -0.0922198892, 0.0265146364, -0.179562211, -0.0883065015, 0.027889993, 0.0020417687, 0.0328951627, -0.0033745901, 0.0408637337, 0.0756021589, 0.0376309305, -0.0613097772, -0.0557516292, 0.0751484334, 0.0145476023, 0.0723693594, 0.0378010795, -0.0346817113, 0.1099719331, -0.1069659963, -0.0656201765, -0.0357876681, -0.0124207595, -0.0853005648, -0.1210315153, -0.0251534563, 0.0597217344, 0.0663574859, -0.1229598522, 0.0824080557, 0.1184225902, 0.0181348771, 0.0133636603, 0.0288541634, -0.0047924849, 0.0571128093, -0.0050228927, -0.0499949753, -0.018843824, -0.0444651879, 0.0253661405, -0.0077842432, -0.0205169395, 0.0169863813, -0.0212684236, -0.0393324047, 0.000989868, -0.0867751688, -0.0357876681, 0.0623306632, 0.0039913743, -0.1176285669, -0.0613664947, 0.0050937878, 0.0772469193, 0.0813304558, -0.0265571736, -0.0718021989, -0.0045549874, 0.0610262007, 0.0175393615, -0.0086916965, 0.026131805, 0.0537665784, -0.0294354986, -0.0952258259, 0.0345115624, -0.0007027442, -0.0020453136, -0.0733902454, -0.0760558844, -0.0310235415, -0.0109745068, -0.001884028, 0.0189147182, -0.0885333642, 0.0268691089, -0.021282604, 0.0787215307, -0.0010155672, -0.0201908238, 0.1090644822, -0.0358727425, 0.1434909701, -0.0859244317, 0.1490491182, 0.0476979874, -0.0578217581, -0.0284429733, 0.0415443219, 0.0030892387, -0.0975511745, -0.0326399431, 0.1459864676, -0.0031424097, 0.0189147182, 0.0372339226, 0.0985153392, -0.0377727225, 0.0977780372, -0.0138386553, 0.0378861539, -0.1245478913, -0.035957817, -0.1462133229, -0.0380279422, -0.030059373, -0.0902915522, -0.0796289816, 0.0559217781, 0.0500800498, 0.0282019302, -0.1889770478, -0.0618769377, 0.0121797174, -0.0380279422, -0.0097338492, -0.0085924435, 0.0430472903, -0.0356175229, -0.035447374, -0.0013815614, -0.0367518365, 0.0140726073, -0.011250997, -0.0515830182, -0.0497964695, 0.0742409825, 0.0529158413, 0.0344832055, 0.0052887481, -0.0164617598, 0.0441532508, 0.0643157139, 0.0203042552, -0.0561202839, -0.0148878973, 0.0078834957, 0.0635784119, -0.1184225902, -0.0841095299, -0.0189856142, -0.0044770031, -0.0507889986, 0.012810681, -0.0334056057, 0.0127752339, -0.0001658273, 0.0137039544, 0.0642590001, -0.0163908657, -0.0057531088, -0.1078167334, 0.1049809456, 0.0487755872, 0.138840273, 0.0534829982, 0.013250228, 0.0204885826, 0.023622131, -0.034057837, 0.069873862, 0.0116763646, -0.1117301211, 0.0319877118, -0.0136826867, 0.1137718931, 0.0436995216, 0.0542486608, -0.0707813203, -0.0411473103, -0.0216087196, 0.0458547249, -0.0625008121, -0.0211833511, -0.1261359304, -0.069873862, -0.0002256447, -0.1097450703, 0.1416760683, 0.009726759, 0.049881544, 0.0000528111, -0.0206161924, -0.0310235415, 0.0073305168, 0.0548158176, -0.0162490755, 0.1121271327, -0.0219490137, 0.0134487338, -0.0565172918 ]
711.2209
Daniel Brown
D. Brown, M. Salaris, S. Cassisi, A. Pietrinferni
Impact of Rotation on the Evolution of Low-Mass Stars
5 pages, 4 figures. Oral contrubution. Proceedings of the workshop "XXI Century challenges for stellar evolution", held in Cefalu' (Sicily, Italy), August 29 - September 2, 2007; S. Cassisi and M. Salaris Eds. To be published in Mem. SAIt Vol. 79 No. 2
null
null
null
astro-ph
null
High precision photometry and spectroscopy of low-mass stars reveal a variety of properties standard stellar evolution cannot predict. Rotation, an essential ingredient of stellar evolution, is a step towards resolving the discrepancy between model predictions and observations. The first rotating stellar model, continuously tracing a low-mass star from the pre-main sequence onto the horizontal branch, is presented. The predicted luminosity functions of stars of globular clusters and surface rotation velocities on the horizontal branch are discussed.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 14:17:32 GMT" } ]
2007-11-15T00:00:00
[ [ "Brown", "D.", "" ], [ "Salaris", "M.", "" ], [ "Cassisi", "S.", "" ], [ "Pietrinferni", "A.", "" ] ]
[ 0.0552231222, 0.0326272845, 0.0746841282, -0.0274109319, 0.003780602, 0.0461948179, 0.0669599175, -0.0711229667, -0.0129029499, 0.0073605753, -0.0403264202, -0.0501572415, -0.1424465626, -0.037567772, 0.0235864427, 0.1055308357, 0.028790256, 0.0274610892, -0.024664823, 0.1585972011, 0.0435866416, -0.1035245433, 0.0696182474, 0.0586839728, -0.0284642335, 0.0062383069, -0.0426085778, -0.0217055455, 0.0543202907, -0.0715242252, 0.0861701369, -0.0549723357, -0.0279626623, -0.0710226521, -0.0984085053, 0.1120512784, 0.0155487452, 0.0172666311, -0.0436367989, 0.0398750082, -0.0871231258, -0.0051034992, 0.0230974089, 0.1304088235, -0.0431603044, 0.0206773225, 0.0116364798, -0.0595366433, 0.103624858, 0.0644018948, -0.0888284743, -0.0455678552, 0.1612053663, -0.0919883773, -0.1064336672, -0.0161757097, -0.0182823148, 0.0105643691, -0.110044986, -0.0141568817, 0.0460443459, -0.0888284743, 0.0361884497, -0.0396743789, -0.0201381315, -0.0044326461, -0.1122519076, -0.0031661759, -0.0435615629, 0.0722264275, -0.1256940514, -0.0330034643, -0.0028276145, -0.0352354608, 0.0003644237, -0.0277369544, 0.0357119553, 0.0333796442, 0.0127712879, 0.1053302065, 0.0676119626, 0.0397245362, 0.0490287021, -0.0186083373, 0.0285645481, 0.0886780024, 0.0771418363, -0.0983081907, -0.0461195819, -0.0023761992, 0.0185456406, 0.0305959173, -0.0205268506, 0.0580319278, 0.1620078832, -0.0586338155, 0.0324768126, -0.0240880158, 0.1042267457, 0.0299438722, -0.0242134072, 0.0126082767, 0.0129154893, -0.1030229703, 0.0539190322, -0.0166522041, -0.0427088924, -0.0036332652, 0.0240503978, 0.0198748074, -0.0061568012, -0.0706715509, -0.1653182656, -0.0122885238, -0.0801512748, -0.036890652, -0.0330034643, 0.0166145861, -0.1063333526, -0.0492293313, 0.0441383719, -0.0281382129, 0.0090847304, 0.0962015912, 0.0700195059, -0.1438509673, -0.0460945033, -0.0212666709, -0.0169656873, 0.0076677883, 0.1094430983, -0.0611918345, -0.0082508661, -0.1260953099, -0.1154619679, 0.033680588, 0.0429847538, 0.0215801522, 0.0101693803, 0.1096437275, 0.0060094646, -0.0415552743, -0.0813048854, -0.0154609699, 0.0595868006, 0.0674113333, -0.011743064, 0.0472230427, -0.0279626623, 0.0999132246, -0.0770415217, 0.0108590424, -0.016765058, 0.0030423501, 0.0049436232, -0.0410787798, 0.0849162117, -0.0105518298, -0.0362887643, -0.0029686817, 0.0118872663, 0.0028197775, -0.0529158898, -0.0090408428, -0.0695680901, 0.0037053663, -0.1045276895, 0.0172039345, -0.1369292736, -0.0242134072, 0.0720257983, -0.0301946588, 0.022758849, -0.0677624345, -0.0069405083, 0.0865212381, 0.0353106968, -0.1108475029, -0.0189092793, 0.0115925921, 0.0556243807, 0.0378185585, 0.0043511405, -0.096653007, -0.0201757494, 0.0319501609, -0.0821074024, 0.0467716269, 0.0159249231, -0.0207901765, -0.0531666763, 0.0470725708, 0.0142195774, 0.0273607746, -0.0224077478, 0.0095549542, 0.0503327921, 0.0069154296, -0.0607404187, 0.0716746971, 0.1376314759, 0.1094430983, 0.0716746971, -0.1492679566, -0.1090418398, -0.0077931811, 0.0286397841, 0.0863707662, -0.0775430948, 0.0381696597, 0.0211914349, 0.0313482769, -0.0923394784, 0.101117, -0.0818566158, 0.0054263864, -0.0527654178, -0.0234485101, 0.0864209235, 0.0860698223, -0.0744333491, -0.0198748074, 0.125794366, 0.1081390083, 0.0810039416, -0.0057524084, 0.0938441977, 0.0456430875, 0.0514111705, -0.0129405679, -0.0069216993, -0.0164264962, 0.0012899815, 0.0204892326, 0.0509597585, -0.0270849094, -0.0861701369, 0.0557246953, -0.0890792608, -0.0390724912, -0.0479503237, 0.0745336637, -0.0524143167, 0.029818479, -0.0504581854, 0.0085706189, 0.0248529129, 0.0397245362, 0.0416555889, -0.0035517595, 0.0953489169, -0.0176177304, 0.0090972697, 0.0097869318, 0.0378436372, 0.0378687158 ]
711.221
Urmila Mitra-Kraev
U. Mitra-Kraev, A.G. Kosovichev, T. Sekii
Properties of high-degree oscillation modes of the Sun observed with Hinode/SOT
4 pages, 3 figures (6 plots), accepted by A&A Letters for Hinode special issue. v2 includes minor changes suggested by the referee (incl. math. definitions) as well as edited language
null
10.1051/0004-6361:20079042
null
astro-ph
null
Aims. With the Solar Optical Telescope on Hinode, we investigate the basic properties of high-degree solar oscillations observed at two levels in the solar atmosphere, in the G-band (formed in the photosphere) and in the Ca II H line (chromospheric emission). Methods. We analyzed the data by calculating the individual power spectra as well as the cross-spectral properties, i.e., coherence and phase shift. The observational properties are compared with a simple theoretical model, which includes the effects of correlated noise. Results. The results reveal significant frequency shifts between the Ca II H and G-band spectra, in particular above the acoustic cut-off frequency for pseudo-modes. The cross-spectrum phase shows peaks associated with the acoustic oscillation (p-mode) lines, and begins to increase with frequency around the acoustic cut-off. However, we find no phase shift for the (surface gravity wave) f-mode. The observed properties for the p-modes are qualitatively reproduced in a simple model with a correlated background if the correlated noise level in the Ca II H data is higher than in the G-band data. These results suggest that multi-wavelength observations of solar oscillations, in combination with the traditional intensity-velocity observations, may help to determine the level of the correlated background noise and to determine the type of wave excitation sources on the Sun.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 14:34:33 GMT" }, { "version": "v2", "created": "Wed, 23 Jan 2008 12:10:11 GMT" } ]
2009-11-13T00:00:00
[ [ "Mitra-Kraev", "U.", "" ], [ "Kosovichev", "A. G.", "" ], [ "Sekii", "T.", "" ] ]
[ 0.0082803275, 0.1676043421, 0.0948426127, -0.0452920794, 0.1158720106, 0.1564587653, -0.0733400434, -0.076441884, 0.0686610043, -0.046658989, -0.0031971266, -0.0198202133, -0.1274381876, 0.013471962, 0.1146102473, 0.0622470342, -0.0741812214, 0.0608275495, 0.0110272933, 0.0539929941, 0.0085431952, -0.0636665225, 0.0008715702, 0.0525997952, -0.0272330772, -0.0200305078, -0.0501814149, 0.0707639456, 0.0976290032, -0.0354871191, 0.0432417095, -0.0478944667, -0.1136639267, -0.028573703, -0.0504442826, -0.0039495849, -0.0368803181, 0.105409883, -0.1155565754, -0.0898481309, -0.0008929282, -0.0994690806, -0.0685558543, 0.0704485029, -0.0353819728, -0.0432417095, -0.0030016189, -0.0085431952, -0.0325955749, -0.0122890575, -0.0184138715, 0.0118881846, 0.1061459184, -0.0697124749, -0.0786499679, -0.0439777412, 0.0282319747, 0.142789647, -0.0773356333, -0.0873771757, -0.005737084, -0.1096683368, 0.0110667236, 0.0078137377, 0.0184270144, -0.023355782, 0.0327532962, 0.024814697, 0.0222254507, 0.0564113744, 0.0138268331, 0.0329373032, -0.0244466811, -0.0471584387, -0.0488145016, -0.0716576949, -0.0345670842, -0.018873889, -0.0174938347, 0.0416907929, 0.0903738588, 0.1182903945, -0.0839598924, 0.0372483321, 0.0129593704, 0.0399558656, 0.0750223994, -0.0213842746, -0.1235477477, 0.0086286273, 0.019780783, 0.0154434685, 0.0363545828, -0.0288628563, -0.0023083056, -0.1015194431, -0.0244072508, -0.0255770124, 0.066558063, 0.066558063, 0.0218574367, -0.0719205588, 0.0180590004, -0.0038247227, 0.0288365707, 0.0224751756, -0.0209768303, 0.0342253558, -0.0611955635, -0.0360654257, 0.0572525524, -0.0549393184, -0.0697124749, -0.0238026567, 0.0236712229, -0.0084446203, -0.0936334208, -0.0637716651, -0.0833815858, 0.0038411519, -0.0701856315, 0.0481573343, 0.0009372871, 0.1867410988, 0.0905841589, 0.0593554936, 0.0314389579, 0.0541507155, -0.104305841, -0.0138268331, 0.0141422739, -0.0345670842, -0.0040810187, -0.1485727429, -0.0554650538, 0.0600389466, 0.0253535751, 0.0077480208, 0.0448189154, 0.0880080536, 0.1158720106, 0.0355922654, 0.1582462639, 0.0507860109, 0.0248541273, 0.0189396068, 0.0046330406, 0.0418222249, 0.0040580179, 0.0095880935, -0.0368540287, -0.0718679875, 0.0512854569, -0.0292834453, 0.1057253256, -0.0120984791, 0.0540981404, -0.0478418916, -0.0416645072, 0.0114478813, 0.1027812138, 0.0383786634, 0.0609852709, 0.0354871191, 0.0009931464, -0.0335944742, 0.0051357746, 0.0085497666, -0.1004154012, -0.0388518237, -0.0630356371, -0.0308080763, -0.0063153929, 0.0040415884, 0.0870091543, 0.012045905, -0.0701330602, -0.0547815971, -0.0804900452, 0.11492569, 0.0234872159, 0.0737080574, 0.0581463017, 0.0226986129, 0.0024923128, -0.0805951878, -0.0511540249, 0.0402187333, 0.0596709326, -0.0666632131, 0.0599863753, 0.0486304946, 0.0088652084, 0.0969981253, -0.0411387719, -0.1052521691, 0.005109488, 0.0881132036, -0.0873245969, -0.0089572119, 0.0876400396, 0.0216208547, 0.0906367302, -0.0998896658, -0.0856948197, 0.0247489791, 0.1102992222, 0.0565165207, -0.0280216802, 0.0326744355, 0.1013617292, 0.0945271701, 0.0037984361, 0.0710793808, -0.1008885652, -0.037432339, -0.1008359939, -0.0184664447, 0.0190841835, 0.030518923, -0.0748646781, 0.0300457608, 0.0988381952, 0.1275433302, 0.0793859959, 0.0262998976, 0.0550444648, 0.0706587955, 0.0195573457, 0.0017201395, 0.0083986185, -0.0133339567, -0.0226197522, 0.0503391363, -0.0091872206, -0.0037951502, 0.0616687275, 0.0250381343, 0.0019123614, -0.1211293638, -0.0253535751, 0.0110272933, -0.0323327072, 0.07801909, 0.0196756367, 0.0150885973, -0.0091872206, 0.0195836313, 0.0279165339, -0.0604069605, 0.0400084406, 0.0422691032, -0.1578256786, -0.0105935624, -0.0248541273, -0.0087009156 ]
711.2211
Xiaoli Han
Xiaoli Han, Jiayu Li
Symplectic critical surfaces in K\"ahler surfaces
null
null
null
null
math.DG math.SG
null
Let $M$ be a K\"ahler surface and $\Sigma$ be a closed symplectic surface which is smoothly immersed in $M$. Let $\alpha$ be the K\"ahler angle of $\Sigma$ in $M$. We first deduce the Euler-Lagrange equation of the functional $L=\int_{\Sigma}\frac{1}{\cos\alpha}d\mu$ in the class of symplectic surfaces. It is $\cos^3\alpha H=(J(J\nabla\cos\alpha)^\top)^\bot$, where $H$ is the mean curvature vector of $\Sigma$ in $M$, $J$ is the complex structure compatible with the K\"ahler form $\omega$ in $M$, which is an elliptic equation. We then study the properties of the equation.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 14:39:32 GMT" } ]
2007-11-15T00:00:00
[ [ "Han", "Xiaoli", "" ], [ "Li", "Jiayu", "" ] ]
[ 0.0709985122, 0.0108689638, 0.0166649912, 0.0280649755, 0.0580732562, -0.0014144058, -0.0430917107, -0.0087392339, 0.033216998, -0.0094058337, -0.0257149283, -0.0831102878, -0.0762861148, 0.0572597794, 0.0703206137, 0.0934595317, -0.0053949379, 0.0053243232, 0.0936403051, 0.0836074129, 0.068558082, -0.0770092085, 0.0594742447, 0.1139772385, 0.103311643, -0.0039741765, -0.0382334441, -0.0637675971, 0.0874036402, 0.006722488, 0.0560847558, 0.0161565673, -0.0242913421, -0.0495317429, -0.0752014816, 0.1781515777, -0.0056576231, 0.0915614143, -0.0758793727, -0.0114056328, 0.0224723164, 0.0271159168, -0.1057520807, 0.0460292697, 0.0102475574, -0.0040617385, 0.0012399884, 0.0573501661, 0.0223932285, 0.0288332589, 0.0224045273, 0.0329006463, 0.0517010167, -0.1098194644, -0.0125637082, -0.0597002134, -0.0596550182, 0.0874940306, 0.0083155483, -0.0313640796, 0.0577569045, -0.150945276, -0.1021366194, -0.0783198103, -0.1128926054, -0.0650781989, -0.0693263635, 0.0307087768, -0.0479951724, -0.0451480038, -0.0696427152, 0.0161904618, -0.0011503081, 0.0590675063, -0.0074568773, -0.0370358229, 0.053192392, 0.1097290814, 0.0486278795, 0.039747417, 0.0789977089, 0.0829295143, 0.0295111574, 0.0028923645, 0.0190941244, -0.0642647222, -0.0026593371, 0.0703206137, -0.1817670316, 0.0005582066, -0.046368219, 0.0166875869, -0.0622762255, -0.045938883, 0.1202139035, 0.0122360578, -0.05161063, 0.0060332916, 0.0639031827, 0.0235230587, -0.0173315909, -0.064535886, 0.073167786, 0.0424138159, 0.120123513, 0.0555424392, 0.0342338458, -0.0141680669, -0.0828843191, -0.0055361665, 0.0177948214, 0.0377589166, -0.0193652846, -0.0170830283, 0.0647618473, -0.0157611277, -0.0805342719, -0.0570338145, -0.1643224657, 0.030912146, -0.0628637373, -0.0300760716, 0.0580732562, -0.0408094563, -0.0275452528, -0.0588867329, -0.0051717963, -0.048673071, -0.1823093593, 0.0140776802, 0.0552260838, -0.0130721321, -0.036583893, -0.1234678105, 0.0571242012, 0.0436114334, 0.1428104937, 0.0087731294, 0.0899344608, 0.0409902297, 0.0960807353, 0.1134349257, 0.0520173684, -0.0259634908, -0.0072648064, 0.0186082982, 0.0285621006, 0.0642647222, -0.0031776465, 0.0242687464, 0.0875392184, 0.018619597, 0.0432724841, 0.0810765922, -0.0219977889, -0.0248562582, 0.0280423779, -0.0158289168, 0.0521529466, 0.0164503232, -0.0252855923, 0.0822516158, 0.0318612047, -0.006038941, 0.0076263519, -0.0293077882, 0.0187325794, 0.002570363, 0.014088979, -0.1357603669, -0.0798111856, -0.1205754504, -0.0253533833, 0.0677445978, 0.0006577728, -0.001960255, 0.0454191603, -0.1553742141, -0.1188581064, 0.0362449437, 0.0224836152, 0.0692359731, -0.0120552853, 0.0091064293, -0.103130877, 0.0748851225, 0.0472268909, 0.0751110911, 0.0124620236, 0.0559039824, -0.0522433333, 0.0291496105, 0.115423426, 0.0059146597, 0.0325165056, -0.0619146787, 0.0512490831, 0.0828843191, -0.065394558, 0.0530568138, 0.0453739688, -0.037736319, 0.0534183569, -0.039611835, -0.0438599959, -0.032991033, 0.0539606772, 0.0242461488, -0.0846468583, -0.1464259624, 0.0348439552, 0.0738004893, 0.0235004611, 0.1188581064, -0.0375555456, 0.1074694172, 0.0047339872, -0.0050220941, 0.0082195122, 0.0866353586, -0.0426397808, 0.0242687464, 0.0250596274, 0.0396570303, 0.0121230744, 0.0803535059, 0.0883978903, -0.0184840169, -0.0690552071, -0.0134336771, 0.0083437935, 0.0406964719, -0.1150618792, 0.0776419118, -0.0020845362, -0.1228351071, -0.0236360412, 0.0146764908, -0.047724016, -0.0286976788, 0.0639483705, 0.049305778, -0.0368098579, 0.1098194644, -0.0360189788, -0.0144731207, -0.0446282811, -0.0275226571, -0.0182241555, 0.0019376583, 0.0124620236, 0.0249918383, 0.031838607, 0.0410580188, -0.0938210785, 0.0350925177 ]
711.2212
Abhinav Singh
Abhinav Singh, Dmitri Vainchtein, Howard Weiss
Schelling's Segregation Model: Parameters, Scaling, and Aggregation
null
null
null
null
nlin.AO nlin.CG
null
Thomas Schelling proposed an influential simple spatial model to illustrate how, even with relatively mild assumptions on each individual's nearest neighbor preferences, an integrated city would likely unravel to a segregated city, even if all individuals prefer integration. Aggregation relates to individuals coming together to form groups and global aggregation corresponds to segregation. Many authors assumed that the segregation which Schelling observed in simulations on very small cities persists for larger, realistic size cities. We devise new measures to quantify the segregation and unlock its dependence on city size, disparate neighbor comfortability threshold, and population density. We identify distinct scales of global aggregation, and show that the striking global aggregation Schelling observed is strictly a small city phenomenon. We also discover several scaling laws for the aggregation measures.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 12:33:36 GMT" } ]
2007-11-15T00:00:00
[ [ "Singh", "Abhinav", "" ], [ "Vainchtein", "Dmitri", "" ], [ "Weiss", "Howard", "" ] ]
[ 0.0191744678, -0.0241880305, 0.2003496885, 0.0961736366, 0.0056613493, 0.0368545093, 0.1102983877, -0.0531244837, -0.0897620618, 0.068840079, -0.0244170167, -0.077083528, -0.0908226222, 0.096752122, -0.0072130226, -0.0446399935, 0.0851823613, 0.024079565, 0.0363001227, 0.0927509144, 0.0027508312, 0.0333112702, -0.0181862172, 0.0713950694, -0.0543778762, -0.0507623255, 0.0563543774, 0.1013318226, 0.0387104899, -0.0401085056, -0.0702380911, -0.0310937315, -0.047725264, -0.0463513546, -0.086917825, 0.0399156734, -0.0894246101, 0.0381320044, 0.0401085056, 0.047725264, -0.0087737357, 0.0734679848, -0.0940043032, 0.112130262, 0.0338897593, -0.009701727, -0.0464718714, -0.0909190401, -0.0475324355, 0.0441820249, 0.0107984431, -0.0553902313, 0.0718771368, -0.1112625301, 0.0258632358, 0.0312142503, -0.0370473377, -0.0657066032, 0.0344441421, -0.1255319118, -0.0265381392, -0.0476047434, -0.0293100607, 0.1588913798, -0.052353166, 0.0106899766, -0.0089846421, 0.0188129134, -0.0249955039, -0.0197288524, -0.0493643135, -0.1082736775, 0.1239892691, 0.0165953748, -0.081856057, -0.0052515869, -0.0947756246, 0.0645496249, -0.0184513573, 0.0620910488, -0.0064899125, -0.033913862, 0.0754444823, 0.0502320454, 0.0023124458, -0.0664297119, 0.0813257769, -0.0529798642, -0.0608858652, 0.0468093231, -0.0114371907, -0.0648870766, -0.0645496249, 0.0195962824, 0.0975716487, -0.0628623664, 0.073901847, -0.024212135, 0.0434107073, 0.0154986586, -0.0319614634, -0.0929919556, 0.0051792758, -0.0599217191, 0.02569451, -0.0892317817, -0.0794456899, 0.0418921746, -0.0629105717, -0.0502802506, -0.0713950694, 0.0776138157, -0.0204881188, 0.0605002083, -0.0256704073, -0.0679723471, -0.1694005877, -0.1308347136, -0.0357939489, 0.0981983468, 0.0876891464, -0.0779512599, 0.019451661, -0.0177402999, 0.0222356338, -0.1073095351, 0.04842427, -0.1160832644, -0.0995963588, -0.023645699, 0.0027523376, -0.0101777744, -0.052835241, -0.0299126524, -0.0940525159, -0.0210063476, -0.0240072533, -0.0015388685, 0.0387828015, -0.0088460464, 0.0225730855, 0.0797349364, 0.004359751, 0.049557142, -0.0297439266, 0.0346369706, 0.0307803843, 0.1545527279, 0.0693703592, 0.0533655211, 0.0476047434, 0.0333353728, 0.0440856107, 0.0017866844, -0.0254534744, -0.0592468157, 0.0372883752, -0.0324676409, 0.0872552767, -0.0137993498, 0.0780958831, 0.0476529524, -0.0616571829, -0.0135583133, -0.0319614634, 0.0720699653, -0.1090449989, 0.0184754618, -0.0403495394, -0.1420188099, -0.1200362667, -0.0652245283, 0.0365893692, -0.0927991197, 0.0662850887, -0.0084242318, -0.0897138566, -0.0670564026, 0.03278099, 0.0033293192, -0.0550527796, 0.0685026273, -0.0973306149, -0.0470744632, 0.0718289316, 0.0350467339, -0.0515336432, 0.0670081973, 0.0334558934, 0.0798795596, -0.0915457308, 0.0553902313, 0.0734679848, -0.0075745778, 0.0017580613, 0.0022145244, 0.0846038759, -0.0096233897, 0.0614643544, -0.0118710566, 0.073901847, 0.0625249147, 0.0501356311, -0.0150527405, -0.0389033221, -0.0846038759, 0.006248876, 0.0466888063, 0.0131244473, 0.065851219, -0.0222476851, -0.075396277, 0.0037661982, 0.0676348954, -0.0609340742, 0.0657066032, -0.1421152353, 0.0359867774, 0.0114432164, 0.1041278467, -0.0096233897, 0.0297439266, -0.0246218964, 0.0255980957, 0.0082012732, -0.0451702736, 0.0824827552, -0.0137511427, 0.0508105345, -0.0501838364, 0.0578488037, 0.0197891109, -0.0329979211, -0.0184152033, -0.0336005129, -0.0361555032, -0.0141368015, 0.0432419814, -0.0995963588, -0.0388551131, -0.055679474, 0.0025866248, 0.0726484582, -0.0104248365, 0.0679241344, 0.0408557169, -0.0183428917, 0.0518228859, -0.0535583496, -0.0238385275, -0.0795903131, 0.0528834499, 0.1002712622, 0.0535583496, -0.0333594754, -0.0805062503 ]
711.2213
Leonardo Castaneda
Mauricio Duque, Leonardo Castaneda, Carlos Duque
Radiative Transfer in Special Relativity: Covariance
11 pages, 8 figures. Submitted to "Revista Mexicana de Fisica". Minor changes added by the referee. Spanish
Rev. Mex. Fis. E 54 (2008) 037.
null
null
astro-ph
null
The purpose is to introduce in a clear and direct way the students of undergraduate courses in physics and/or astronomy to the subject of radiative transfer. A pedagogical revision is made in order to obtain the radiative transfer equation, its restrictions and the different types of interactions present between the radiation and the matter. Because in the classical literature about radiative transfer the covariance is not fully developed, we show in an explicit manner detail calculations and then we discuss the relativistic effects.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 14:48:48 GMT" } ]
2008-07-04T00:00:00
[ [ "Duque", "Mauricio", "" ], [ "Castaneda", "Leonardo", "" ], [ "Duque", "Carlos", "" ] ]
[ 0.0248171296, 0.0207244381, -0.0782475024, -0.0252441913, -0.0470006987, 0.045102641, -0.0357784219, -0.029016586, -0.0480209067, -0.0484716967, -0.027996378, 0.0030235494, -0.0759698302, 0.0170232225, 0.1282139271, 0.0154929115, 0.0025890719, -0.0330974124, 0.0481632613, 0.188762024, -0.0763019919, -0.0498240627, 0.0906323418, 0.0004048205, -0.0833248124, -0.0729329363, -0.0073193922, 0.0652932525, 0.0463601053, 0.0299893413, 0.0343548767, -0.0163944885, -0.0727905855, -0.1064811423, -0.0419708416, 0.041259069, -0.0566096269, 0.0629681274, -0.0395508148, -0.0127051361, 0.0035321703, -0.0294199232, -0.134287715, 0.004783703, -0.0196449161, 0.025006935, -0.0361343101, -0.1079995856, 0.0914390162, 0.0234528985, -0.0547590181, -0.0859820992, 0.0856973901, -0.0268338174, -0.0844161958, 0.0349480212, 0.0028559866, 0.0323619172, -0.0044989944, -0.1761399209, -0.0486377776, 0.0142710349, -0.0527186058, -0.0117679695, -0.0315077901, -0.021898862, 0.0081438618, 0.0802879184, 0.0270710737, -0.0231088754, 0.0159081109, -0.0039325422, 0.0596939735, -0.025291644, 0.0253628213, -0.0167859644, -0.0701807514, 0.0197279565, -0.0029583038, -0.026193222, 0.1045830846, -0.0065720314, 0.0013063988, 0.0086005824, -0.0873581916, 0.0081142047, 0.0231563263, -0.0035529302, -0.0211040489, -0.0392423831, 0.0169164557, 0.0552335344, -0.084558554, 0.012195033, 0.0001158484, -0.026810091, 0.0799557567, 0.0098877037, 0.1120804176, 0.0760172829, -0.067048952, -0.0094962288, 0.0576061085, 0.0538099892, 0.1444423348, -0.0433706604, 0.0047807377, 0.0104156015, -0.0145794703, 0.0031199355, -0.0553758889, 0.0564198196, 0.1251770258, 0.0246747751, -0.0856973901, -0.0547115654, -0.0540472455, -0.111605905, -0.1083792001, -0.0230970122, -0.0740243196, -0.0725533292, 0.1298272759, -0.0335719287, 0.0515797697, -0.0885919333, 0.1099925488, -0.1164459512, -0.0470244251, -0.0280438308, 0.1245127097, -0.1160663441, -0.0346395858, -0.0756851286, -0.05926691, -0.0195974652, 0.0741666779, -0.0228953436, 0.055423338, -0.0506307371, 0.0669540539, 0.1014512852, 0.0265491083, -0.0448891073, -0.0431808531, 0.0593143627, -0.0310807247, 0.0090395091, 0.0955198482, -0.0558978543, -0.0595041662, 0.0495868064, -0.0665269867, -0.0068389457, -0.092055887, -0.0191466752, 0.09030018, 0.0177231319, 0.0277591217, -0.1203369796, 0.0059195734, 0.0231088754, -0.0394321866, -0.0663846359, 0.04538735, -0.1286884397, -0.0869311243, 0.0299893413, -0.0941437557, 0.0130135706, -0.0558504015, 0.0149828074, -0.0760647357, 0.1125549302, 0.0930998176, -0.0040066852, 0.0414726026, -0.1079046875, 0.0821859762, 0.0290403105, 0.0031080726, 0.0688995644, 0.0298232604, 0.0512476079, 0.0590296537, 0.0195974652, -0.1014512852, -0.0590296537, -0.0455534309, -0.0360156819, -0.0153861456, 0.0729329363, 0.004964612, 0.0638222545, -0.0956147537, -0.107525073, -0.0197872706, -0.0649136379, -0.1062913388, -0.0527186058, 0.0377713852, 0.0036033473, 0.0592194572, -0.014733687, 0.026193222, -0.0624461584, 0.0793863386, 0.0068092886, -0.0893511549, 0.0086539648, 0.029918164, 0.02754559, -0.0159792881, 0.1016410887, -0.0441298857, 0.0096326526, -0.0839891359, 0.0044456115, 0.0616869368, 0.1949307173, -0.0639646053, 0.0058543272, 0.0234884862, -0.0068448773, 0.071414493, -0.0276642181, 0.04583814, -0.0478073768, 0.0350903757, -0.1283088326, 0.0519119278, -0.0274269599, 0.0129068047, 0.0301316958, 0.1349520385, -0.0988889039, -0.0151963392, -0.0466210879, -0.0971331969, 0.0064771282, -0.0469295233, 0.0188975558, -0.0728380382, 0.0136897545, -0.0155166369, 0.0867887735, -0.0058217044, -0.0608328097, 0.0138558345, 0.0254339986, 0.0608802587, 0.0484005176, 0.0886393785, -0.0449128337, -0.0262881257, -0.0294199232 ]
711.2214
Chi-Yong Lin
Bin Wang, Chi-Yong Lin, Diego Pavon, Elcio Abdalla
Thermodynamical description of the interaction between holographic dark energy and dark matter
14 pages, 4 figures, to be published in Phys. Lett. B
Phys.Lett.B662:1-6,2008
10.1016/j.physletb.2008.01.074
null
hep-th astro-ph gr-qc
null
We present a thermodynamical description of the interaction between holographic dark energy and dark matter. If holographic dark energy and dark matter evolve separately, each of them remains in thermodynamic equilibrium. A small interaction between them may be viewed as a stable thermal fluctuation that brings a logarithmic correction to the equilibrium entropy. From this correction we obtain a physical expression for the interaction which is consistent with phenomenological descriptions and passes reasonably well the observational tests.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 14:51:16 GMT" }, { "version": "v2", "created": "Fri, 15 Feb 2008 02:11:38 GMT" } ]
2008-11-26T00:00:00
[ [ "Wang", "Bin", "" ], [ "Lin", "Chi-Yong", "" ], [ "Pavon", "Diego", "" ], [ "Abdalla", "Elcio", "" ] ]
[ 0.0058484953, 0.0557419956, -0.0288294572, -0.0069109984, -0.0129392045, 0.0514289252, 0.0697657689, 0.0775847808, -0.0364971347, -0.055187095, -0.0361944623, -0.0153984101, -0.0595758334, -0.0111483987, 0.0644185767, 0.1107777506, -0.0067407456, 0.1103741899, 0.0654779226, 0.063762784, -0.0760714263, -0.0788963586, 0.0976619944, 0.1104750857, -0.1028074026, 0.0460817292, -0.009319759, 0.020657327, 0.0742553994, -0.0507731363, 0.0537241846, -0.0156001914, 0.015360577, -0.0700684413, -0.0130400956, 0.2092468739, -0.0802079365, 0.0786441341, -0.0635610074, -0.0055647409, -0.0075541753, 0.0236335974, -0.1100715175, 0.1025047377, 0.0077244281, -0.0693622082, -0.0463591777, -0.056549117, 0.0888340771, -0.0162559804, -0.1014958322, -0.0657805949, 0.0567508973, -0.0378339328, -0.0990744606, -0.003176474, 0.0560446642, 0.0376573727, 0.0453754961, -0.0349837765, -0.0198375918, -0.0524126068, -0.1192525551, 0.0942317173, -0.0889349654, -0.0846975669, -0.0158524178, 0.0424496718, 0.0209347755, 0.1014958322, 0.0033167747, -0.0371276997, 0.0275178794, 0.0390446186, -0.0117789647, -0.0214644503, -0.00037696, -0.0350594446, -0.0436603576, 0.0621989854, -0.028652899, 0.0331425257, 0.0066083269, -0.0802583843, -0.0978133231, -0.0730951577, 0.0287790112, 0.0194466412, -0.0289555695, -0.0122140544, 0.1004364789, 0.1449796259, -0.023974102, -0.0163316485, 0.0403561965, -0.0433072411, 0.0915076733, 0.0030535136, 0.0476203114, 0.0150452936, -0.0468384102, 0.0134184351, 0.0909527764, -0.0410876498, 0.0154362442, -0.0925165787, -0.0534215122, 0.0016284356, -0.0556411035, -0.0004260259, 0.0981159955, 0.0215653423, -0.0214896742, -0.0007929362, -0.0392968431, -0.0442657024, 0.0235074833, 0.0535728484, -0.0880269483, 0.0615431964, -0.0684037507, -0.0084621897, 0.0464096256, -0.0225238018, -0.0614423081, -0.0987717882, 0.0210608896, -0.0540773012, -0.1452822983, 0.0251973998, 0.0864631459, 0.0392968431, -0.077937901, -0.0868667066, -0.0552375428, -0.0545817539, 0.0659319311, 0.0401544124, 0.0849497914, 0.0137463287, 0.0257018507, -0.1047243252, 0.0763740987, -0.0018223344, 0.0301158112, 0.0787450224, 0.0692108721, -0.021287892, 0.0082351863, -0.0617449768, -0.0115582664, -0.0130400956, 0.0683533028, -0.0260297451, 0.0316543914, -0.002022539, 0.0449971557, 0.1123920009, -0.0209221654, -0.074709408, -0.048578769, 0.0256009605, -0.0458295047, 0.0248947274, 0.0887836292, 0.0130527066, -0.1108786464, -0.0335713103, -0.0955937356, -0.1369083971, -0.059878502, 0.0527152792, -0.0555402115, -0.0038401443, -0.0022511189, 0.0258027427, 0.0402553044, -0.1330745518, -0.0260297451, 0.0208843313, 0.055287987, 0.0606856272, 0.0236588195, -0.0636618957, -0.0354377851, -0.0400787443, -0.0375817046, 0.1074483693, 0.0492850021, -0.0706737861, 0.0381870493, 0.1065403521, 0.0257396847, -0.0317552797, -0.0358161218, -0.0160541981, 0.0588191524, 0.0306959301, 0.0445431508, 0.0471663028, 0.0552375428, 0.0671930611, 0.0656292588, -0.0211743917, -0.0969053134, 0.0599793941, 0.0663859397, 0.063762784, -0.0513784811, 0.0298131388, 0.0484778807, -0.0190178566, 0.121270366, 0.0000169464, -0.1372110546, 0.0357152335, -0.1152169332, 0.018614294, 0.1088608354, 0.087169379, -0.1082554907, 0.0909527764, 0.0200141501, 0.0373799242, 0.0710773468, -0.0076172319, 0.0113375681, -0.0953919515, 0.0001329114, 0.0785432458, 0.0508992523, -0.0135571593, -0.0816708505, 0.0656292588, 0.1325701028, -0.1152169332, -0.023923656, -0.0108078932, -0.0491084456, 0.0005399217, -0.0113564851, 0.0294600222, -0.0168360993, 0.0416425467, -0.1177392006, 0.0497894548, 0.0174162202, -0.108356379, 0.0041302042, -0.0894898623, 0.0832850933, -0.0181350652, 0.0130148726, 0.0307463761, 0.0043067625, 0.008676582 ]
711.2215
Guiyun Liang
G.Y. Liang, G. Zhao
Soft X-ray emissions of highly charged Si VII--Si XII in cool star--Procyon
9 pages, 3 figures, Accepted by MNRAS
null
10.1111/j.1365-2966.2007.12696.x
null
astro-ph
null
Different observation data for cool star--Procyon (Obs\_IDs of 63, 1461 and 1224) available from {\it Chandra Data Public Archive} were co-added and analyzed. Emissivities of emission lines of highly charged silicon ions (Si VII--Si XII) were calculated over temperatures by adopting the published data of Liang et al. (2007, {\it Atom. Data and Nucl. Data Tables}, {\bf 93}, 375). Using the emission measure derived by Raassen et al. (2002, A&A, {\bf 389}, 228), the theoretical line fluxes are predicted, and the theoretical spectra are constructed by assuming the Gaussian profile with instrumental broadening (0.06 \AA). By detailed comparison between observation and predictions, several emissions lines are identified firstly such as emissions at 43.663 \AA (Si XI), 45.550 \AA (Si XII), 46.179 \AA (Si VIII), 50.874 \AA (Si X), 64.668 \AA (Si IX), and 73.189 \AA (Si VII) etc. Several emission lines are re-assigned in this work, such as the emission line at 52.594 \AA to Si X (52.612 \AA), at 69.641 \AA to the blending of Si VII (69.632 \AA) and Si VIII (69.664 \AA) lines, as well as at 70.050 \AA to Si VII (70.027 \AA). The prediction reveals the large discrepancies between the $3s$--$2p$ line (63.715 \AA) {\it versus} 3d--$2p$ line (61.012 \AA) again for lower charge stage Si VIII. Solar flare observation is also added for the assessment of present calculation. Different assignments for some lines between Procyon and solar flare, have been found to be due to the hotter emitter in Sun than in Procyon coronae.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 14:58:07 GMT" } ]
2009-11-13T00:00:00
[ [ "Liang", "G. Y.", "" ], [ "Zhao", "G.", "" ] ]
[ 0.0507327691, -0.0320795588, -0.0069980505, -0.0879896432, -0.0056975274, 0.0818957686, 0.0010125497, -0.0603937916, 0.0200404339, -0.058015693, -0.0021334763, -0.0289583039, -0.0297510028, 0.0258122776, 0.0497914366, 0.0014321231, -0.1311917603, 0.1014655381, -0.0558853149, 0.0541512854, -0.0356962495, 0.010992513, 0.0248585604, 0.0536063053, -0.0869987682, -0.0610378608, -0.0319309272, 0.0416167229, 0.0673299134, -0.0167333912, 0.0621278249, -0.0513272919, 0.0239791591, -0.11375238, -0.1789519191, 0.0052361516, 0.0020978667, 0.1055281237, -0.1257419586, 0.0021071562, 0.065447256, 0.0194087513, -0.028438095, 0.0138226971, -0.0396349765, -0.0776350051, -0.0004133804, -0.0634655058, 0.0307171065, 0.0124788238, -0.0193096641, 0.0037622261, 0.0698070973, -0.0587093085, -0.0156558156, 0.0145906257, -0.0424094237, 0.1356507093, -0.0792699531, -0.0690639466, 0.0010001638, -0.0402047262, -0.0417653546, -0.0165847596, -0.0847197622, -0.0298500899, -0.0054683881, 0.0452829599, 0.0599974431, -0.0302712116, -0.0034959286, -0.0111906873, 0.0611369498, -0.1122660637, -0.0221708138, -0.0285619535, 0.049122598, -0.0773872882, -0.0357953385, -0.0162874982, 0.1074107811, 0.0541017391, -0.0107447943, -0.0464720093, 0.0034959286, 0.0745137557, 0.0722842887, -0.009673411, -0.072383374, 0.0087506594, 0.021303799, 0.024251651, 0.0564302951, -0.018281633, 0.0387927331, -0.0186284389, -0.0346310586, 0.0169934947, 0.0918540582, 0.0891291499, 0.03396222, 0.0057687466, 0.0174022317, -0.0406010784, 0.0169934947, 0.0912099853, 0.0621278249, 0.0624250844, -0.0261838548, -0.0274472199, 0.1402087212, 0.0066017006, -0.1357497871, 0.04384619, -0.0789726898, 0.0467444994, -0.1150405183, -0.0129556824, -0.0818462223, 0.0936376303, -0.0991369784, 0.1041409001, 0.0032853677, 0.0235084947, 0.0353742167, -0.0408487953, 0.138623327, -0.1910405755, -0.1021591499, -0.0473142527, 0.0703520775, -0.172907576, 0.0645059198, -0.014925045, -0.0352999009, 0.0145906257, 0.060344249, -0.0602947064, -0.0296023712, -0.0074811014, 0.0703520775, 0.0801121965, 0.0181206148, 0.1141487285, 0.0625241697, -0.0085896421, -0.1511083394, 0.0049605649, -0.0414433219, 0.0259113647, -0.0029927504, -0.0395358875, 0.0538540222, 0.0059421496, 0.042706687, -0.0977993011, 0.0147144841, 0.0199785046, 0.0161140952, -0.024734702, 0.0900704786, -0.0219107103, -0.0467692688, -0.0499648415, 0.0417405814, 0.0130671561, -0.0357705653, -0.0562321208, -0.0717888474, -0.1085998341, -0.0583625026, -0.0118223699, 0.0191981904, -0.0878905579, 0.0488501079, 0.0647536442, 0.1143469065, -0.0564302951, -0.0964120775, 0.0974029526, -0.0064097187, 0.0692621171, 0.110086143, 0.0575698018, 0.0786258802, -0.0265554339, 0.0375789106, 0.0282151476, 0.0428800881, -0.0109243896, 0.0151108345, -0.0010791242, 0.106419906, 0.0808058083, -0.1440731287, 0.0050132051, 0.0616323873, 0.0430287197, -0.0915072486, 0.0228891987, 0.0461252034, 0.0922999457, 0.1109779328, -0.0441682264, -0.0074129789, -0.0565293841, 0.0183311757, 0.0388422757, -0.0046602059, -0.0130423838, 0.0728788078, 0.017600406, 0.0064159115, 0.1477393657, -0.0688162223, 0.0135378214, 0.0668344796, -0.0367366672, 0.0347053744, 0.0216258336, -0.0526154302, 0.0801617354, 0.101960972, 0.0083790813, 0.0503859632, 0.1202921495, 0.093588084, 0.0255893301, -0.0189504717, 0.0006181353, -0.047512427, 0.0339869894, -0.0918045118, -0.058114782, -0.0009444272, -0.0666363016, -0.0492464565, 0.0298500899, 0.0200775918, -0.0577184334, -0.0476115122, 0.021477202, -0.0011426021, 0.1281200498, 0.0610874034, 0.005000819, 0.0015134058, 0.0591551997, 0.0607901439, -0.0086020278, 0.0362164602, -0.0186284389, 0.0148135722, -0.0702529922, -0.0622764528, -0.0378266275 ]
711.2216
Joerg Wotschack
V. Ammosov, et al
Comments on TPC and RPC calibrations reported by the HARP Collaboration
17 pages, 13 figures
JINST3:P01002,2008
10.1088/1748-0221/3/01/P01002
null
hep-ex
null
The HARP Collaboration recently published calibrations of their TPC and RPC detectors, and differential cross-sections of large-angle pion production in proton-nucleus collisions. We argue that these calibrations are biased and cross-sections based on them should not be trusted.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:00:47 GMT" } ]
2008-11-26T00:00:00
[ [ "Ammosov", "V.", "" ] ]
[ 0.0139966374, 0.0216546617, 0.0730708838, 0.0643654913, 0.0078076483, 0.0425203964, -0.0994591042, 0.0344679095, 0.0343046859, -0.0204576701, 0.037351571, -0.0215322431, 0.0078756595, 0.0652904361, 0.0828100368, 0.022960471, 0.0529668666, 0.0885229558, -0.0539734289, 0.0593598895, -0.0710033551, -0.0104668736, -0.0275444034, -0.0503824539, -0.0732341111, -0.0493758954, 0.0098071676, -0.0804704651, -0.000072049, -0.0026728273, -0.0101064155, -0.051171381, -0.0707857162, -0.084659934, -0.0756280944, 0.1347159445, 0.0063964226, 0.0815586373, -0.0741590559, 0.0724179745, -0.0359913558, -0.0045091207, -0.116761066, 0.0603936538, 0.0044819163, -0.029870376, -0.0283469316, -0.0671403334, 0.0100316042, -0.0342230722, -0.0885773599, 0.017723633, 0.0056074965, -0.0122759622, -0.0587613955, 0.0246607419, 0.0940726399, -0.0493758954, -0.0278844573, -0.0449959934, -0.0500287972, -0.0939638242, -0.0396639407, -0.0024500918, -0.0971739367, -0.0551976264, 0.0180908926, 0.0137585998, 0.0834629461, 0.0757369101, 0.0049341889, 0.111537829, 0.042329967, 0.0397183485, 0.0773147643, -0.0642566755, -0.0243070852, 0.0872171447, 0.006229796, 0.0317202695, 0.0576732196, -0.012173946, -0.027095532, -0.0810689628, -0.0228244495, 0.0043594968, 0.0292446762, -0.0474715903, -0.0273403712, 0.0113578159, 0.1186109632, 0.0643654913, 0.0381677039, 0.0549255796, 0.0515794456, -0.1978300214, 0.0219403077, -0.0187165923, 0.0789470226, 0.0288638137, 0.0745399147, 0.002295367, -0.0289998371, -0.0564218201, 0.1650759876, -0.0266194567, 0.0048491755, -0.0565850474, -0.0217906833, 0.0632773191, 0.0921683386, -0.0700239986, -0.1425507963, -0.0302784406, 0.0362906009, -0.0343862958, -0.0748663694, 0.0963033959, 0.0392014682, -0.0275852103, -0.0589246191, 0.0951608121, 0.0466010496, -0.1079468578, 0.0757913142, -0.0279116631, 0.1236165613, -0.1196991354, 0.0075900136, -0.0035977752, 0.0544359013, -0.0766074508, 0.0433637314, 0.0333525315, -0.0252184309, 0.0417858809, 0.0306593012, -0.0577276275, 0.0314754322, -0.1001120061, 0.0050362051, 0.0388206057, -0.0499199815, 0.014921586, -0.1148023531, -0.1273163557, -0.0635493621, -0.0591966659, 0.0586525761, -0.0222123507, -0.1313426048, -0.0108273309, -0.058380533, 0.0131329, -0.0125684096, -0.0929300562, 0.0756280944, 0.0952696279, -0.0004165666, -0.0147855636, -0.0407793187, 0.0620259158, -0.0370523222, 0.0187029894, 0.0705680847, 0.0107933255, -0.0227428358, -0.0212601982, -0.1078380421, 0.0612641945, -0.0623523667, -0.0152616398, -0.0245383233, -0.0003621579, -0.042057924, 0.0699151754, -0.0153432526, -0.0239942353, -0.0461657792, -0.0806880966, -0.0385757685, 0.086618647, -0.0183085278, -0.0784029365, -0.1061513722, -0.0682829171, 0.0200360026, 0.0050838129, 0.0096439421, 0.0816130489, 0.0957048982, 0.0169075038, 0.0178324506, -0.0144183049, -0.135912925, -0.0432821214, 0.0042744833, 0.1226372048, -0.116761066, 0.0109361485, 0.1016354486, -0.0265922509, 0.1139318123, -0.0020420265, -0.0564218201, -0.0897199437, 0.0782941207, 0.0192198735, 0.0046655461, -0.1010913625, 0.1021251306, 0.0526132099, 0.0253408514, 0.1252488196, 0.0183221288, -0.0281565022, -0.1141494513, 0.1274251789, 0.0132825235, 0.0220627282, -0.0916786566, 0.0445063151, 0.0614274219, 0.0651816204, -0.0859113336, -0.0252728406, 0.0847687498, 0.0059815561, 0.0421123318, -0.0304960757, -0.0236269776, 0.0822659507, -0.0576188117, 0.0248239692, 0.0443158858, -0.0162137914, 0.0775868073, 0.0037065926, -0.0314210244, -0.0632773191, 0.0003409045, 0.0105212824, 0.02821091, -0.0431460962, -0.0819939077, -0.0345495231, -0.0103240507, -0.064474307, 0.1253576428, -0.0397727601, 0.0225524064, 0.1038662046, -0.0011527843, -0.0460025556, -0.0609921515, 0.0050736112 ]
711.2217
J\"org Main
T. Fabcic, J. Main, G. Wunner
Time propagation of constrained coupled Gaussian wave packets
8 pages, 3 figures, accepted for publication in J. Chem. Phys
J. Chem. Phys. 128 (2008) 044116
10.1063/1.2821751
null
quant-ph
null
The dynamics of quantum systems can be approximated by the time propagation of Gaussian wave packets. Applying a time dependent variational principle, the time evolution of the parameters of the coupled Gaussian wave packets can be calculated from a set of ordinary differential equations. Unfortunately, the set of equations is ill-behaved in most practical applications, depending on the number of propagated Gaussian wave packets, and methods for regularization are needed. We present a general method for regularization based on applying adequate nonholonomic inequality constraints to the evolution of the parameters, keeping the equations of motion well-behaved. The power of the method is demonstrated for a non-integrable system with two degrees of freedom.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:16:27 GMT" } ]
2008-02-01T00:00:00
[ [ "Fabcic", "T.", "" ], [ "Main", "J.", "" ], [ "Wunner", "G.", "" ] ]
[ -0.052179046, 0.0761067271, 0.0203778334, 0.0249963179, -0.0976268947, 0.0048733605, -0.0300201476, -0.0550287478, 0.0074743289, 0.010324032, 0.0473394617, 0.0172456168, -0.0477816574, -0.0088746138, -0.013818603, 0.030044714, 0.0752714649, 0.0063258493, -0.0171596333, 0.076254122, -0.1124158725, -0.0628900006, 0.010035377, 0.0326978862, -0.0213482063, -0.0947280601, 0.0676558837, 0.0717339069, 0.101999715, -0.0481747203, 0.0510489903, -0.0113619622, -0.0697685927, -0.0713899732, -0.0628408641, 0.1796295494, -0.020463815, 0.1436643451, -0.0997887403, 0.0155628175, -0.0599420294, 0.0060095568, -0.0668697581, 0.0292340219, -0.0038446425, 0.0284724645, -0.0330909491, 0.0692772642, 0.0044280947, 0.0187318847, 0.0024919547, -0.0124920169, 0.0550287478, -0.0245295558, -0.0700142533, -0.0078305416, 0.0782194361, 0.0791529566, 0.040018674, -0.073453553, 0.0038630671, -0.067557618, -0.0384218581, 0.0531125702, -0.0351053923, -0.0114479447, 0.0218272507, -0.0086903656, -0.0727165565, 0.1184100732, -0.1050459519, 0.101999715, 0.0335331447, -0.0149855074, -0.0359652191, -0.0002243604, -0.0847049654, 0.0397238769, -0.0110733071, 0.0548813492, 0.1040632948, -0.0022340075, 0.0304869097, 0.0370707065, -0.0359406509, 0.0021587729, -0.0264825858, -0.053259965, -0.1041615605, 0.0162138268, 0.063970916, 0.1954503208, -0.0123384772, 0.0964477062, 0.0878985971, -0.026433453, 0.1550631523, 0.0206480641, 0.061858207, -0.0183756705, 0.0105328467, -0.0085122595, 0.0407556668, -0.0470937975, 0.2435022146, -0.0578293167, -0.0965459719, -0.0253525302, -0.006534664, 0.1035719663, 0.1262713224, -0.0239399616, -0.0289883576, -0.0304623432, 0.0121419458, -0.074141413, -0.0061354595, 0.0433105715, -0.0598437637, 0.0244681388, -0.0738466159, -0.0352282263, -0.0141379666, 0.0069830008, 0.0982656181, -0.0147152767, -0.0208814442, -0.0704073161, -0.0210779756, 0.0213604886, 0.0132167265, -0.0428438112, -0.0233012363, -0.001526188, -0.0361863151, -0.082395725, 0.0968899056, 0.0874564052, 0.0349825621, 0.0311010685, 0.0594998337, 0.0290374905, 0.0593524352, 0.021790402, 0.0909448341, 0.1685255468, 0.0001978747, 0.0718321726, -0.0089605963, -0.0111101568, -0.038348157, -0.0279565696, 0.0051773698, -0.029184889, 0.1109418869, -0.0734044164, -0.0077199927, 0.0895691141, -0.0174421482, -0.041910287, -0.0718321726, 0.0602859594, -0.0459146127, -0.0221220478, 0.079349488, -0.0958089828, -0.0146047277, -0.0221466143, -0.0427701101, -0.141699031, 0.0515894517, -0.085933283, -0.0997887403, -0.022306297, 0.1339360476, 0.0021357418, -0.0244190078, -0.1281383634, -0.1409129053, -0.0098265624, 0.0350071266, 0.0131798768, -0.0551270135, 0.0108030764, 0.0017518918, 0.1200805902, 0.0261386558, -0.0369970053, 0.0299464483, -0.0664275587, 0.000066694, 0.0964968428, 0.1020979807, 0.0968407691, 0.0692772642, -0.0955633149, 0.0123323351, -0.0651501045, 0.0820026621, -0.0177615117, 0.0287181269, -0.0849014968, 0.0550778806, -0.0464305058, -0.0573379919, -0.0517859831, 0.0301675461, 0.0854419544, -0.1034737006, -0.0020758612, -0.0119761229, -0.0586154424, 0.0665258244, -0.0192969106, -0.0526212417, -0.0436053686, -0.0984621495, 0.0261877887, -0.0723234937, 0.0073023639, -0.0584680438, 0.0497224033, -0.0089176055, 0.0330909491, 0.0611212179, 0.0281285346, -0.064953573, -0.0406082682, -0.0149486577, -0.0284724645, 0.0238908287, -0.0250700172, -0.0261140894, 0.0304869097, 0.0872107372, 0.0150960563, 0.0400678068, -0.0207954627, -0.0497961044, -0.0809708685, -0.0242838915, 0.0048917853, -0.0420576856, -0.0713899732, -0.0780229047, -0.005533583, -0.081707865, 0.0146661438, 0.0173807312, -0.0640200526, 0.0038354301, 0.0140888337, 0.0537512936, 0.0199724883, -0.0005861391, 0.0897656456 ]
711.2218
Olaf Post
Olaf Post
First order operators and boundary triples
14 pages, new version due to paper size problems
null
10.1134/S1061920807040139
null
math.SP math-ph math.AP math.FA math.MP
null
The aim of the present paper is to introduce a first order approach to the abstract concept of boundary triples for Laplace operators. Our main application is the Laplace operator on a manifold with boundary; a case in which the ordinary concept of boundary triples does not apply directly. In our first order approach, we show that we can use the usual boundary operators also in the abstract Green's formula. Another motivation for the first order approach is to give an intrinsic definition of the Dirichlet-to-Neumann map and intrinsic norms on the corresponding boundary spaces. We also show how the first order boundary triples can be used to define a usual boundary triple leading to a Dirac operator.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:18:22 GMT" }, { "version": "v2", "created": "Wed, 5 Dec 2007 18:26:58 GMT" }, { "version": "v3", "created": "Thu, 6 Dec 2007 13:18:11 GMT" } ]
2009-11-13T00:00:00
[ [ "Post", "Olaf", "" ] ]
[ -0.0391028598, 0.0037416045, 0.1327569485, 0.0384515822, 0.0144063178, -0.0103032524, -0.0559058897, -0.0846143216, -0.0443652049, 0.1093108654, 0.057000041, -0.0351691283, 0.0246444419, -0.0038751171, 0.0607514158, 0.0279268939, 0.0737249181, 0.0139243705, 0.0429323874, 0.0654927343, 0.010778687, -0.0568437353, 0.0663263723, -0.039389424, -0.0926380903, -0.0566874258, 0.0387902483, -0.0187177919, -0.014549599, -0.0309748854, 0.1431774348, -0.0263768472, -0.0225212686, 0.0018040461, 0.0394415259, 0.1110823452, 0.0432450026, 0.1186892986, -0.0500964709, 0.1542231441, -0.0317564197, -0.074350141, -0.0419684947, -0.0696088225, -0.0668995008, 0.0452509448, 0.044729922, 0.0428281836, 0.044313103, -0.0167509262, 0.0248268005, 0.0445215143, 0.0408743434, 0.0196165591, -0.0040021166, -0.0141848819, -0.0262986924, -0.0117881708, 0.1008181721, -0.0265071038, 0.0140285753, -0.0152269304, 0.0052037286, -0.0071445433, -0.1134790555, 0.0950869024, -0.0949826986, 0.0865942091, 0.0803940222, 0.0825302228, -0.1407807171, -0.0108828917, -0.0550722517, 0.005669394, 0.0226775762, -0.0837285817, 0.0497578047, 0.0629397184, -0.0936801434, -0.0065030325, 0.0630960241, 0.0289428905, 0.0380608141, 0.0239150077, -0.0146017019, -0.0345178507, -0.0311051402, 0.0235502906, -0.1220238507, 0.0029991453, 0.0611161329, -0.0043049618, -0.0114560183, 0.0699214414, 0.0462669432, 0.0356380492, 0.0332152881, 0.037279278, 0.055749584, 0.0005495176, -0.1276509166, -0.0084536169, 0.098108843, -0.0022192372, 0.1056115925, 0.0008149143, -0.0070729028, -0.0064053405, -0.0512166731, -0.0568958372, -0.0534049757, 0.0004990434, 0.0805503353, 0.0047738836, 0.0740375295, -0.024396956, -0.0765905455, 0.0287865829, -0.0367322005, -0.0620539747, 0.0169332847, 0.0084471041, 0.0897203535, 0.0349867716, 0.0828428343, -0.0673163161, -0.0159042627, -0.0879488736, 0.0242536739, -0.072109744, 0.0629918203, -0.0258948989, 0.0117165307, -0.0794040784, -0.0781536177, 0.0415777266, 0.0823739171, -0.0346481055, 0.1549525857, 0.0259079244, 0.0352212302, 0.0164643619, 0.059500955, -0.0281874053, 0.0761216283, 0.09836936, -0.0194863025, -0.0173631292, 0.0105507392, 0.029958887, 0.0383994803, -0.0042528594, 0.0358985625, -0.0035169129, -0.005695445, -0.0683062673, 0.1400512904, -0.0606993139, 0.052128464, -0.0143932914, 0.0318866782, 0.0354296416, 0.0266113076, -0.0135075506, 0.099776119, 0.0405617282, -0.025868848, -0.0716929212, -0.0332152881, -0.0322253443, 0.00502137, -0.0900329724, 0.0185875352, -0.0420726985, 0.0767468587, -0.0538738966, -0.0703382567, -0.1388008296, -0.109519273, 0.021752758, 0.1009744778, 0.1022249386, 0.084979035, 0.0392070673, 0.0046924734, 0.1224406734, 0.0585631132, 0.01094802, -0.0466056094, 0.0602303892, -0.0533268191, 0.136404112, 0.0035071438, 0.1071225628, 0.0492107309, -0.1096234769, 0.1069141552, 0.0108633535, 0.014158831, -0.032407701, 0.175480932, -0.0480644777, 0.0612724386, -0.0221044496, -0.0442610011, 0.027848741, 0.1441152692, -0.0165555421, -0.1036316976, -0.1074351743, 0.0302454513, -0.0660658628, -0.0177017953, -0.0350909755, -0.0863336995, -0.0034322466, -0.0267285388, 0.0437399782, 0.0214531682, 0.1353620738, -0.0492888838, 0.0281353034, 0.034101028, -0.0007835714, 0.0424895175, 0.0418642908, 0.1163967922, -0.1664151102, 0.0345178507, -0.0734644011, 0.0202287622, -0.0334758013, -0.0674726292, -0.0753400922, 0.0341531336, -0.0387902483, 0.0426979288, 0.0239150077, -0.0698693395, -0.0185093824, -0.0379305556, 0.1119159833, 0.0154223144, -0.0150836492, 0.087740466, 0.0014018805, 0.0076069525, 0.065701142, 0.0321992934, -0.007483209, 0.0360288173, 0.0635649413, 0.0771636739, 0.0001365653, -0.0532226153, 0.0646590963 ]
711.2219
Michael Joyce
Thierry Baertschiger, Michael Joyce, Francesco Sylos Labini and Bruno Marcos
Gravitational dynamics of an infinite shuffled lattice: early time evolution and universality of non-linear correlations
11 pages, 11 figures, shortened introductory sections and other minor modifications, version to appear in Phys. Rev. E
null
10.1103/PhysRevE.77.051114
null
cond-mat.stat-mech astro-ph
null
In two recent articles a detailed study has been presented of the out of equilibrium dynamics of an infinite system of self-gravitating points initially located on a randomly perturbed lattice. In this article we extend the treatment of the early time phase during which strong non-linear correlations first develop, prior to the onset of ``self-similar'' scaling in the two point correlation function. We establish more directly, using appropriate modifications of the numerical integration, that the development of these correlations can be well described by an approximation of the evolution in two phases: a first perturbative phase in which particles' displacements are small compared to the lattice spacing, and a subsequent phase in which particles interact only with their nearest neighbor. For the range of initial amplitudes considered we show that the first phase can be well approximated as a transformation of the perturbed lattice configuration into a Poisson distribution at the relevant scales. This appears to explain the ``universality'' of the spatial dependence of the asymptotic non-linear clustering observed from both shuffled lattice and Poisson initial conditions.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:18:26 GMT" }, { "version": "v2", "created": "Thu, 15 Nov 2007 13:10:17 GMT" }, { "version": "v3", "created": "Fri, 9 May 2008 14:53:20 GMT" } ]
2009-11-13T00:00:00
[ [ "Baertschiger", "Thierry", "" ], [ "Joyce", "Michael", "" ], [ "Labini", "Francesco Sylos", "" ], [ "Marcos", "Bruno", "" ] ]
[ -0.0162748601, -0.0414388031, 0.0080786059, 0.0487853661, 0.0449160002, -0.0174775012, 0.0189938731, 0.0147454161, -0.1733893603, 0.0586156435, 0.0251900852, 0.0403668843, -0.088472493, 0.0497788489, 0.0053857369, 0.0430858955, 0.013529703, -0.002812152, 0.0524717197, 0.0564195178, -0.0744591206, -0.0753480271, 0.0933876336, -0.0345628373, -0.0397394188, -0.0683413446, 0.0835050642, 0.0607071891, 0.083609648, -0.0219874028, 0.0481056124, -0.0164578706, -0.0134381978, 0.0003543785, -0.0509814918, 0.1810235083, 0.0133205485, 0.057622157, -0.0658837706, -0.0488899425, -0.0690210983, -0.1104337499, -0.0824592933, 0.0499880053, 0.0285234898, -0.0281313248, 0.0037517147, -0.0327850208, 0.0197782032, 0.0693348274, -0.1541471183, -0.0156081794, -0.00619948, -0.0275822934, -0.0854920372, -0.051425945, 0.0611777902, 0.0385367796, -0.0186017081, -0.0557397641, -0.0144316833, -0.0700668693, 0.0455434658, 0.0738316551, -0.1137802303, -0.0336739272, -0.1258066297, 0.046746105, 0.0435564928, 0.1147214249, -0.0106734326, -0.0545371212, 0.0772827119, 0.0024395951, -0.0435564928, -0.0334647745, -0.0734656379, 0.0539619476, -0.0938582346, 0.1029564664, 0.0530991852, 0.0377001576, 0.0583541989, 0.0081897192, -0.0268763956, -0.0538573712, 0.0447852798, 0.0303797405, -0.0187062863, 0.0182095431, 0.0994008332, -0.0134774148, -0.0459356308, 0.0753480271, 0.0394518301, -0.1489182413, 0.1756900549, -0.0432689078, 0.0319484025, -0.0049053347, -0.0810997859, 0.0061210468, 0.0322098434, -0.0709557757, 0.1177541688, 0.0258698389, -0.0814135224, -0.0253730956, -0.0384583436, -0.0048138294, 0.067243278, 0.0438179374, -0.0760800689, -0.0217259582, -0.071530953, 0.0040785191, -0.0351641551, -0.0263796542, -0.0382491909, 0.0537527911, -0.0062452327, -0.0276607275, 0.0542233922, 0.0279221702, 0.0334386304, -0.1191136762, 0.0619098321, -0.0468768254, -0.129885152, 0.0159611274, 0.133545354, -9.319e-7, -0.0961066484, -0.035896197, -0.1171267033, -0.0711649358, 0.0181180369, -0.0223272778, 0.0264580864, -0.0731519014, 0.0617006756, -0.0041536842, 0.0168892536, 0.019699771, 0.1109566391, 0.0516612455, 0.0254907459, 0.0042125089, 0.017791234, -0.0940673873, 0.0308764819, -0.0754526034, 0.0741453916, 0.0495696962, 0.005019716, -0.1047342867, 0.0473212823, 0.0055752834, 0.0053171082, -0.0597137064, 0.042929031, 0.0520011224, -0.037124984, 0.0049641593, 0.0796879902, 0.0324451439, -0.100864917, -0.0505370349, -0.0885247812, -0.0810997859, 0.0122355577, -0.0702237338, -0.1224601567, -0.0766552463, 0.1321858615, 0.042484574, -0.062275853, -0.1059369221, -0.0447591357, -0.0012271507, 0.0343536809, -0.0091962768, -0.0260920655, -0.0412557907, -0.0612300783, 0.0349811465, -0.0293339659, 0.0911392197, 0.0513213687, 0.025124725, -0.0435303487, 0.0972569957, 0.0619098321, 0.1115841046, 0.0065949135, -0.0995576978, 0.0452558771, 0.0522102751, -0.0250201467, 0.0304058846, -0.0306411833, 0.037124984, 0.0631124675, 0.0407590494, -0.0443931147, -0.0820409805, 0.0844985545, -0.0141833117, -0.0640013814, -0.0283666234, 0.0459094867, -0.0193860382, 0.0800017267, -0.0393211097, -0.1355323344, -0.0033301371, -0.0699622929, 0.0801585913, 0.0646811351, 0.0734133497, -0.0064772638, 0.0409943461, -0.0550600104, 0.1011263654, 0.0675047189, -0.0267326031, 0.1144076958, -0.0888385177, -0.0341183804, 0.0025245643, 0.11064291, 0.0166539531, -0.0257391166, -0.0760277808, -0.0295169763, -0.0006813873, 0.0372557044, 0.0556874759, -0.0574130006, -0.1003420278, -0.0299875736, 0.0042419215, -0.0085753482, 0.0153336637, 0.0098629575, 0.0134904869, -0.1109566391, 0.0560534969, 0.0802631676, -0.0458833426, -0.0213337932, -0.0513213687, 0.0312686488, -0.016235644, -0.054484833, 0.0032811165 ]
711.222
Francesco Sciortino
Francesco Sciortino
Gel-forming patchy colloids and network glass formers: Thermodynamic and Dynamic analogies
Proceeding of Stat-Phys 2007. EPJB in press
null
10.1140/epjb/e2008-00034-0
null
cond-mat.soft cond-mat.stat-mech
null
This article discusses recent attempts to provide a deeper understanding of the thermoreversible "gel" state of colloidal matter and to unravel the analogies between gels at the colloidal level and gels at the molecular level, commonly known as network-forming strong liquids. The connection between gel-forming patchy colloids and strong liquids is provided by the limited valence of the inter-particle interactions, i.e. by the presence of a limit in the number of bonded nearest neighbors.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:19:15 GMT" } ]
2009-11-13T00:00:00
[ [ "Sciortino", "Francesco", "" ] ]
[ -0.003320229, 0.0424629673, -0.0539456904, 0.0643238127, 0.0150277289, -0.0041358364, 0.0138845937, -0.014770844, -0.0281288251, -0.0491676442, 0.0314683206, -0.006229443, -0.0583127253, -0.0627825111, 0.0080083665, 0.0334720165, 0.0391491577, 0.0397656821, 0.1101519614, 0.0066918344, -0.0503749996, -0.0262535699, -0.0844635367, -0.0124075087, -0.0180589631, -0.0499639846, 0.0763459951, 0.0190864988, 0.0211415738, -0.0017628681, 0.1066583395, -0.0361949913, 0.0188553035, -0.0349105708, -0.0291049853, 0.1963623166, 0.0128313685, 0.0287453476, -0.1007499993, 0.0287453476, -0.0712596923, 0.0629880205, -0.048525434, 0.0625770018, 0.0407418422, -0.0106285857, 0.0397143029, -0.0471382588, 0.1245374829, 0.011803831, -0.0747019425, 0.0534319244, 0.0477804691, -0.0486024991, -0.0049289665, -0.023016829, -0.0419748873, 0.0252003446, -0.0642210618, 0.0134093575, -0.0843607858, -0.088522315, 0.0000869995, 0.0731092542, -0.1221741512, 0.0215654317, -0.1554663479, 0.0138332164, 0.0016255956, 0.1099464595, -0.0320591554, -0.0905773863, 0.0070964275, -0.0075716632, -0.2215369791, 0.0048165796, -0.0358610414, 0.0455198884, -0.0244939122, -0.0457510836, 0.0370683968, -0.0332151316, 0.0014674512, -0.0460850336, -0.0004338936, -0.0864672363, 0.0376849174, -0.0167745408, -0.0968453586, 0.0006434147, 0.0616008416, 0.0264590774, -0.0057477849, 0.0761918649, -0.0487566292, -0.0571824349, 0.0965370983, 0.0107955607, 0.0060078804, 0.0411271676, -0.0324701704, -0.0018993379, -0.1290586442, -0.0625256225, 0.1173447222, 0.0273067951, -0.0580558404, -0.017994741, -0.0230553616, -0.0617035963, 0.0166460983, -0.0607788116, -0.0300554577, -0.0131396288, -0.0167103205, -0.0182130933, 0.0044922633, -0.0420519523, -0.0365546271, -0.0154130552, -0.1005444974, -0.0400482528, 0.0259324647, -0.0055647548, 0.0677146912, -0.0042225346, 0.035655532, -0.0008774202, -0.0509144589, -0.0516337343, 0.0728009939, -0.1056308001, -0.0414868072, -0.1580351889, -0.0872892663, -0.1200163215, 0.0056803529, -0.0233122446, 0.0782469437, 0.0201140363, -0.0108790481, -0.0012619438, 0.0982839093, 0.0923241973, 0.0724413544, 0.1205300912, 0.0190222785, -0.0178020783, -0.0176993255, 0.0534319244, -0.0586209856, -0.0126643935, 0.077733174, -0.0118680522, 0.0329325609, -0.1822850555, -0.0379418023, 0.0559493899, 0.0133194486, 0.0469070636, -0.0262278821, -0.0157084726, 0.0000449046, 0.0390464067, -0.0509401448, 0.0996710882, -0.0438758284, 0.041846443, -0.0103460131, -0.1016234085, 0.0331123807, 0.0113799721, -0.1285448819, -0.023440687, 0.0836928859, -0.0787607133, -0.0042514345, 0.001933054, -0.0351160765, 0.1407725662, 0.0758836046, 0.0332921967, -0.0225030594, -0.1395395249, -0.0635531619, 0.0182130933, -0.0222076438, 0.0812267959, 0.0233764667, 0.0360151716, -0.0991059393, 0.0105836308, 0.0873920172, 0.0178791434, -0.0347307511, -0.1127208099, 0.0274866149, 0.0098450892, 0.0744450539, 0.0661733821, 0.0262921024, -0.0928893462, 0.0429767333, -0.0658137426, -0.1148786321, -0.0267673377, 0.0044858414, 0.0349876359, -0.0103010582, -0.0171341784, 0.0623201169, 0.1229961738, 0.0674578026, 0.0386097021, -0.1370734274, 0.0116625447, -0.0109946458, 0.1310109645, 0.0526098944, 0.1027536988, -0.0006454217, 0.0018094284, 0.0150405727, 0.1207355931, -0.0010331563, -0.0156057179, -0.0064285281, -0.0891388357, -0.0179176759, 0.0700780228, 0.0616008416, 0.0057895286, -0.0780928135, -0.0799423754, -0.0298242606, -0.050580509, -0.0613953359, 0.0599054061, -0.0077322158, -0.0625770018, -0.0168901384, 0.0625256225, -0.0819974542, 0.0477547832, -0.0039528063, 0.0131010963, -0.0803020149, -0.0828708559, 0.0583641008, -0.1046032682, -0.0181488711, -0.0850286856, -0.0215140563, 0.0411528572, -0.0323674157, -0.0989004374 ]
711.2221
Chris Lodewijk
T. Zijlstra, C. F. J. Lodewijk, N. Vercruyssen, F. D. Tichelaar, D. N. Loudkov, and T. M. Klapwijk
Epitaxial aluminium-nitride tunnel barriers grown by nitridation with a plasma source
3 pages, 3 figures, accepted for publication in APL
Appl. Phys. Lett. 91, 233102 (2007)
10.1063/1.2819532
null
cond-mat.mes-hall cond-mat.supr-con
null
High critical current-density (10 to 420 kA/cm^2) superconductor-insulator-superconductor tunnel junctions with aluminium nitride barriers have been realized using a remote nitrogen plasma from an inductively coupled plasma source operated in a pressure range of 10^{-3} to 10^{-1} mbar. We find a much better reproducibility and control compared to previous work. From the current-voltage characteristics and cross-sectional TEM images it is inferred that, compared to the commonly used AlO_x barriers, the poly-crystalline AlN barriers are much more uniform in transmissivity, leading to a better quality at high critical current-densities.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:00:11 GMT" } ]
2008-06-03T00:00:00
[ [ "Zijlstra", "T.", "" ], [ "Lodewijk", "C. F. J.", "" ], [ "Vercruyssen", "N.", "" ], [ "Tichelaar", "F. D.", "" ], [ "Loudkov", "D. N.", "" ], [ "Klapwijk", "T. M.", "" ] ]
[ 0.006909776, -0.0441054963, -0.0678506941, -0.0317875147, 0.0650511533, 0.0283262637, -0.0024336919, 0.0048323893, -0.035910476, -0.0694286153, -0.029420631, 0.0323983245, 0.0034198938, -0.0017847073, 0.0010243775, -0.0654583573, -0.0182606429, 0.0735515729, -0.0229944121, 0.0283262637, 0.0511552468, 0.0095438892, 0.0464469306, -0.0413823053, -0.0230198614, 0.0203857478, 0.106891565, 0.016746344, 0.0324492231, -0.0038875444, 0.0597574748, -0.0452507623, -0.0420949161, -0.0639822334, -0.0928429589, 0.0756385028, 0.0567543283, -0.0267228913, -0.0390663221, 0.0451235101, 0.0697849169, -0.0124006942, -0.0806776807, 0.0419931151, 0.107095167, 0.0094611757, -0.0520714633, 0.0016200752, -0.0756894052, -0.0313039571, 0.0239233505, 0.023503419, 0.0263156854, 0.009448451, -0.0167717952, 0.0350197107, 0.0210092831, -0.0202584956, -0.0142140333, -0.110861823, -0.0194059089, -0.0925884545, 0.0570597351, 0.0049023777, -0.0299550872, -0.0572633371, -0.0769110247, -0.0233379919, 0.1444563121, 0.0723808557, 0.0396262296, 0.0179934129, -0.0498827286, -0.048253905, -0.0539038889, -0.0694286153, -0.0822556019, 0.0167845208, -0.0301841423, 0.005312765, -0.0066489098, 0.0264683869, -0.0415604562, -0.0153720248, 0.1069933623, -0.0131196668, 0.0309985541, 0.0125470338, -0.1413004696, -0.0623025112, 0.0362667814, 0.0020503455, -0.0650002509, 0.1450671256, 0.0303877443, -0.0298278369, 0.0632187277, 0.0721263513, 0.0852078497, 0.1168681085, 0.0088249166, 0.0789470524, 0.1954588592, -0.0142776584, 0.1570796967, 0.0267228913, 0.0119807627, -0.1199221537, -0.065814659, 0.0357577726, 0.122670792, 0.0117962472, 0.0729916692, -0.002026486, -0.1032267064, -0.13906084, -0.0008152073, -0.02878437, 0.111269027, 0.0569070317, -0.0732970685, 0.0529367737, -0.0390154198, 0.0015127065, 0.0501626842, 0.0101292478, 0.0579759479, -0.0942681804, -0.0933010653, -0.1205329597, 0.0269519445, -0.0789470524, 0.0278936084, 0.0113890413, 0.0240251515, 0.0897889137, 0.0046415115, -0.0670871809, 0.0868875682, 0.0380737558, -0.0116053699, 0.1081131846, 0.1466959417, 0.0230834875, 0.0420185663, 0.1031758115, 0.0472867899, 0.0280717611, 0.0491701178, 0.058943063, -0.1368211955, -0.0149520934, -0.0315075591, 0.0184133444, -0.0656619594, -0.0782344416, 0.0180315878, 0.1711283028, 0.0535475835, 0.0025211775, -0.0857677534, 0.0079723289, -0.0698358193, 0.0098811071, 0.0553800091, 0.0719227493, -0.0316093639, -0.0032640102, -0.080728583, 0.0042852066, 0.0319911167, 0.0065980088, -0.0495518744, 0.083222717, 0.1153410897, 0.0115290182, 0.0053541223, -0.027435502, -0.1099456102, 0.065203853, -0.0163773149, -0.0088694543, 0.001300355, -0.0683088005, -0.0368012376, -0.0271300972, -0.0505189896, 0.0532930791, -0.1020050943, -0.0172299016, -0.0862258598, 0.1015978828, 0.0101801492, 0.1204311624, -0.0806776807, -0.089890711, 0.0423494205, 0.0803722739, 0.0218491443, -0.0116562704, 0.0436728373, -0.1127960458, 0.0308458507, 0.0681560934, 0.0479739532, -0.0596047714, 0.0743659884, 0.0326273777, 0.0241142269, -0.0995109528, 0.0437237397, 0.0860222578, -0.0574669391, -0.0035089701, 0.0324237756, -0.0265956391, -0.1050591394, 0.0693777129, 0.0605209842, 0.1039393172, -0.0246359594, -0.0244323574, -0.0869384706, 0.0256030746, -0.0406442434, 0.1127960458, -0.0191768557, 0.0432401821, 0.0185787715, -0.0582304522, -0.0420694649, 0.0078323521, -0.0136922998, -0.0016622274, -0.1406896561, 0.0846479386, 0.0433928855, 0.0335181393, 0.0664254725, -0.040287938, 0.0058504045, -0.0152702229, 0.004740132, 0.0420185663, 0.0185024198, -0.0142140333, -0.0708538368, -0.0475667454, 0.0271555465, 0.0512061492, -0.0642367378, 0.0822556019, 0.0418658629, -0.0797614679, -0.0102055995, -0.0665781721 ]
711.2222
Bruce Gendre
B. Gendre (1, 2, 5), A. Galli (1, 3), M. Boer (4) ((1) IASF-Roma, Roma, Italy; (2) Bicocca University, Milano, Italy; (3) INFN-Trieste, Trieste, Italy; (4) Observatoire de Haute Provence (CNRS), Saint Michel l'Observatoire, France; (5) LAM/CNRS/universite de Provence)
X-ray afterglow light curves : toward standard candle ?
17 pages, 10 color figures, 1 b&w figure. Accepted for publication by ApJ
AIPConf.Proc.1000:72-75,2008
10.1063/1.2943553
null
astro-ph
null
We investigate the clustering of afterglow light curves observed at X-ray and optical wavelengths. We have constructed a sample of 61 bursts with known dis tance and X-ray afterglow. This sample includes bursts observed by BeppoSAX, XMM-Newton, Chandra, and SWIFT. We correct the light curves for cosmological ef fects and compare the observed X-ray fluxes one day after the burst. We check for correlations between the observed flux and the burst spectral and temporal properties. We confirm the previous result of Boer and Gendre (2000) that X-ray afterglow light curves cluster in luminosity, even when we consider the l ast SWIFT data. We observe this clustering only for the afterglow light curves; the inclusion of prompt-related data broaden the distribution. A similar clu stering is observed for the optical light curves; GRB sources can be divided in three classes, namely optical and X-ray bright afterglows, optical and X-ray dim ones, and optically bright -X-ray dim ones. We argue that this clustering is related to the fireball total energy, the external medium density, the fraction of fireball energy going in relativistic electrons and magnetic fields. These parameters can be either fixed to a standard va lue, or correlated. We finally propose a method for the estimation of the GRB source redshift based on the observed X-ray flux one day after the burst and optical properties. Using this method, we compute a redshift of 1.4 +/- 0.2 for GRB 980519 and of 1.9 \+/- 0.3 for GRB 040827. We tested this method on three recently detected SWIFT GRBs with known redshift, and found it in good agreement with the reported distance from optical spectroscopy .
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:26:38 GMT" }, { "version": "v2", "created": "Mon, 5 May 2008 16:28:25 GMT" } ]
2008-11-26T00:00:00
[ [ "Gendre", "B.", "" ], [ "Galli", "A.", "" ], [ "Boer", "M.", "" ] ]
[ -0.005426432, -0.0019213966, -0.0065767206, -0.0297736805, -0.0029617548, 0.0096356608, -0.0145554552, -0.0557236895, 0.0284481402, -0.0268421974, -0.0828972682, 0.0497587547, -0.1476448327, -0.0361719653, -0.0280147903, 0.0426722094, -0.0544491298, 0.0338012837, -0.0655122921, 0.0355091952, -0.1096120104, -0.0584767349, -0.0551628806, 0.0087498426, -0.1657945365, -0.0773911774, -0.0122739961, 0.0133956075, 0.1154239997, 0.0271480903, -0.0384151861, -0.0646965802, 0.0002134885, -0.1266401112, -0.1038510054, 0.1729320735, 0.0262559, 0.0505489819, 0.0222410411, -0.0430035964, 0.0107445261, 0.0231714696, -0.0667868555, -0.0059617464, 0.0021093939, -0.0597003102, -0.0172192827, -0.0475410223, 0.0261284448, 0.0685712323, -0.0744851828, 0.0995175093, -0.0592924505, 0.0231587235, -0.0420604236, -0.0082209008, -0.0163143463, 0.0666339099, -0.006458824, -0.075045988, 0.048178304, -0.0277853701, 0.0248029046, -0.0606689751, -0.0337248109, 0.0090748547, 0.0347954407, 0.0552648455, 0.139487654, 0.0678064972, -0.0164672937, 0.00792138, 0.0263323747, -0.079532437, 0.0180987269, 0.0267402325, 0.0541432351, 0.0201890022, 0.0114136692, 0.0027801301, 0.0561315455, -0.0210811943, -0.0887602419, -0.003849166, -0.0218459293, -0.0166329853, 0.0307423454, -0.0369367003, -0.1010979638, 0.032756146, -0.0058852728, -0.0588845909, -0.0274539851, -0.0169771165, -0.0314815901, -0.0322973058, 0.0294677876, -0.1146082804, 0.0877405927, -0.0206096079, 0.0536334105, 0.0396387614, 0.0579669103, -0.1667122245, 0.1321461946, -0.061943531, -0.0840188786, -0.0288814902, -0.0300795753, -0.0503195599, 0.0482037924, -0.0369112082, -0.095897764, 0.0944192782, -0.0709164217, -0.0148868402, -0.0809089616, -0.0426212288, -0.0442526639, 0.0456036963, -0.072700806, 0.052613765, 0.0584257506, 0.0370641537, 0.1060432494, -0.0098140985, 0.0944192782, -0.1112434492, -0.0676535517, -0.045680169, 0.1851678193, -0.1614100635, 0.014759385, 0.0017620769, -0.0745361671, -0.1187888309, 0.0427996665, -0.1006901041, -0.0689281151, 0.06490051, -0.0215272885, 0.0309462752, 0.0368602239, 0.0696928501, 0.0486881249, 0.0840188786, -0.0664299801, 0.0595983453, -0.0033042922, 0.0228783209, -0.0426722094, 0.0262304097, 0.033087533, -0.0689281151, 0.0477704443, -0.0555197597, 0.0402250588, 0.0679594502, -0.037115138, -0.0587826259, 0.0038427932, 0.0070610531, -0.0509058572, 0.05750807, -0.0634730011, 0.0341071784, -0.1143023893, 0.0186212957, -0.1478487551, -0.0057323258, -0.0254274383, 0.0027179956, 0.0146191837, -0.062045496, -0.0414486341, 0.0978860781, 0.0054933461, 0.0007866414, 0.0147721302, -0.0139819039, -0.0218331832, -0.0063154362, 0.117055431, -0.1232752725, 0.004397226, -0.075810723, -0.0525627844, 0.0511862598, 0.0543981455, -0.0052288752, 0.0677555203, 0.0511607677, 0.0185193326, 0.1787440479, -0.0317874849, -0.0572531559, -0.0055761924, -0.0254274383, -0.0545001104, -0.0461645015, 0.0510078222, 0.0832031667, 0.0881994292, -0.063982822, -0.0062580812, -0.1051255688, 0.0827443227, 0.0696418658, 0.013019613, 0.0359680355, 0.0902897045, -0.0411937237, -0.0062389625, 0.0488410741, -0.1159338206, -0.0452723093, -0.0291364025, 0.0644926503, 0.094164364, 0.0136887562, -0.0042092288, 0.0021237328, 0.0642887205, -0.011063166, 0.0027323342, 0.0876896083, 0.0594963804, -0.0248283949, 0.0218076929, -0.0247519221, 0.0122485049, 0.1139964908, -0.0323227979, -0.0845796838, 0.0628612116, -0.022789102, 0.0364268757, -0.0085905232, -0.0361464731, -0.1476448327, -0.0613317452, 0.0403270237, 0.0620964803, -0.0162251275, -0.0790226161, 0.0439467691, -0.0601081699, -0.0302835051, 0.0235028546, 0.0631671101, 0.0716301724, -0.0027275546, -0.0167094581, -0.0610768311, -0.0306658726, -0.0633200556 ]
711.2223
Kathrin Vorwerk
Axel Hultman and Kathrin Vorwerk
Pattern avoidance and the Bruhat order on involutions
14 pages, 5 figures
J. Algebraic Combin. 30 (2009), no. 1, 87--102
null
null
math.CO
null
We show that the principal order ideal below an element w in the Bruhat order on involutions in a symmetric group is a Boolean lattice if and only if w avoids the patterns 4321, 45312 and 456123. Similar criteria for signed permutations are also stated. Involutions with this property are enumerated with respect to natural statistics. In this context, a bijective correspondence with certain Motzkin paths is demonstrated.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:33:57 GMT" } ]
2012-07-24T00:00:00
[ [ "Hultman", "Axel", "" ], [ "Vorwerk", "Kathrin", "" ] ]
[ 0.0083575845, -0.0289430451, 0.0448448919, 0.0262506697, 0.053875573, -0.005184928, -0.0014259428, -0.087726593, -0.0993935615, 0.1140333563, 0.0351411179, -0.0965329111, -0.0190990437, -0.0125363767, 0.071684517, 0.0924943462, 0.1280000508, 0.00124277, -0.0301209595, 0.1292340606, -0.0283961557, -0.0468641743, 0.045209486, -0.0045293621, -0.0637195706, -0.0362629443, 0.0407502353, -0.0415635593, 0.1495390683, -0.0325328819, 0.0483225435, -0.0136862462, -0.0224504918, -0.03634708, -0.148865968, 0.0429377928, -0.0286485665, 0.0052164788, -0.0581665449, 0.1127993464, -0.0471446291, -0.0122979898, -0.0596810095, -0.0334864296, 0.0448168479, 0.1937389076, 0.0353935286, 0.0113444394, -0.114986904, -0.0213146452, -0.0575495437, 0.0860999525, 0.0623733848, -0.0340192951, -0.1367502809, -0.0103979008, -0.0766766295, 0.0240210444, 0.0500052795, 0.030008778, 0.0871095881, -0.0720771551, 0.0291954558, -0.0226888787, -0.0496126413, -0.050482057, -0.0753304437, 0.0825101137, 0.1006836519, 0.0220858995, -0.0377774052, 0.0726380721, 0.048631046, 0.0770692676, 0.0236143842, 0.0967011824, -0.0378615409, 0.1385452002, 0.0600736476, 0.0383383147, -0.0001718888, -0.0359544419, 0.0680946857, -0.0225626733, -0.0192673169, -0.0439474322, 0.0084066642, 0.0815565661, -0.1145381778, -0.0742647126, 0.0608589239, -0.0321402438, -0.0502015986, 0.0130131524, 0.0197160468, -0.0446485728, 0.0431902036, 0.0073549552, -0.0012909734, 0.0465837196, -0.0267554894, -0.0715723336, 0.0016319025, 0.0455740765, 0.0797055587, 0.0106152548, 0.056652084, 0.0357581228, -0.1354040951, -0.0541560277, -0.0769009963, -0.0344960727, 0.0059106075, 0.0155653004, 0.1478563249, 0.0178089477, -0.0061770403, 0.0141069302, -0.0973181874, -0.0445083454, 0.0350008905, -0.0901385173, 0.0730867982, -0.0453216657, -0.0131533798, -0.1117336154, 0.0187624972, -0.142135039, -0.0464715362, -0.045013167, 0.0252129827, 0.0153549584, 0.0888484195, -0.0074320803, -0.0537072979, -0.0649535805, 0.0883435979, 0.0466117635, 0.0188045651, 0.0468080826, 0.0449851193, -0.0096056135, 0.0304855518, -0.0348887108, -0.0218755566, 0.0553619862, -0.0501735546, 0.0709553361, 0.0032550409, 0.0679264069, -0.063831754, 0.021553034, 0.1119579822, 0.0471165851, -0.0479299054, -0.0080000032, 0.0008242773, 0.0077335704, 0.0130482092, 0.0468080826, 0.0227730162, -0.008021038, 0.029588094, 0.0126205143, 0.0325889699, 0.0091498727, -0.0038071882, 0.0450412109, -0.004753727, -0.081612654, 0.0308221001, -0.0431060679, -0.1183523759, -0.0295600481, -0.0240631122, 0.0738720745, -0.1096021533, -0.103824757, -0.0588396415, -0.0692726001, 0.0725258887, 0.1736582667, 0.060241919, -0.1247467697, -0.0178369936, 0.0456582159, 0.027484674, -0.0128518902, -0.0119754653, 0.0194776598, 0.0293637291, 0.107134141, 0.1037125811, 0.0623172931, 0.1097143367, -0.1154356301, 0.0854829475, 0.0114776567, 0.0073830006, -0.0190569758, -0.0379737243, -0.0474811792, 0.1109483391, 0.0360105336, -0.0298124589, 0.0756108984, 0.0265451483, -0.0008295359, 0.0037966713, -0.004750221, 0.0099561829, -0.046892222, 0.0954671726, 0.0478738174, 0.0032024554, 0.036319036, -0.0737598911, -0.0235582925, 0.023446111, 0.0675337687, -0.1571674645, 0.0256336667, -0.0197861604, 0.0511271022, -0.0367958099, 0.1095460579, 0.0770131797, -0.1029273048, -0.0760035366, -0.0276108794, 0.0237686336, 0.0358983502, -0.0379176326, -0.0634952039, -0.0567362197, -0.0109027214, 0.0162103493, 0.059176188, -0.0392077304, -0.0534268431, -0.021553034, 0.0620929264, -0.0272462871, 0.0546608493, 0.0160140302, -0.0228992216, -0.0561472625, 0.1013006568, -0.0410867855, 0.0267414674, 0.0122769559, 0.0502015986, -0.0348887108, 0.0125503996, -0.0881192312, 0.1037686691 ]
711.2224
Graham Smith Dr
Graham Smith
A smooth foliation of convex hypersurfaces for quasi-hyper-Fuchsian manifolds
This submission has been withdrawn by the author and superseded by arXiv:0804.0744
null
null
null
math.DG
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
This submission has been withdrawn by the author and superseded by arXiv:0804.0744.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:28:28 GMT" }, { "version": "v2", "created": "Mon, 19 Nov 2007 16:22:12 GMT" }, { "version": "v3", "created": "Wed, 16 Jul 2008 19:01:17 GMT" } ]
2008-07-16T00:00:00
[ [ "Smith", "Graham", "" ] ]
[ -0.0589572415, 0.011073444, -0.0029785163, -0.0029943173, -0.0455325879, 0.0160918888, -0.0357232355, 0.0295797475, -0.0093479585, -0.0639630407, -0.0038807618, -0.0597156957, -0.1416794062, 0.0344591439, 0.0545582026, 0.0875762776, 0.043459475, -0.0296808742, 0.0529401638, 0.0496788062, -0.0165975243, -0.0784242526, -0.0410324186, -0.0220584013, -0.0575920232, -0.0306668673, 0.0030733231, -0.0481113344, -0.0188223273, -0.0144359283, 0.0820142776, -0.0132603226, -0.0021694975, 0.0034067275, -0.1020880491, 0.0861604959, 0.0171031617, 0.1043634191, -0.0411082655, 0.1387467086, 0.0661878437, 0.0550132729, -0.0161930155, -0.0207816698, 0.0651260093, 0.1197347715, 0.032158494, 0.0245613027, -0.0497546531, 0.0144738508, -0.0655305162, 0.0133488094, 0.0248267632, -0.0849975348, -0.0698284283, -0.0279364288, -0.0621933155, -0.0393638164, -0.0067502502, -0.0369367637, 0.0159149151, -0.0617382415, 0.0226398837, 0.0049362783, -0.0473023131, -0.036304716, -0.0653788298, -0.0006774742, 0.0093479585, -0.0083746081, -0.1934566051, 0.0350153409, 0.0338776596, 0.0570863858, 0.0212999471, -0.0236258749, 0.0742274672, 0.1175099686, -0.0161045287, -0.0586538576, 0.0301106665, 0.0658844635, 0.0151943834, 0.0008777537, -0.0601202063, -0.0611820407, -0.029149957, 0.0936439186, -0.1141727716, 0.0105551668, 0.1110378206, -0.0032139535, -0.1044645458, -0.015383997, 0.0295544658, -0.017848976, -0.0206046961, 0.0113452235, -0.0161298104, 0.0027652008, -0.0514232554, 0.0470747799, -0.1054758206, -0.0216918159, 0.2145922184, 0.0310713761, -0.0939978659, 0.0043358346, -0.0400211476, 0.0074012573, 0.0711936504, -0.0894471332, 0.0039060437, 0.0658338964, 0.0396166369, 0.061535988, -0.1043634191, -0.0522322729, -0.0747836679, -0.0278100185, -0.0283662193, -0.1080040038, 0.0973350704, 0.0071547595, 0.0653788298, -0.0272791013, 0.0149162831, -0.063861914, -0.1423873007, -0.0965766087, 0.0811546892, -0.0851492211, -0.0372401439, -0.0876774043, 0.0096892631, 0.0580976568, 0.0449511036, -0.0303382035, 0.0319056772, -0.0844918936, -0.0123944199, -0.0557717308, 0.0678564459, -0.0398441739, 0.0738735273, 0.1204426661, -0.0576425865, 0.0276583284, 0.0775141045, 0.0564796217, 0.0217170976, 0.0149794873, 0.0328916684, 0.0314000398, -0.0259897262, -0.0289477017, 0.0749859214, -0.0067249681, 0.0243337676, 0.0430296846, -0.0302623566, 0.0261666998, 0.0301106665, -0.1030487642, 0.1570507586, -0.0340040699, -0.019922087, -0.0220963247, -0.0838851333, -0.0236005932, -0.054153692, -0.0831266791, -0.0841379464, 0.0015058493, 0.0172169302, 0.07124421, -0.0214010738, -0.1318700612, -0.1474436671, -0.0061782487, 0.056530185, 0.0894471332, -0.0187338404, -0.0670474246, -0.1164987013, 0.0004989212, 0.0318551138, 0.0401728377, 0.033928223, 0.1560394913, -0.037164297, 0.028998265, -0.0108522279, 0.0699295551, -0.0526873469, -0.0365069695, 0.0744802877, 0.0525356531, -0.0103149889, -0.0542042553, -0.0054103127, 0.0073570143, -0.0133740911, 0.0591594949, -0.0478079505, 0.036304716, 0.0288718566, 0.0946046263, -0.029074112, -0.0031207267, 0.038074445, 0.1151840463, 0.0348636508, 0.0847447142, -0.0248394031, 0.0769073442, -0.0052744229, 0.0578954034, 0.0664912313, 0.162612766, -0.0498052165, -0.0567830019, 0.0535469279, 0.0581482239, 0.1110378206, -0.051928889, 0.03675979, -0.0837840065, -0.0410071388, 0.0497293696, 0.1306565255, -0.0303634852, -0.1126558632, 0.0335237123, 0.0019229996, 0.0711936504, 0.0165596027, -0.0350153409, -0.0905089751, -0.0509428978, -0.0198841635, -0.0186074302, -0.0327146947, 0.0664406642, 0.0676036254, 0.0155230472, -0.0139808552, -0.0792332739, 0.0004981312, -0.0107384594, 0.0261666998, 0.0746319816, 0.0285431929, -0.0635585338, -0.1249933988, 0.0066996864 ]
711.2225
Andrey Tsiganov
A. V. Tsiganov
On maximally superintegrable systems
12 pages, LaTeX with AmsFonts
Regular and Chaotic Dynamics, v.13, n.3, 178-190, 2008
10.1134/S1560354708030040
null
nlin.SI
null
Locally any completely integrable system is maximally superintegrable system such as we have the necessary number of the action-angle variables. The main problem is the construction of the single-valued additional integrals of motion on the whole phase space by using these multi-valued action-angle variables. Some constructions of the additional integrals of motion for the St\"ackel systems and for the integrable systems related with two different quadratic $r$-matrix algebras are discussed. Among these system there are the open Heisenberg magnet and the open Toda lattices associated with the different root systems.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:31:50 GMT" }, { "version": "v2", "created": "Tue, 1 Apr 2008 11:14:51 GMT" } ]
2010-06-22T00:00:00
[ [ "Tsiganov", "A. V.", "" ] ]
[ -0.0204845145, -0.0211189911, -0.0042665279, 0.030325368, -0.0373952463, 0.0040625893, 0.0191637687, -0.0726151466, -0.0702326223, 0.0119190868, -0.0227116551, -0.0186199322, -0.0559892803, -0.006448349, 0.0501883551, 0.0502401479, -0.0242395774, -0.0102293091, 0.0975280404, 0.0632922277, -0.002974916, -0.0533477888, 0.0409431309, 0.1035361439, -0.0358155295, -0.0873246267, 0.0215333421, 0.095249109, 0.0271918327, 0.045656383, 0.0555231348, -0.0226339642, -0.062981464, -0.0068432782, -0.1240983456, 0.0954044908, 0.0206657927, 0.0016994895, 0.069455713, 0.0530111268, 0.0031497206, 0.1504096836, -0.1149826124, 0.1333176792, 0.0900697112, -0.1066955775, -0.0579056554, -0.0369549952, -0.0763961002, -0.0408395454, -0.0273213182, -0.0641727298, -0.009420028, -0.1191261262, 0.0335106961, -0.019940678, -0.0538139343, 0.0650532246, 0.0531924069, -0.0741689652, -0.087013863, -0.0502142534, -0.054694429, -0.0438435934, -0.0929701701, -0.0272695236, -0.0594076812, 0.0018581086, 0.0371362753, -0.0419272184, -0.1285526305, -0.054124698, 0.0509134717, 0.0816272944, 0.011809025, 0.0113364048, -0.0003346376, 0.1325925589, 0.0677983016, 0.0731330812, -0.0008440798, -0.0101904636, 0.0205363091, 0.0076719816, -0.0044801785, -0.0606507361, -0.0560928658, 0.0351422057, -0.1122893244, -0.1699877977, -0.0103652682, -0.0247316193, 0.0171955973, -0.0175452065, 0.1120821461, -0.0337437689, 0.0160431825, -0.0365665406, -0.0949383453, -0.021701673, -0.0977870151, -0.0924004391, 0.0455786921, -0.0208211746, 0.1403616518, 0.0517680719, 0.0283054039, 0.0784678608, -0.0214815475, -0.0357119404, 0.0489453003, -0.0339768417, -0.0780017152, 0.0269587599, -0.0663480759, -0.0752566382, -0.0993408337, -0.0156806242, -0.1506168544, 0.0002302404, 0.111149855, -0.0526485667, 0.0339768417, 0.0101775145, 0.0524413921, -0.088619478, 0.007451857, -0.0391821377, -0.0902250931, 0.0543318726, 0.0365406461, -0.0100545045, -0.0455268994, -0.0540729016, -0.045734074, -0.0162244607, 0.0487122275, 0.0268551726, 0.0946275815, 0.0535549633, 0.0167035554, -0.0389749594, 0.0028405755, -0.0232295953, 0.0307138227, 0.0857190192, 0.0064030294, 0.0817826763, 0.1144646704, -0.0493337549, -0.0323712304, 0.0065422254, 0.1403616518, 0.0902250931, 0.0191119742, -0.0858226046, 0.0373693481, 0.079918094, 0.0911573842, -0.0873764232, 0.0987710953, 0.0059401207, 0.0696110949, -0.0300405007, 0.0049819322, 0.0520270392, -0.011854344, -0.0149296112, -0.0102681546, -0.0406841636, 0.071113117, -0.0604435615, -0.1024484709, 0.0415387638, 0.0724597648, -0.0511983372, -0.1162256673, -0.0152533231, -0.136839658, 0.0160172842, 0.0236051008, 0.0713202953, 0.030325368, -0.0518457629, -0.0605989434, 0.0270364508, -0.0072576297, 0.0334589034, 0.0408913381, -0.0362298824, -0.0479871109, 0.1005320922, -0.0357378386, 0.0398295596, 0.1637725234, -0.1120821461, 0.0664516613, 0.0248870011, 0.0246150829, -0.0496445186, 0.0028405755, -0.0645352826, 0.051172439, -0.0445428118, 0.0000344197, 0.0170531645, 0.0131297708, 0.08209344, -0.1474056393, -0.047650449, -0.0588897429, -0.1040022895, -0.0570769534, -0.0076331361, 0.0178948157, 0.0500588715, -0.0603399724, 0.0396741778, -0.0621009693, 0.0642763153, -0.0116018485, 0.0200831108, -0.0200831108, -0.0387677848, -0.0007121671, 0.1294849217, -0.0007752909, 0.02052336, 0.0279946402, 0.084838517, -0.0354529694, -0.0182962194, -0.0474432744, -0.1272059828, -0.0803324431, 0.0496445186, -0.0066102054, -0.0112846112, 0.0054092323, -0.1150861979, -0.0034507732, 0.0239158645, -0.0262724906, -0.008669015, -0.0392339304, 0.0152015295, -0.0021251712, 0.0298592225, 0.0065260399, -0.0900697112, -0.062411733, 0.0937988758, 0.0599256195, 0.0295743551, -0.0605471469, -0.0094070798 ]
711.2226
Nikolaos Tetradis
N. Brouzakis, N. Tetradis and C. Wetterich
Neutrino Lumps in Quintessence Cosmology
9 pages, 4 figures, references and discussion of formation added
Phys.Lett.B665:131-134,2008
10.1016/j.physletb.2008.05.068
null
astro-ph hep-ph hep-th
null
Neutrinos interacting with the quintessence field can trigger the accelerated expansion of the Universe. In such models with a growing neutrino mass the homogeneous cosmological solution is often unstable to perturbations. We present static, spherically symmetric solutions of the Einstein equations in the same models. They describe astophysical objects composed of neutrinos, held together by gravity and the attractive force mediated by the quintessence field. We discuss their characteristics as a function of the present neutrino mass. We suggest that these objects are the likely outcome of the growth of cosmological perturbations.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:32:29 GMT" }, { "version": "v2", "created": "Tue, 12 Feb 2008 14:43:03 GMT" }, { "version": "v3", "created": "Sun, 1 Jun 2008 09:34:44 GMT" } ]
2008-11-26T00:00:00
[ [ "Brouzakis", "N.", "" ], [ "Tetradis", "N.", "" ], [ "Wetterich", "C.", "" ] ]
[ -0.0606228672, 0.0512962714, -0.0628552958, -0.0660799146, 0.0305594821, -0.0628552958, -0.0234157071, 0.1089425683, -0.0607220866, -0.0492126718, -0.032395035, 0.04951033, -0.1810748428, -0.0630537346, -0.0095870448, 0.0690564886, -0.033089567, -0.0338585153, 0.0279549807, 0.04437574, -0.0540744066, -0.0388938859, 0.0932659507, 0.0381249376, -0.0472778976, -0.0254993066, 0.0139774904, -0.0088615054, 0.0830463842, 0.0224607233, 0.064839676, -0.0296168998, -0.0238001812, 0.0638970956, -0.0064988509, 0.0873128027, 0.0254745036, -0.0139898928, -0.0944565758, -0.0349747315, -0.0276077129, -0.0467818044, -0.0824510679, 0.043706011, -0.0989214405, 0.0341809802, -0.0640955344, -0.0352971926, -0.0344538316, 0.0301626045, -0.0345282443, -0.0241970569, 0.0028075904, -0.0728268176, -0.0404813923, -0.0936132148, 0.0017394348, -0.0182563141, -0.0276077129, 0.0011510965, -0.0374304019, -0.098524563, -0.0802682489, 0.068262741, -0.0190996751, 0.0322958156, 0.0126132276, 0.0017099791, -0.0696518049, -0.0116458414, -0.000017889, -0.0541240163, -0.0192112979, 0.0649885088, 0.045219101, 0.0107156625, -0.0143867685, 0.0897436738, -0.0170036722, 0.0330151543, -0.0457896143, 0.0212452896, -0.047352314, -0.0448470302, -0.0060461638, 0.102394104, 0.0186531898, 0.0535287037, -0.147638008, -0.0108272834, 0.0877096802, 0.0059283408, -0.0202530976, -0.0496095493, 0.0525365099, -0.0956472084, 0.1149949282, 0.0414735824, 0.147638008, 0.0108768931, -0.0259954035, -0.0268635694, 0.0871639773, -0.0361157507, 0.064839676, 0.0694037601, -0.0514451005, -0.0439788625, -0.0422673337, -0.0283270516, 0.0712393075, 0.0297657289, -0.0731740817, -0.0465833656, -0.1335489005, 0.0095064295, -0.0480716527, -0.0016975767, -0.0982765108, 0.0937620476, 0.0453183204, 0.0013789904, 0.1278934181, -0.0042044092, 0.0350243412, -0.0891979635, 0.1005089432, -0.0265411083, -0.0860229582, 0.0321469866, 0.0681139082, -0.0209724363, 0.007143775, 0.0048090257, -0.0654846057, 0.0014975882, 0.0598787256, -0.0484437235, 0.0939604864, -0.0261194278, 0.0831952095, 0.0085886531, 0.0323206186, 0.0219398215, 0.099367924, 0.0623592027, -0.0201910865, 0.011050527, 0.0481212623, -0.0671713278, -0.0498079844, -0.0296168998, 0.0069143306, 0.0439788625, -0.0124271913, -0.1049738005, 0.0974331498, 0.0964905694, -0.0329903476, -0.0595810674, 0.016470369, 0.0769444108, -0.0083840135, -0.0054384465, 0.0483693108, -0.0079189241, -0.0679154694, -0.0765475333, -0.0932659507, -0.1758162379, -0.0284758806, -0.0135806138, -0.0595314577, 0.0117946696, 0.0686100051, 0.0337096862, -0.0463849269, -0.1874248683, 0.0264914986, 0.1273973137, 0.0553146452, 0.0404565856, 0.0108644906, 0.0326678865, -0.066972889, 0.0227335747, -0.1090417877, 0.0374055989, 0.0113605866, -0.0360165313, -0.1062636524, 0.0473027043, 0.0189508479, 0.1368231326, -0.0497583747, -0.1442645639, -0.006064767, 0.0787303522, 0.1109269485, 0.0750096366, -0.0210840572, 0.0354708284, -0.016532382, -0.0843858421, 0.0132705541, -0.0735213533, 0.1232301146, 0.0676674247, -0.0893467963, 0.0466577783, 0.0346274637, 0.1119191423, 0.0600275509, -0.1204519793, -0.1371207833, -0.0560091808, -0.0083282031, 0.0944565758, 0.0605236478, 0.0576959029, -0.0269627888, 0.036239773, 0.0450950786, 0.0425153822, 0.109637104, -0.0389931053, 0.0518915877, 0.0334864445, 0.0421433114, 0.0218530055, -0.0083902143, 0.0336600766, -0.1145980582, 0.0379264988, 0.0344786346, -0.0046570962, 0.0174997672, 0.09639135, -0.0432347208, -0.0593826286, -0.0812604427, 0.0066104722, -0.0164207611, 0.0081421668, 0.0103932004, 0.03772806, -0.0552650355, 0.0458144173, 0.0277069323, 0.0061112763, 0.0794248879, 0.0412503406, 0.0615158379, -0.0166440029, -0.0404565856, 0.1027909815 ]
711.2227
Christian Korn
C. B. Korn and U. S. Schwarz (University of Heidelberg, Bioquant)
Dynamic states of cells adhering in shear flow: from slipping to rolling
Reftex, postscript figures included, typos corrected, accepted for publication in PRE
Phys. Rev. E, 77:041904, 2008
10.1103/PhysRevE.77.041904
null
q-bio.CB q-bio.SC
null
Motivated by rolling adhesion of white blood cells in the vasculature, we study how cells move in linear shear flow above a wall to which they can adhere via specific receptor-ligand bonds. Our computer simulations are based on a Langevin equation accounting for hydrodynamic interactions, thermal fluctuations and adhesive interactions. In contrast to earlier approaches, our model not only includes stochastic rules for the formation and rupture of bonds, but also fully resolves both receptor and ligand positions. We identify five different dynamic states of motion in regard to the translational and angular velocities of the cell. The transitions between the different states are mapped out in a dynamic state diagram as a function of the rates for bond formation and rupture. For example, as the cell starts to adhere under the action of bonds, its translational and angular velocities become synchronized and the dynamic state changes from slipping to rolling. We also investigate the effect of non-molecular parameters. In particular, we find that an increase in viscosity of the medium leads to a characteristic expansion of the region of stable rolling to the expense of the region of firm adhesion, but not to the expense of the regions of free or transient motion. Our results can be used in an inverse approach to determine single bond parameters from flow chamber data on rolling adhesion.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:33:07 GMT" }, { "version": "v2", "created": "Wed, 2 Apr 2008 09:44:37 GMT" } ]
2008-04-30T00:00:00
[ [ "Korn", "C. B.", "", "University of Heidelberg, Bioquant" ], [ "Schwarz", "U. S.", "", "University of Heidelberg, Bioquant" ] ]
[ -0.0101061575, 0.0875021294, 0.0767335072, 0.0550271124, -0.0790450945, 0.0007963708, -0.0139822988, -0.0705880597, -0.0772973076, 0.0821460113, 0.0287257321, -0.068445608, -0.0174355898, 0.0469929278, 0.0582407862, 0.0453015231, 0.067487143, 0.0097608287, -0.009697401, 0.0568312816, -0.0210016388, -0.0786504298, 0.0029934384, 0.063202247, -0.0763952211, -0.048656147, 0.0977633372, -0.0769590288, 0.0103034889, -0.0475849211, 0.0577333644, -0.0456116125, 0.0392970257, 0.0400017798, -0.150986284, 0.1364401728, -0.01529314, 0.0683328509, -0.0651191771, -0.0140668694, 0.021494966, 0.0194370877, -0.0306426603, 0.1512117982, -0.067487143, 0.0258362442, -0.0033775286, -0.0573668927, 0.0555909164, 0.0915051252, -0.0807928815, -0.0100779673, 0.0247368291, -0.053504847, -0.0709827244, 0.0230031367, 0.0473312102, 0.0900956243, 0.0117623275, -0.078988716, -0.0873893723, -0.1084192023, -0.0664722994, 0.0001692508, -0.0318266451, -0.0262450017, -0.1725235283, 0.0771281645, 0.0096833063, 0.0131084053, 0.0877840295, -0.120202668, 0.0015354806, -0.0127489818, -0.1268555373, -0.0838374123, -0.0120089911, 0.0807928815, -0.039494358, 0.1366657019, 0.0958464071, -0.0787068158, 0.0141655346, -0.0898701027, -0.0403400622, -0.067487143, 0.0388459861, 0.0168013107, -0.0811875463, -0.0202827901, 0.0489380471, 0.1063895077, -0.102668412, 0.044737719, 0.0634841472, 0.0749857202, 0.0994547382, 0.001724883, 0.0388741754, -0.0397198796, -0.0000603995, -0.0724486038, -0.0449068621, -0.0739144906, 0.0633713901, -0.0072060991, -0.040452823, 0.0084358929, -0.0159978922, -0.0291203931, 0.1286597103, -0.0382258035, 0.0258926246, 0.0941549987, 0.0541814081, -0.0514187776, -0.0362524949, 0.0097326385, -0.1212175116, 0.0343355648, 0.0308681801, 0.0441457257, 0.0554781556, 0.0279645976, 0.0452733301, -0.021424491, 0.0667541996, -0.0467955992, -0.1135497987, 0.0140245846, 0.0582971685, -0.0446813405, -0.0665850639, -0.0953953639, -0.1006951034, -0.06923493, 0.1128732413, 0.1414016336, 0.060495995, 0.0151662845, 0.0687275082, 0.0030639137, 0.0796652809, -0.0199726988, 0.0302761886, 0.1092085242, -0.0218332484, 0.0900392383, -0.0334898606, -0.0222420041, 0.0522644818, 0.0400017798, 0.0594247729, 0.0048275581, 0.0433564037, -0.1235854849, 0.0784249157, 0.0740272552, -0.0057402132, 0.0025653008, -0.0491635688, 0.061059799, -0.0422287993, -0.0367035344, -0.0987781808, -0.0223406702, -0.0794961378, -0.0688966513, -0.0370136276, 0.0662467778, 0.065739356, -0.0792706162, -0.070249781, -0.0258221496, 0.0367599167, -0.0253711082, 0.0477258712, -0.1029503196, -0.0041791853, 0.025808055, 0.0158287529, -0.014080965, 0.0119173732, -0.1259534508, -0.0231158976, 0.0752112418, 0.0472466387, 0.0951698422, 0.0089574102, 0.0116777569, -0.1065586507, 0.0837246552, 0.0332079604, 0.0151239987, -0.0438920148, -0.0378311388, 0.0795525163, 0.0589173511, 0.0725049898, 0.0153918052, 0.0613416992, -0.0429335535, 0.0343919471, -0.096522972, -0.0417777561, 0.0369008668, -0.0136792557, 0.0700806379, -0.116707094, -0.0219460074, 0.043948397, 0.0585226864, 0.0568030924, 0.0638788119, -0.0673743859, -0.0317138843, 0.0326441601, 0.0648372769, 0.0500374623, 0.0602704771, -0.0206492618, -0.0025371108, 0.0632586256, 0.1248258501, -0.0363088734, 0.0707572028, 0.1211047545, -0.0284438301, 0.0055323108, 0.0526027642, 0.0493045188, 0.0383385606, -0.0662467778, -0.0251033008, 0.0229890421, -0.0184222423, -0.0745910555, 0.0453860909, 0.0105431043, -0.0643862337, -0.0570568033, 0.0375210494, 0.0108250063, -0.0376338102, -0.0102964407, 0.0707008168, -0.0473312102, -0.0524900034, -0.0572541319, -0.0590301119, -0.0415804274, -0.0234823693, 0.0271048006, 0.0161106531, -0.0351248905, -0.0096480688 ]
711.2228
Stephen Hogan
D. Tak\'acs, G. St\'ep\'an. S. J. Hogan
Isolated large amplitude periodic motions of towed rigid wheels
Appeared online in Nonlinear Dynamics Thursday, April 26, 2007
null
10.1007/s11071-007-9253-y
null
nlin.CD
null
This study investigates a low degree-of-freedom (DoF) mechanical model of shimmying wheels. The model is studied using bifurcation theory and numerical continuation. Self-excited vibrations, that is, stable and unstable periodic motions of the wheel, are detected with the help of Hopf bifurcation calculations. These oscillations are then followed over a large parameter range for different damping values by means of the software package AUTO97. For certain parameter regions, the branches representing large amplitude stable and unstable periodic motions become isolated following an isola birth. These regions are extremely dangerous from an engineering view-point if they are not identified and avoided at the design stage.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:38:27 GMT" } ]
2007-11-15T00:00:00
[ [ "Takács", "D.", "" ], [ "Hogan", "G. Stépán. S. J.", "" ] ]
[ -0.0170568563, 0.0250246953, 0.0094926413, 0.0358478017, -0.1069753394, 0.0274912864, -0.0336353444, -0.0165186897, 0.0176847167, -0.0014126844, 0.1070351377, -0.0880199522, -0.1248543933, -0.0077959253, 0.0374323986, 0.1450655013, 0.0506772511, -0.0740874484, 0.0115556093, 0.0889766961, 0.0703800842, -0.0652974099, 0.0442192629, 0.0047724815, 0.0803062469, -0.0758215338, 0.074984394, -0.0106960386, 0.0260860771, -0.0893952698, 0.0634437278, -0.072114177, -0.0287470073, -0.0889168978, -0.1151674166, 0.0864054561, -0.0965110138, 0.0600951463, -0.0552815534, -0.0054638744, -0.0356385149, -0.0955542699, -0.036565356, 0.2683651745, 0.0233803, -0.0068915081, 0.0045295595, 0.0450564101, -0.0124525512, 0.0577032976, -0.0236942302, 0.0217508543, 0.1062577888, -0.0079080425, -0.0410201699, 0.0262953639, 0.0603642277, 0.0512453131, -0.0113388477, -0.067390278, -0.0484049954, -0.0824589133, -0.0440099761, -0.017759461, 0.0122731626, -0.0786319599, -0.1237780601, 0.003965233, -0.0389572009, -0.0185218621, -0.0438305885, 0.0400634296, 0.0504679643, 0.043561507, 0.0123404339, -0.0604240261, 0.0080949059, 0.0315424763, -0.0353694335, 0.1320299357, 0.0500194915, 0.0276856236, -0.0458935574, -0.0312733948, -0.087123014, -0.0448471233, -0.0082593448, -0.0084237847, -0.0540557317, 0.0147397546, 0.0525608286, 0.1297576725, -0.0014089472, 0.0355488211, 0.0430532396, -0.1432716101, 0.064759247, 0.0052919607, 0.0345920809, -0.0866446421, -0.0457141697, -0.0183275249, 0.0058712359, -0.0166382827, 0.1327474862, 0.055012472, -0.0291207321, 0.0001664249, -0.0680480376, 0.0774958283, 0.0617096424, -0.0316620693, -0.0094104214, -0.0364756621, -0.0038176114, -0.0484348945, -0.0507071465, 0.0361168832, -0.1333454549, -0.0340838134, -0.0792299211, -0.0547433905, 0.0274314899, -0.0815021768, 0.1503275633, 0.0072839204, -0.0597961657, 0.011809743, -0.0686459988, -0.0341735072, 0.0005568518, -0.0654170066, 0.0050266152, -0.0319909491, -0.0358179025, -0.015248022, 0.0658355802, 0.0324693173, 0.0603044331, 0.1260503232, 0.0968697891, 0.0057142712, 0.0014743492, -0.0336353444, 0.027790267, 0.0593775921, 0.0593177974, 0.0520525612, -0.0051275212, -0.0320507437, -0.0322600305, -0.0425748713, 0.0716956034, 0.0218704473, 0.0959728435, -0.001672424, 0.0122731626, 0.0573146231, -0.0150013631, 0.012983242, -0.0445182435, -0.0301073696, -0.0273268484, 0.0184022691, 0.0135587808, 0.0669717044, -0.0380303599, 0.0339941196, -0.0411098637, -0.1097259596, -0.0023563427, -0.0703202933, -0.0654767975, -0.009544963, 0.0735492855, 0.0514247008, 0.0110697653, -0.1606124938, -0.0328878909, -0.0078930939, 0.080485642, 0.0177893583, 0.0266391914, -0.0000468909, -0.0655963942, 0.0221096314, 0.0898736343, 0.0533979759, 0.0654170066, -0.0034700462, -0.0748647973, 0.0877807736, 0.0712172315, 0.0141268438, 0.1036865488, -0.1027298123, 0.0040250295, -0.0229318291, 0.0596765727, 0.0095300134, 0.0905911922, -0.0266092941, 0.1243760213, -0.0612910688, -0.092863448, 0.010397058, 0.0455646776, 0.1604929119, -0.0443388559, -0.0038830135, -0.0025189135, -0.0518731736, 0.0760009289, 0.0922056884, -0.033814732, 0.0409603715, 0.0606931075, 0.0656561926, 0.0769576654, 0.0926840529, -0.0513649061, -0.0048210658, 0.0089993225, 0.154752478, 0.089993231, 0.0473585613, 0.0477173403, -0.0234699957, -0.0155021558, 0.0582713634, 0.031064108, -0.0230215229, -0.0168625191, 0.0034513599, 0.0020480186, 0.0609322935, -0.0580919757, 0.0034065128, -0.0287470073, -0.1028494015, -0.0000700736, -0.0089320522, -0.0670912936, -0.0541753247, -0.0564774796, 0.0687655881, -0.0984244868, -0.00841631, 0.0633241385, -0.0782133862, 0.0064430367, -0.027222205, -0.0728915259, 0.1136127114, -0.0374024995, -0.0180135947 ]
711.2229
Poilblanc
Didier Poilblanc
Properties of holons in the Quantum Dimer Model
4 pages, 5 figures, extensive revision, important new data included in Fig.4(a)
Phys. Rev. Lett. 100, 157206 (2008)
10.1103/PhysRevLett.100.157206
null
cond-mat.str-el cond-mat.supr-con
null
I introduce a doped two-dimensional quantum dimer model describing a doped Mott insulator and retaining the original Fermi statistics of the electrons. This model shows a rich phase diagram including a d-wave hole-pair unconventional superconductor at small enough doping and a bosonic superfluid at large doping. The hole kinetic energy is shown to favor binding of topological defects to the bare fermionic holons turning them into bosons, in agreement with arguments based on RVB wave-functions. Results are discussed in the context of cuprates superconductors.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:41:10 GMT" }, { "version": "v2", "created": "Wed, 21 Nov 2007 10:15:32 GMT" }, { "version": "v3", "created": "Tue, 22 Jan 2008 18:18:37 GMT" } ]
2008-04-24T00:00:00
[ [ "Poilblanc", "Didier", "" ] ]
[ 0.0029538453, -0.0138372965, -0.0666575953, 0.0176664107, 0.0270065852, 0.0281040259, -0.0109326569, 0.0625064075, 0.0255989973, -0.0167240426, 0.0922804549, 0.0013561444, -0.0467128046, 0.0739579648, -0.0145172328, 0.0594526604, -0.0755325481, 0.0715722218, 0.0327323638, 0.0740533918, -0.1062131748, -0.0528680161, -0.0114217335, 0.0278415941, -0.0069663627, 0.0407245941, 0.0514842831, 0.0123700658, 0.1125115305, 0.0443509184, 0.1218636334, -0.0160918217, -0.0410585962, -0.0835009217, 0.011439627, 0.0765345618, -0.0683753267, 0.0940458998, -0.0670870319, 0.0242868401, -0.0296547581, -0.0628881231, -0.0227003228, 0.0545857474, 0.0837872177, 0.0860298127, 0.0313724913, 0.0174636226, -0.0390307195, 0.0404383056, 0.0203980841, 0.0119525613, 0.0295593273, -0.0448996387, -0.0137537951, 0.0318496376, 0.0086483099, 0.0454960763, 0.0205292981, -0.0497665517, 0.0576872118, -0.0317303501, -0.0047923569, 0.0192290694, -0.0564466268, 0.0417981781, -0.1509696692, 0.0169864744, 0.0467366613, 0.0624109767, 0.037432272, 0.0019026282, 0.0524385795, 0.0072705448, -0.0100260749, -0.047428526, -0.0081890551, 0.0692341924, -0.038744431, 0.0368596949, -0.022974683, 0.0136583652, 0.0537745953, -0.0809720382, -0.0185372047, 0.0134197911, -0.0508639924, -0.0146126617, -0.1014416963, -0.1404724121, 0.062697269, -0.006340106, -0.0243106987, 0.0288913194, 0.0351658165, -0.0966702178, 0.0791111588, -0.0362155437, -0.0872226804, -0.0655124411, -0.084789224, -0.0307044834, 0.0206724443, 0.0100081824, 0.1690058708, -0.0226048939, -0.044875782, 0.0107358331, -0.089751564, 0.0594049431, 0.0665621683, 0.0571623482, 0.001593973, 0.0725265145, -0.1061177477, -0.1244402379, -0.0017952699, -0.028008597, -0.0764868483, 0.1165195778, -0.0044225669, 0.0088033834, 0.0541086011, 0.057591781, -0.0010385427, 0.0002560944, 0.0839303583, -0.1273985505, -0.0312770605, 0.0100081824, 0.0506731346, 0.0542040281, -0.0576394945, -0.0451382138, -0.0099545028, -0.0002797654, 0.0248832759, 0.0178453401, 0.1575543135, 0.0093342103, -0.0005971807, -0.062554121, 0.1481067836, 0.074959971, 0.0859343782, 0.0702362061, 0.0387205705, 0.0658941567, 0.0406530201, -0.0222231746, 0.0052367011, -0.0462833717, 0.1425718665, 0.069902204, -0.0283903144, -0.1484885067, -0.0226168223, 0.097433649, 0.0248117037, -0.082546629, 0.020159509, 0.0700453445, -0.0223066751, -0.0751508325, 0.0969565064, -0.056112621, -0.0769162774, 0.0286527462, -0.0611226782, -0.0983879492, 0.010765655, 0.0078610154, -0.0283903144, 0.0209110174, 0.030656768, 0.102300562, -0.0560171939, -0.1504925191, -0.0710950717, 0.0590709411, 0.0211734492, 0.001865351, 0.0416550338, -0.0276030209, -0.0246208441, -0.0267680101, -0.0002715644, 0.1066903248, 0.0209468044, -0.0287481751, -0.0994376764, 0.1255853921, 0.0937118977, 0.0883201212, -0.011606629, -0.1371323764, -0.0048669111, 0.1592720449, 0.0806380361, -0.0290821791, -0.0327562205, 0.0454960763, -0.0018683332, -0.1380866766, -0.0454245023, 0.0447087809, 0.0491939746, -0.0654647276, -0.0100916829, -0.0157578178, 0.0428956188, 0.0682798997, 0.0986742377, 0.016401967, 0.0052993265, -0.0429194756, -0.0795883089, 0.0863638148, 0.0618383996, 0.125394538, -0.0030298908, 0.0380764231, 0.0174516942, 0.0573054925, 0.0481442474, 0.1104120836, -0.097815372, -0.0192052126, -0.0102050062, 0.0838826448, 0.0409870259, -0.0234995466, 0.0090777436, -0.004258547, -0.0463072285, 0.0061134608, 0.0272928737, -0.035189677, -0.0645581409, -0.0902764276, -0.0480726771, -0.0125251384, -0.0334003717, 0.0917555913, 0.0964316428, 0.0740533918, -0.0073898318, 0.0267441534, 0.0447803549, -0.056112621, -0.0107477624, 0.087652117, -0.0333287977, 0.0938550383, -0.0767731369, 0.0502914153 ]
711.223
Alessandro Teta
Gianfausto Dell'Antonio, Rodolfo Figari, Alessandro Teta
Joint excitation probability for two harmonic oscillators in dimension one and the Mott problem
26 pages
null
null
null
quant-ph math-ph math.MP
null
We analyze a one dimensional quantum system consisting of a test particle interacting with two harmonic oscillators placed at the positions $a_1$, $a_2$, with $a_1 >0$, $|a_2|>a_1$, in the two possible situations: $a_2>0$ and $a_2 <0$. At time zero the harmonic oscillators are in their ground state and the test particle is in a superposition state of two wave packets centered in the origin with opposite mean momentum. %$\pm M v_0$. Under suitable assumptions on the physical parameters of the model, we consider the time evolution of the wave function and we compute the probability $\mathcal{P}^{-}_{n_1 n_2} (t)$ (resp. $\mathcal{P}^{+}_{n_1 n_2} (t)$) that both oscillators are in the excited states labelled by $n_1$, $n_2 >0$ at time $t > |a_2| v_0^{-1}$ when $a_2 <0$ (resp. $a_2 >0$). We prove that $\mathcal{P}_{n_1 n_2}^- (t)$ is negligible with respect to $\mathcal{P}_{n_1 n_2}^+ (t)$, up to second order in time dependent perturbation theory. The system we consider is a simplified, one dimensional version of the original model of a cloud chamber introduced by Mott in \cite{m}, where the result was argued using euristic arguments in the framework of the time independent perturbation theory for the stationary Schr\"{o}dinger equation. The method of the proof is entirely elementary and it is essentially based on a stationary phase argument. We also remark that all the computations refer to the Schr\"{o}dinger equation for the three-particle system, with no reference to the wave packet collapse postulate.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:44:49 GMT" } ]
2007-11-15T00:00:00
[ [ "Dell'Antonio", "Gianfausto", "" ], [ "Figari", "Rodolfo", "" ], [ "Teta", "Alessandro", "" ] ]
[ -0.0255778339, -0.0177717693, -0.0118719758, -0.0340716057, -0.0240335129, 0.0476568118, -0.0480670258, -0.0256502237, 0.0210534539, -0.026301736, 0.0692049339, -0.0309829619, -0.0628346056, 0.0892811194, 0.0002216947, 0.0368948206, 0.0071183597, -0.0220307186, 0.0305003598, -0.0055257776, -0.0938658267, -0.0031670667, 0.0640411079, 0.0316344723, -0.0026497792, -0.0531825908, -0.0099234758, 0.0299212392, 0.1110946685, 0.0057037366, 0.0757682994, -0.043820139, -0.0772161037, -0.0223202799, -0.0719074979, 0.1322325766, -0.1145693958, 0.0826694891, -0.1381203085, 0.025819134, -0.0624967851, -0.0989331305, -0.0984987915, 0.1175615191, 0.058829017, -0.0073958547, -0.0416966975, 0.0117513258, 0.0130422823, -0.027532367, 0.0246488284, 0.0524104312, 0.0524104312, -0.0200641211, -0.0570916571, -0.067371048, 0.1122529134, 0.0983540118, 0.0813182071, -0.0495630875, 0.0180372, -0.0998983309, 0.0306934007, -0.0522656515, -0.044375129, -0.0088436566, 0.0138144437, -0.041238226, 0.0897637233, 0.0755752623, -0.0592633598, 0.0472466014, 0.0774574056, 0.0932384431, 0.0354952775, -0.0103517836, -0.0167824365, -0.0213792082, -0.0197383668, 0.1073303819, 0.0557886362, -0.0106956372, 0.0952653661, -0.0098571181, -0.0114135053, 0.0429755859, -0.0257226136, 0.0191713106, -0.1358038187, -0.0491528772, 0.0325031541, 0.0759613439, -0.0244919825, 0.0244919825, 0.0902463198, -0.1408228725, 0.0545821339, -0.0796773657, 0.0026271574, -0.0249987133, -0.047318995, 0.0005387784, 0.0874472335, -0.0331546627, 0.0740309358, -0.029076688, -0.0426860265, -0.0183870848, -0.0449542515, 0.0057881917, 0.0930936635, -0.0363398269, 0.0138627039, 0.0331064053, -0.0248780623, -0.0705562159, -0.0502387285, -0.0156362616, -0.0913562998, -0.0057158014, -0.0111722052, -0.0724383593, 0.0157207157, -0.0021023292, 0.0938175619, -0.0294386391, -0.0304521006, -0.041358877, -0.0719074979, 0.010128581, 0.0466674827, 0.1001878902, -0.0568503551, -0.0411899649, -0.0934314877, -0.0270980261, 0.1457453966, 0.1131215915, 0.0935762674, 0.0853720531, 0.0895224214, 0.0165170077, -0.007787968, 0.0503835082, 0.0100380937, 0.0760578588, -0.0159499515, -0.0221031103, -0.009296095, -0.0507213287, -0.0651993454, -0.1296265274, 0.1028904542, 0.0367259085, 0.0928041041, -0.0630276427, -0.0165170077, 0.0729692206, -0.0105206938, -0.0485978834, 0.0184836052, 0.0367017798, -0.0239128619, 0.0138868336, 0.0940588638, 0.0760578588, -0.1291439384, -0.0091633797, -0.0447853394, -0.1562660933, -0.0096761426, -0.0543408319, -0.0429514572, -0.0028337706, 0.1267309338, -0.0671780109, -0.1402437538, -0.1378307492, -0.0536651909, 0.0146831246, 0.0370396003, 0.1115772724, 0.0838759914, -0.0089703398, -0.0071424893, -0.0299453698, 0.0242989417, 0.0304038413, 0.0053176559, -0.0793878064, -0.0174822081, 0.0997052938, 0.0001261171, 0.1785622388, 0.0218135491, -0.1453593075, 0.0107378643, 0.095072329, 0.0080714962, -0.0600355193, 0.0417208262, -0.005341786, 0.0937693045, -0.0766369849, -0.0020012846, 0.0181216542, 0.0735483393, 0.0840207711, -0.0556921139, 0.0039181141, 0.0362191796, 0.0332994461, 0.0694944933, 0.0153467003, -0.0810769051, -0.0972922891, -0.124414444, 0.025143493, 0.0407797545, 0.0605663806, -0.090342842, 0.0414312668, 0.0343129076, 0.0927558467, 0.0729692206, 0.0839242488, -0.0142246541, -0.0163119026, 0.0630276427, 0.0113773104, -0.0176028591, -0.033130534, -0.0836346895, 0.0012208289, 0.0185318645, 0.0381495804, -0.0013083002, -0.0532308519, -0.0771195814, -0.1024078578, -0.0264465157, 0.0167583078, -0.0185318645, 0.0008339942, 0.0322377235, -0.0156000657, -0.019545326, 0.0265671648, -0.0035018709, -0.0644754469, -0.048428975, 0.0814147294, -0.0035109196, 0.0517347902, -0.0641376227, 0.0448094681 ]
711.2231
Vitaly Okorokov A
V.A. Okorokov (1), S.B. Nurushev (2) ((1) Moscow Engineering Physics Institute (State University), (2) Institute for High Energy Physics, Protvino)
Elastic proton-proton and proton-antiproton scattering: analysis of complete set of helicity amplitudes
4 pages, XII Workshop on high energy spin physics, DSPIN-2007, September 3-7, 2007, Dubna, Russia
null
null
null
hep-ph
null
The differential cross-sections are calculated for proton-proton and proton-antiproton elastic scattering using the phenomenological model based on the analytic parameterizations for global scattering parameters (total cross-section and $\rho$ - parameter), crossing symmetry and derivative relations. We confront our model predictions with experimental data in wide range of energy and momentum transfer. The suggested method may be useful for PAX Program (GSI) as well as for high-energy experiments at RHIC and LHC.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:50:10 GMT" } ]
2007-11-15T00:00:00
[ [ "Okorokov", "V. A.", "" ], [ "Nurushev", "S. B.", "" ] ]
[ 0.0108445324, -0.0855794251, 0.0177113637, -0.0070963139, 0.0023904457, 0.0804954991, -0.0718810707, 0.0656203106, 0.0587946661, -0.0334221087, -0.0326689333, -0.0010973985, 0.0409303121, 0.0574766099, 0.0587475933, 0.0519690253, -0.0207358282, 0.0661381111, 0.0352108963, -0.0061666141, -0.0171229467, -0.0630312711, -0.0866150409, 0.0457317978, -0.0651025027, -0.0904279873, 0.0094617512, 0.0212889407, 0.1418792009, -0.0407655574, -0.054228548, -0.0109739844, -0.0675032437, -0.112034671, -0.0738581493, 0.0323864929, -0.145268485, 0.0921697021, -0.0297503825, 0.0381765217, -0.0119625255, 0.0118919155, -0.0752703547, 0.1046912223, -0.0176525209, -0.0565351434, 0.003112728, -0.0713161901, 0.0024537004, -0.0273731761, 0.0843555182, -0.0537107401, 0.0330219828, -0.061713215, -0.0308566075, -0.0277497638, 0.0338693038, 0.0509334095, -0.0469557084, -0.0644905493, -0.0548875742, -0.0673620254, 0.0197590552, 0.0455199704, -0.1333118379, -0.0619015098, 0.0388826206, 0.0186057575, 0.0151929371, -0.0132040866, -0.016687518, 0.0669854358, 0.0787067115, -0.0174759962, 0.010097242, -0.0614307746, 0.0258668289, 0.0113446871, -0.0284558646, 0.0290207453, 0.0418247096, 0.0204651561, 0.0034951994, -0.0725871697, -0.068444714, 0.0391179882, 0.0290913563, -0.039753478, -0.0382706672, 0.0723988786, 0.0706100836, -0.0344341844, -0.037611641, 0.0997955874, 0.0422719046, -0.0668442175, 0.0094911726, -0.0721164346, 0.0498036481, 0.0103796823, -0.051874876, 0.0145574464, 0.0074199433, -0.0215125401, 0.125309363, -0.0661851913, 0.0445785001, -0.0663734823, 0.0075847004, -0.0347872376, 0.0644905493, -0.0653849393, -0.056770511, -0.0927345827, -0.012121398, -0.0353521183, -0.10205511, -0.056111481, -0.0265258551, 0.0194060057, -0.0113446871, 0.096971184, 0.0726813152, -0.0289972089, 0.0585592985, -0.09047506, 0.0105856284, -0.1533651054, -0.0587005205, 0.0439430103, 0.1085512415, -0.0908516422, 0.0027155462, -0.0286441594, -0.0252313372, 0.0567234382, 0.1094927043, 0.0055723125, 0.1178717688, -0.049332913, 0.0564409979, 0.0797423273, 0.0202650949, 0.0641139597, -0.0076670786, 0.0067256107, 0.0022286309, -0.0260315854, 0.1303932965, -0.0236661471, -0.0773886517, -0.071833998, 0.1208844706, 0.05526416, -0.0120154833, -0.1040321961, 0.0528634191, -0.0002609263, -0.0732461959, -0.075929381, 0.0090498598, 0.0177349001, -0.042954471, -0.1019609645, 0.0755527914, 0.0971594825, -0.1430089623, -0.0421306863, -0.0899101794, -0.1235205755, 0.0067785685, -0.0597361326, -0.0607717484, 0.0376351774, 0.0509334095, -0.0324335657, 0.0433781296, -0.0737640038, -0.0134982951, 0.0672207996, 0.0044778562, 0.0742818117, 0.1068565995, 0.0208770484, -0.0552170873, -0.0075729317, 0.1279454827, 0.0522514656, -0.0364112668, 0.0680681244, 0.0738110766, 0.1050678119, 0.103749752, 0.0205710717, -0.0538990311, -0.1238971651, -0.0144750681, 0.0921226293, -0.0226069968, 0.079318665, 0.0055017024, 0.043801792, 0.1498816758, -0.0303623378, -0.0070904298, 0.027702691, 0.054416839, -0.0583710037, -0.0114094131, -0.0379176177, 0.0674090981, 0.0813898966, 0.051027555, 0.0195001531, -0.0781418309, -0.0372350514, -0.1258742511, 0.1445153058, 0.0234190114, 0.0597832054, -0.137077719, 0.034222357, 0.0711749643, 0.075223282, 0.0638785884, 0.0088262605, 0.0564409979, -0.0182997808, -0.0281263515, -0.0444843546, -0.0139807975, 0.020135643, -0.0602539405, 0.1121288165, 0.0306683145, -0.0824725777, 0.0641139597, -0.0938172713, -0.0629371256, -0.0792245194, 0.0057076486, 0.0055546602, 0.0327630788, 0.0317274667, 0.0636432245, -0.0004122599, -0.0248547513, 0.0099266013, 0.0457082614, -0.0789420754, 0.0066608847, 0.0627959073, 0.0458730198, -0.1021492556, -0.0474264398, 0.0111681623 ]
711.2232
S. M. Iftiquar
S. M. Iftiquar
Electromagnetically induced transparency in two channels of a $\Lambda$ system
5 pages, 6 figures
null
null
null
physics.optics physics.atom-ph
null
We show two channel electromagnetically induced transparency (EIT) spectra at various optical power. The two channels are coupling field and probe field absorption. It is shown that EIT width and intensity increases linearly with pump power. A density matrix calculation is used to determine nature of EIT spectra induced by optical field. It has been observed that EIT occurs in cases when coupling laser is at fixed frequency while probe laser frequency is scanned, when coupling laser is frequency scanned and probe is at fixed frequency.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:06:30 GMT" } ]
2007-11-15T00:00:00
[ [ "Iftiquar", "S. M.", "" ] ]
[ 0.0087576564, 0.0602909699, -0.0615183935, -0.0301700328, 0.0167665854, 0.0685392469, -0.0313238092, 0.079586044, -0.1088968813, 0.0227318555, 0.0816972107, 0.0328703634, -0.1283392459, 0.0008446198, 0.104969129, 0.0306119062, 0.0462001637, -0.0035134954, -0.0353743024, 0.0641205236, -0.0796351433, -0.0520917922, -0.024376601, 0.0818936005, -0.0834155977, -0.1553425342, 0.0027218084, 0.0123724137, 0.0691775084, 0.0912711024, 0.0651515648, -0.0487777516, 0.0059867511, -0.1446394175, -0.0711904764, 0.1444430202, -0.0268068966, 0.0601436794, -0.0879816115, -0.0070760879, -0.0310783256, 0.0704540238, -0.0343923643, -0.0014238096, 0.1312850565, -0.1061474606, -0.0303173233, 0.0131088672, 0.126768142, -0.0284761917, 0.0423460603, 0.0067753694, -0.0697666705, -0.0393757001, -0.1300085485, -0.0057995692, -0.0078739123, 0.0424442552, -0.0717305467, -0.0589653552, 0.0014345495, 0.0050416361, -0.0322075523, -0.0191232357, -0.0740871951, 0.0185340717, -0.1116463095, 0.0438435152, 0.077082105, -0.0003714869, 0.0019439296, -0.0095063839, -0.0670172423, 0.0606837459, 0.0750691295, -0.0072417902, -0.1227422059, 0.0314220041, 0.0309555829, -0.0307346471, 0.0875397399, -0.0066342163, -0.0492932685, -0.0387374386, -0.0285007395, 0.0779167488, -0.0114641218, -0.02864803, -0.0328212641, 0.0142135471, -0.0599963889, -0.0030961721, -0.041879639, -0.0420023836, 0.0822863728, -0.0513062403, 0.1046745479, -0.0489741378, -0.0230387114, 0.1241169125, 0.0686374381, 0.0604382604, 0.0628440082, -0.0775730684, 0.1612341553, 0.0041855089, -0.0019025041, -0.0710922852, 0.1029070616, -0.0403576344, 0.0812062398, -0.0188163798, 0.0334104262, 0.0060112993, 0.0379273407, -0.0767384246, 0.0443344824, -0.0504224971, -0.0246834569, 0.0658389181, -0.0950515643, 0.0392775051, 0.0865087062, -0.0170734413, 0.097162731, -0.1083077192, 0.0035625924, -0.096082598, -0.0343678184, -0.0038111454, 0.1322669983, -0.0643660128, 0.0716814473, 0.017404845, 0.0276169963, -0.045070935, 0.1224476248, 0.0316674896, 0.0198474135, 0.0323793925, 0.060192775, 0.0400630534, 0.1006486043, 0.0596527122, -0.0132807065, 0.0436962247, -0.0366999172, -0.0379273407, 0.1032016426, 0.0283043515, -0.1087986901, -0.043671675, 0.0272487681, 0.0096904971, 0.0427633822, -0.0465929396, 0.0458319373, 0.0476976186, 0.0549394116, 0.017012069, -0.0079475576, 0.0689811185, -0.1006486043, 0.0467893295, -0.0040903841, -0.0229527913, 0.0288689658, 0.0036208951, -0.1006486043, -0.0496123992, -0.0635313615, -0.0331649445, -0.0026865199, 0.005250298, 0.0840538591, 0.0182885882, 0.0330421999, -0.0919584557, -0.0116052749, 0.0460528731, -0.0299245492, 0.0223636292, 0.0439417101, 0.135801971, -0.033312235, -0.0733507425, -0.0111020319, 0.006861289, -0.0191723313, -0.067753695, -0.0507170781, 0.1062456518, 0.0869996697, 0.0093038585, -0.0191477835, -0.130499512, -0.043377094, 0.0545466356, -0.0150727425, -0.0585725792, 0.0602909699, 0.0085428571, 0.0998139605, 0.0079045976, 0.0799297243, 0.0095984405, 0.0847903118, 0.0378291458, -0.1517093629, 0.0128265601, 0.0551848933, 0.1229385883, 0.0627949089, -0.0233332925, -0.0662316903, 0.043671675, -0.0698157623, 0.0318147801, 0.0587198697, 0.0549885072, -0.072712481, 0.0618129745, 0.0501033664, 0.0540065691, -0.0643660128, 0.0602909699, -0.0026650401, -0.0915165842, -0.0211484823, -0.0658880174, -0.003007184, -0.0134034483, 0.0358652733, -0.0229405183, 0.026365025, 0.0220199507, -0.041977834, 0.0462738089, -0.0149009032, -0.1365875304, 0.0757564902, 0.0366999172, -0.0235174056, 0.0127038183, -0.0919093639, 0.0317411348, -0.0466420352, 0.0028997846, -0.037289083, -0.0331158452, -0.0006532187, 0.0697175711, -0.0216026269, -0.1290266067, 0.0143608376, 0.0326494277 ]
711.2233
Norbert Kaiser
N. Kaiser
Parity-violating two-pion exchange nucleon-nucleon interaction
7 pages, 3 figures, 1 table, published in: Phys. Rev. C76. 047001 (2007)
Phys.Rev.C76:047001,2007
10.1103/PhysRevC.76.047001
null
nucl-th
null
We calculate in chiral perturbation theory the parity-violating two-pion exchange nucleon-nucleon potentials at leading one-loop order. At a distance of $r= m_\pi^{-1} \simeq 1.4 $fm they amount to about $\pm 16%$ of the parity-violating $1\pi$-exchange potential. We evaluate also the parity-violating effects arising from $2\pi$-exchange with excitation of virtual $\Delta(1232)$-isobars. These come out to be relatively small in comparison to those from diagrams with only nucleon intermediate states. The reason for this opposite behavior to the parity-conserving case is the blocking of the dominant isoscalar central channel by CP-invariance. Furthermore, we calculate the T-matrix related to the iteration of the parity-violating $1\pi$-exchange with the parity-conserving one. The analytical results presented in this work can be easily implemented into calculations of parity-violating nuclear observables.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 15:56:48 GMT" } ]
2008-11-26T00:00:00
[ [ "Kaiser", "N.", "" ] ]
[ -0.0598046333, -0.0204909835, 0.0110796485, -0.0143526029, -0.034894526, 0.0439874791, 0.0306409597, 0.0711135194, 0.039275445, -0.0131300204, 0.0271260366, 0.0121812457, -0.103511937, 0.0323729515, 0.0108758854, -0.0423573703, 0.0156515967, 0.0592952259, 0.0148492763, 0.0799262971, -0.0905729458, -0.0597027503, 0.0144926906, 0.0262345709, 0.038434919, -0.0432233661, 0.0200707205, -0.0492853336, 0.1019327715, -0.0525200814, 0.0180967599, -0.0426120758, -0.0837468654, -0.11685846, 0.0217135642, 0.0992838442, -0.0866504982, 0.0515267365, -0.1380498856, 0.0060014767, -0.018517023, -0.0585311092, -0.1538415551, 0.0162883569, -0.0634723827, -0.0325767137, -0.0123531716, -0.047731638, -0.0257378966, -0.0414913744, -0.0230507646, 0.0439365394, -0.0299532581, -0.0710116327, -0.0802828819, 0.0371613987, 0.0409310237, -0.0181349665, -0.036499165, 0.0122576579, 0.0044032051, -0.1113568395, 0.0223248564, -0.0020392286, -0.0782961845, 0.0072718156, -0.020771157, 0.0296730828, 0.067292951, 0.0281957965, 0.0347671732, 0.0911332965, 0.03339177, 0.0505588576, -0.0293929074, 0.0289599095, -0.0912351757, -0.0134993419, 0.0808941722, 0.0070234784, -0.0291382037, -0.0412366688, 0.0105511369, -0.0229234118, 0.0251266062, -0.0046897479, -0.0310739577, -0.0013188921, -0.1153302342, 0.0228087939, 0.047629755, 0.0149766291, -0.0626573265, 0.0537426658, 0.0614347421, -0.0253048986, 0.0451845899, -0.0120920995, 0.0163392983, 0.0332389474, 0.0124868918, 0.0348435864, 0.0272788592, 0.0257124268, 0.1460985392, 0.00247541, 0.0152185978, 0.0030994362, -0.026438335, -0.0645421371, 0.0497183315, 0.0189754907, -0.0783471242, -0.0219937395, -0.0658156648, -0.0807413459, -0.0470694043, -0.0010617997, -0.0062816516, 0.0853260309, 0.003451247, -0.0296221413, 0.1096248478, -0.042917721, 0.0119583793, -0.1358084828, 0.0349199958, -0.0816073418, 0.0408291444, -0.0044254921, 0.0528257266, -0.0092776138, 0.0009710612, -0.0023974068, -0.0263873935, 0.1667805612, 0.1356047094, 0.0610781573, 0.0383075662, -0.0548633635, 0.0283740889, 0.0563406497, 0.0533351377, 0.0327550098, -0.092763409, 0.0426120758, 0.0281448551, -0.0908276513, 0.0300296694, -0.0607215688, 0.0451081805, -0.0195231047, 0.0632686168, 0.0043936539, -0.1768668592, -0.0243497565, 0.0068642884, 0.0540992506, 0.0772773698, 0.0216880944, -0.0737624466, 0.0613328628, -0.0985197276, 0.016059123, 0.0823205188, -0.0405744389, -0.0753416121, -0.003317527, -0.0967367962, -0.1717727631, -0.0027189713, -0.0468656421, -0.1221563146, 0.0522653796, 0.0880258977, -0.0141615747, -0.0674457699, -0.0763094872, -0.0989781991, 0.0876183733, -0.0268968027, 0.0815564021, 0.040880084, 0.0431214832, -0.0223121215, 0.05842923, 0.0108631505, 0.0707059875, -0.0298513751, -0.0067560389, 0.0958708003, 0.0407527313, 0.1309181452, 0.1249071211, 0.0063835331, -0.1621958762, 0.0359133445, 0.1539434493, -0.0259798672, 0.0480627529, 0.045923233, -0.1224619597, 0.0559331253, -0.0985706672, 0.0260817483, -0.0389697999, 0.1468117088, -0.1482380629, -0.014874747, 0.0694324672, 0.0284759719, 0.0030596387, 0.1174697503, -0.0372632779, 0.0016969693, -0.0319399536, -0.0739662051, 0.0758000836, -0.0421281345, 0.0478080474, -0.1357066035, 0.0800281763, 0.0120793646, 0.0936293975, 0.033621002, 0.0160209183, 0.0595499277, -0.0069789053, -0.0344615281, -0.034792643, -0.0641855523, -0.0021076803, -0.0222484451, 0.0261072181, -0.0000894451, -0.0595499277, 0.0217772406, -0.0345379412, -0.0206183344, -0.0398357958, 0.0064408421, 0.0506097972, 0.0210513324, 0.083084628, -0.0489796884, -0.0130790798, 0.0304117259, 0.0153204799, 0.1201186776, -0.0499730371, -0.0650006086, 0.0921011716, -0.0070744194, 0.0541501939, -0.12439771, 0.0432743058 ]
711.2234
Anne Green
Anne M. Green, Ben Morgan
Consequences of statistical sense determination for WIMP directional detection
5 pages, 3 figures, version to appear in PRD, minor changes
Phys.Rev.D77:027303,2008
10.1103/PhysRevD.77.027303
null
astro-ph hep-ex hep-ph
null
We study the consequences of limited recoil sense reconstruction on the number of events required to reject isotropy and detect a WIMP signal using a directional detector. For a constant probability of determining the sense correctly, 3-d read-out and zero background, we find that as the probability is decreased from 1.0 to 0.75 the number of events required to reject isotropy using the mean angle statistic is increased by a factor of a few. As the probability is decreased further the number of events required using this statistic increases sharply, and in fact isotropy can be rejected more easily by discarding the sense information and using axial statistics. This however requires an order of magnitude more events than vectorial data with perfect sense determination. We also consider energy dependent probabilities of correctly measuring the sense, 2-d read-out and non-zero background. Our main conclusion regarding the sense determination is that correctly determining the sense of the abundant, but less anisotropic, low energy recoils is most important for minimising the number of events required.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:00:01 GMT" }, { "version": "v2", "created": "Fri, 14 Dec 2007 09:41:52 GMT" } ]
2008-11-26T00:00:00
[ [ "Green", "Anne M.", "" ], [ "Morgan", "Ben", "" ] ]
[ 0.0866396874, 0.0345686376, 0.0107345432, 0.0173661057, -0.0902383178, -0.0140264696, -0.0961815044, -0.0758983344, -0.0511441343, 0.0474091955, 0.053352382, 0.0940550417, 0.0137742935, 0.0832591578, 0.0740444958, 0.06733796, 0.0352501944, 0.0667927116, -0.041765891, 0.0214690864, 0.0253539681, 0.0701187178, -0.0164119229, -0.0227231532, 0.0227231532, 0.0690282211, 0.1119936556, -0.0063453075, 0.1065957174, 0.0614492968, 0.0025234695, -0.0427473374, -0.1481980383, -0.1442722529, -0.0595954582, 0.080969125, -0.0698460937, 0.0207466334, -0.0485542119, -0.053706795, 0.0473546684, 0.0082673021, -0.1303139478, 0.0032203628, -0.0162483491, -0.0375947542, -0.0498082787, 0.0008246856, 0.0329328962, -0.027180545, -0.1055052206, 0.0807510242, 0.0471910946, -0.018879164, -0.05378858, -0.0664655641, 0.0325512253, 0.0242225807, 0.0038882901, -0.0694644228, 0.0479271784, -0.0459370278, 0.0371040329, -0.0011245712, -0.0045119161, 0.0133108338, 0.0591592602, 0.0715363547, 0.0326875374, 0.0518529564, 0.0622126423, 0.0318424031, 0.0997801349, 0.0201741252, -0.0232275072, 0.0504625775, -0.0615038201, 0.0487177856, -0.0728449523, 0.1333673298, -0.0728449523, 0.0127246929, -0.0519892648, -0.0572508946, -0.0291434322, -0.0366405733, 0.0004123428, 0.0385489352, -0.0893113986, 0.0312698931, -0.0322786011, -0.0007531219, 0.0440559275, 0.0199696571, 0.0506806746, -0.1057778448, 0.0348685235, -0.0713182613, 0.0053604557, -0.0535704829, -0.0928554982, -0.0386579856, 0.1320587397, -0.0611221492, 0.1533233523, -0.0405390859, -0.0158394147, -0.0187019594, 0.0159075707, 0.0162892435, 0.1167918295, -0.0650479198, -0.0469457358, 0.0757347569, 0.0005418388, -0.0425837636, -0.0369949825, 0.0400756262, 0.0483361147, 0.0290071201, 0.0194244105, 0.0199287646, 0.0816779435, 0.0302611887, 0.0871849358, -0.0481998026, -0.0413024314, -0.0913288072, 0.0028881032, 0.0396666937, 0.1215899959, 0.0498082787, 0.1035968587, -0.0531342849, -0.1314044446, 0.0064543569, 0.0817869976, -0.0189473201, -0.0457189307, -0.0141900433, 0.0296886787, 0.0386852473, 0.0378946401, 0.0263490435, -0.0234728679, 0.0363406874, -0.0318424031, 0.0873485133, 0.1088312268, 0.1001072824, -0.0517984293, -0.0599226058, 0.0230639316, -0.0648298264, 0.0267579779, -0.1050690264, 0.0043551573, 0.0217689723, -0.123770982, -0.0379491672, -0.1170099303, -0.0079742316, 0.0168753825, 0.0164528172, 0.0020600099, 0.0064134635, -0.0455280952, -0.0584504381, -0.0490721986, 0.0322513394, 0.0321150273, 0.0218780208, -0.0091874059, -0.0786790922, 0.0583413914, 0.0633031353, 0.0129291611, -0.0294978432, 0.0117773274, -0.0695189461, -0.0383580998, -0.0534614325, 0.0490449332, -0.0166436527, -0.0150897009, -0.0223414805, 0.0209919959, 0.1207176074, 0.0251222383, -0.0706094354, 0.0301521383, 0.0877847075, 0.1522328556, -0.0272350684, -0.0738809183, -0.0798786283, 0.039285019, 0.1126479506, -0.0242907368, -0.0588321127, 0.0225868411, -0.0065668141, 0.1251886338, -0.0868577883, -0.1663002223, 0.0636302829, 0.0828774869, -0.0057864301, -0.0568147004, 0.0224232674, 0.0190563705, -0.1057233214, 0.1386016905, -0.0550153852, 0.0046243728, 0.0726268515, -0.0210737828, 0.0075516659, 0.0000519156, 0.0357954428, -0.0637938529, 0.0851675272, 0.0360408016, 0.0793879107, -0.0809146017, 0.0910016596, 0.1381655037, -0.0464004874, 0.0261173137, -0.0841315538, -0.0464822762, -0.0374039188, 0.0239908509, 0.0822777152, -0.0664110407, 0.0086421594, 0.0133653581, -0.0070336815, -0.057796143, -0.044164978, 0.0502717383, 0.0392577574, 0.0793333873, -0.0060249753, -0.1064321399, 0.0492085069, -0.0067406115, 0.0255584363, -0.0523709394, -0.0827684402, 0.0863670632, 0.0666836649, 0.041329693, -0.0649933964, -0.0689736977, 0.0825503394 ]
711.2235
Lee Martin
L. C. Martin and F. F. Assaad
Evolution of the Fermi Surface across a Magnetic Order-Disorder Transition in the Two-Dimensional Kondo Lattice Model: A Dynamical Cluster Approach
5 pages, 5 figures, v3 text restructured and results clarified
null
10.1103/PhysRevLett.101.066404
null
cond-mat.str-el
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We use the dynamical cluster approximation, with a quantum Monte Carlo cluster solver on clusters of up to 16 orbitals, to investigate the evolution of the Fermi surface across the magnetic order-disorder transition in the two-dimensional doped Kondo lattice model. In the paramagnetic phase we observe the generic hybridized heavy fermion band structure with large Luttinger volume. In the antiferromagnetic phase, the heavy fermion band drops below the Fermi surface giving way to hole pockets centered around k=(pi/2,pi/2) and equivalent points. In this phase Kondo screening does not break down but the topology of the resulting Fermi surface is that of a spin-density wave approximation in which the localized spins are frozen.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:01:30 GMT" }, { "version": "v2", "created": "Thu, 22 Nov 2007 15:38:20 GMT" }, { "version": "v3", "created": "Thu, 3 Jul 2008 09:32:05 GMT" } ]
2009-11-13T00:00:00
[ [ "Martin", "L. C.", "" ], [ "Assaad", "F. F.", "" ] ]
[ 0.0032664035, -0.0408855937, -0.0385746695, 0.0166335814, -0.0355019011, 0.0741527602, -0.0727306455, -0.0050376896, -0.0491642952, -0.0584079921, 0.0701403841, -0.0601856261, -0.0430949405, 0.0710545927, 0.0351463743, 0.0663819537, -0.0648582652, 0.0173319373, -0.0028156461, 0.0899991021, -0.0778603926, -0.1160033569, 0.0300420243, -0.0107292943, -0.0418252014, -0.0551066734, 0.0089389626, -0.0474120528, 0.1079786047, 0.0368732214, 0.102340959, -0.0141067998, -0.0689722225, -0.0737464428, -0.0408602022, 0.0870025158, -0.0455582365, 0.1077754423, -0.113159135, 0.0354257189, -0.0744067058, -0.0803490803, -0.0634869486, 0.110721238, 0.0604903661, 0.0431203358, -0.0719688088, -0.0131164035, 0.063436158, 0.008266001, -0.0190968737, 0.0155796977, 0.0071422816, -0.0862914622, -0.0668898523, 0.0857327729, 0.000484088, 0.079587236, 0.0432473086, -0.0177763458, 0.0525671951, -0.0294579454, 0.0054059136, 0.06297905, -0.0607443117, 0.0647566915, -0.113159135, 0.0299658403, 0.073390916, 0.1160033569, -0.1092991307, -0.0377366431, 0.0621664189, -0.0396666452, 0.0469549485, -0.0224489849, -0.0059233322, -0.0491642952, -0.0615061559, 0.0874596238, -0.0584587827, -0.029051628, 0.0793332905, -0.04543126, -0.0390825644, -0.0270962305, -0.0523640364, -0.0441615209, -0.0590174682, -0.1517592072, 0.0576969385, -0.0688198507, -0.0201126654, 0.1007156968, 0.0119545925, 0.0149321305, 0.0714609101, -0.0913196281, -0.0523640364, 0.0180556886, 0.0338258483, 0.0461169183, 0.0437298119, -0.0721211731, 0.1146828234, -0.0021617305, -0.0837519839, -0.002841041, -0.0943670049, -0.052414827, 0.0755748674, 0.0736448616, -0.0730353892, 0.0532274581, -0.0925893635, -0.0755748674, 0.0490881093, 0.0180429909, -0.1074707061, 0.0854280367, -0.0926401541, 0.0092373509, 0.0692769587, 0.0439329706, -0.0499769263, -0.0531258807, 0.0782159194, -0.0241631325, -0.0314387381, -0.0246329363, 0.0251408312, -0.0002428376, -0.1368270665, -0.06297905, -0.0765398666, 0.0111864004, 0.0176493712, 0.0193127301, 0.063893266, -0.0262074135, -0.0084374156, -0.0541924611, 0.0579000972, 0.0501038991, 0.0054217856, 0.0489865318, 0.0670930073, 0.0169891082, 0.0134084439, -0.0249503702, 0.0968556926, -0.0401999354, 0.1326623261, 0.0670930073, 0.0201761518, -0.1349986494, 0.0938591063, 0.0036822432, 0.024759911, -0.0472596847, 0.0414696746, 0.0068629393, -0.0755240768, -0.0870025158, 0.0838027745, 0.0150083145, -0.0621664189, 0.0291024167, -0.0631822124, -0.0351717696, 0.0214331932, -0.0328862406, -0.0720703825, -0.0023188607, 0.0509927161, 0.0786730275, 0.017420819, -0.0962462127, -0.0844122469, -0.0403015167, 0.020011086, -0.0361875594, 0.0118784085, 0.0277311001, -0.0443900749, 0.0020442798, 0.0192111507, 0.1527749896, -0.0597285219, 0.0016855785, -0.0362637453, 0.0873580426, 0.0798919797, 0.1339828521, 0.0305245258, -0.1051343903, 0.05647799, 0.0656709, 0.1104165018, 0.0204681922, 0.0202523377, 0.0810093507, -0.0194904935, -0.0685151145, -0.0909641013, 0.0311847888, -0.0038092169, -0.0803490803, 0.0239980668, -0.0090468898, 0.1074707061, 0.0756764412, 0.0668898523, 0.0316926837, -0.002539478, -0.0002186332, -0.1057438627, -0.0376858525, 0.013675089, 0.1355065405, -0.085326463, 0.0586619414, -0.1019346491, 0.1344907582, 0.0554114096, 0.109400712, 0.0252805036, -0.0281120203, -0.0224235896, 0.0644011647, 0.02441708, -0.0446440242, 0.0781143457, 0.0434758626, -0.0391841456, -0.0793840811, -0.0173954237, -0.0540908799, 0.019007992, -0.001818901, -0.0018538189, 0.0269946512, -0.0005844767, 0.0754224956, 0.0399205945, 0.0172430556, -0.0190714803, 0.0401745401, 0.0484786332, -0.0081072832, -0.012360909, 0.0367208533, -0.1397728622, 0.0284929425, -0.0712577552, 0.0246964227 ]
711.2236
Alexander Chervov
Alexander Chervov, Gregorio Falqui
Manin matrices and Talalaev's formula
40 pages, V2: exposition reorganized, some proofs added, misprints e.g. in Newton id-s fixed, normal ordering convention turned to standard one, refs. added
J.Phys.A41:194006,2008
10.1088/1751-8113/41/19/194006
ITEP-TH-45/07
math.QA hep-th math.RA math.RT nlin.SI
null
We study special class of matrices with noncommutative entries and demonstrate their various applications in integrable systems theory. They appeared in Yu. Manin's works in 87-92 as linear homomorphisms between polynomial rings; more explicitly they read: 1) elements in the same column commute; 2) commutators of the cross terms are equal: $[M_{ij}, M_{kl}]=[M_{kj}, M_{il}]$ (e.g. $[M_{11}, M_{22}]=[M_{21}, M_{12}]$). We claim that such matrices behave almost as well as matrices with commutative elements. Namely theorems of linear algebra (e.g., a natural definition of the determinant, the Cayley-Hamilton theorem, the Newton identities and so on and so forth) holds true for them. On the other hand, we remark that such matrices are somewhat ubiquitous in the theory of quantum integrability. For instance, Manin matrices (and their q-analogs) include matrices satisfying the Yang-Baxter relation "RTT=TTR" and the so--called Cartier-Foata matrices. Also, they enter Talalaev's hep-th/0404153 remarkable formulas: $det(\partial_z-L_{Gaudin}(z))$, $det(1-e^{-\p}T_{Yangian}(z))$ for the "quantum spectral curve", etc. We show that theorems of linear algebra, after being established for such matrices, have various applications to quantum integrable systems and Lie algebras, e.g in the construction of new generators in $Z(U(\hat{gl_n}))$ (and, in general, in the construction of quantum conservation laws), in the Knizhnik-Zamolodchikov equation, and in the problem of Wick ordering. We also discuss applications to the separation of variables problem, new Capelli identities and the Langlands correspondence.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:03:13 GMT" }, { "version": "v2", "created": "Mon, 11 Feb 2008 18:48:02 GMT" } ]
2008-11-26T00:00:00
[ [ "Chervov", "Alexander", "" ], [ "Falqui", "Gregorio", "" ] ]
[ -0.0208643936, 0.0474552885, -0.0147021767, 0.0438202061, 0.0707098767, -0.0301761869, -0.0699131414, -0.0663776472, -0.1011848375, 0.0393883884, -0.0196941942, -0.028084768, -0.0674233586, 0.0609997176, 0.0422018431, -0.0002421704, 0.0196692962, -0.0452642776, 0.056169536, 0.0736976191, 0.0132083064, -0.0324667878, 0.0307737347, 0.0751914904, -0.0152250314, -0.0967530161, 0.0154366633, 0.086644493, 0.0293296594, -0.0118078021, 0.0478536561, -0.0402847119, 0.0026951917, -0.0208145976, -0.0785278007, 0.0839555264, -0.0098968931, 0.0188974626, -0.0127165737, 0.0676723421, -0.0731498674, 0.1004379019, -0.1193104684, 0.052335266, 0.0434965342, -0.0499699712, -0.0310725085, -0.0180384871, -0.0246862117, -0.0147768697, -0.0110795405, 0.0227690786, -0.0096043432, -0.042176947, -0.0868934765, 0.0173786953, -0.1463993192, 0.0753408745, 0.0149885016, -0.0789759606, -0.0034825858, -0.0450650975, -0.0188103206, 0.050044667, -0.2022700757, 0.0208021477, -0.1236924827, 0.0038436046, 0.0174035933, 0.0737972111, -0.050119359, -0.054127913, 0.1052680835, 0.0987946466, -0.0444924459, 0.0034047801, -0.0917236581, 0.1485903263, -0.1057660356, 0.0232421365, 0.1061644033, 0.0163952298, 0.0453638695, 0.0613980815, 0.0256945752, -0.0192335844, -0.0022299131, -0.0217358172, -0.0529328138, 0.0219474491, -0.0216113273, 0.0596552342, 0.0134572843, 0.0908771306, 0.0801710561, -0.0530324057, 0.0770339295, 0.0146274827, -0.0609001257, 0.0015070976, -0.0374214575, 0.0029332773, 0.0921220183, 0.0386165567, 0.1655208617, 0.0043975818, -0.0342594311, -0.0735482275, -0.0712078288, 0.0104819918, 0.014129526, -0.0284333378, -0.1167210937, 0.0337365791, 0.0466087647, -0.0881881639, -0.1166215017, -0.0356786102, -0.0950599685, 0.0817147195, -0.0113658654, -0.0218478572, 0.0830094069, 0.004982681, 0.0559703521, -0.0764363781, -0.0330643356, -0.0524348579, -0.1030770689, -0.004998242, 0.0746935308, 0.0283337459, 0.0095483232, -0.0962052643, -0.0849016458, 0.0285080299, 0.1174182296, -0.0244372338, 0.0342096351, -0.0064921128, 0.0414798073, -0.0534307733, 0.0206901077, 0.0082847578, 0.0323671959, 0.0573148355, -0.034359023, 0.0182376709, 0.0914746746, -0.072452724, 0.0202294979, 0.063937664, 0.074494347, 0.0184368528, 0.0042886534, -0.0634397045, 0.020266844, -0.0002952729, 0.0807686076, -0.0310725085, 0.118115373, 0.0593066625, -0.0351308584, 0.0062929299, 0.0696641654, -0.0267651826, -0.0293545574, -0.0294292513, -0.0146772787, -0.0975497514, -0.0171297155, -0.040483892, -0.0986950547, -0.0122684119, 0.1203063801, -0.0188974626, -0.1116419286, -0.1441087127, -0.1076582745, -0.0125920847, -0.0508164987, 0.0172417574, 0.036226362, -0.0148266656, -0.1363405883, 0.0536299534, -0.0673735663, 0.014154424, 0.0525842458, -0.0030593225, 0.0115837213, 0.0783784091, 0.0209764335, 0.1429136246, 0.0875906125, -0.1148288548, 0.0590078905, 0.0005446404, 0.0116086192, -0.0066601732, 0.0309480187, 0.0399361402, 0.020042764, 0.0472063124, -0.0645850077, 0.003996104, 0.0222337749, 0.0325912759, -0.1124386638, -0.0074320063, -0.0182999149, -0.0891342759, 0.0797726884, -0.0552732125, -0.0152623784, 0.0457373373, -0.1858375072, 0.062244609, -0.1030770689, 0.0971513838, -0.0036755442, 0.0518373102, 0.0414798073, -0.0056238002, 0.0553230084, 0.042525515, -0.0044380408, -0.0013149173, 0.0392639004, 0.0032242707, 0.0818143114, -0.074743323, -0.0628919527, -0.0392887965, -0.0056082392, -0.0493973233, 0.0232670344, -0.0128348386, -0.0070460895, -0.0447663218, -0.0131585104, 0.0781294331, 0.0425504148, 0.0207150057, 0.0055242092, 0.0660788789, -0.0413304195, 0.0545262769, 0.0273378324, -0.0506920107, -0.0454634614, 0.1067619547, 0.0190966465, -0.022134183, -0.1304647028, 0.1334524453 ]
711.2237
Norbert Kaiser
N. Kaiser
$\Sigma$-nuclear spin-orbit coupling from two-pion exchange
7 pages, 2 figures, submitted to Phys. Rev. C
Phys.Rev.C76:068201,2007
10.1103/PhysRevC.76.068201
null
nucl-th
null
Using SU(3) chiral perturbation theory we calculate the density-dependent complex-valued spin-orbit coupling strength $U_{\Sigma ls}(k_f)+ i W_{\Sigma ls}(k_f)$ of a $\Sigma$ hyperon in the nuclear medium. The leading long-range $\Sigma N$ interaction arises from iterated one-pion exchange with a $\Lambda$ or a $\Sigma$ hyperon in the intermediate state. We find from this unique long-range dynamics a sizeable ``wrong-sign'' spin-orbit coupling strength of $U_{\Sigma ls}(k_{f0}) \simeq -20$ MeVfm$^2$ at normal nuclear matter density $\rho_0 = 0.16 $fm$^{-3}$. The strong $\Sigma N\to \Lambda N$ conversion process contributes at the same time an imaginary part of $W_{\Sigma ls}(k_{f0}) \simeq -12$ MeVfm$^2$. When combined with estimates of the short-range contribution the total $\Sigma$-nuclear spin-orbit coupling becomes rather weak.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:07:42 GMT" } ]
2008-11-26T00:00:00
[ [ "Kaiser", "N.", "" ] ]
[ -0.0127411084, 0.0338320322, -0.0108827651, -0.0285370275, -0.004518575, 0.0479605347, -0.0054763854, -0.0000178123, -0.0156559069, -0.0524409264, -0.0351557843, 0.0182397682, -0.17066212, 0.0228092577, 0.0387451872, -0.0317700356, -0.1024380028, 0.0672567561, 0.0435056016, -0.0795269161, -0.0844146162, -0.0955646783, 0.0458985381, 0.0571249686, -0.0279769786, -0.0259022526, 0.0324319117, -0.1644506752, 0.0299880635, -0.0762175396, 0.0091262488, -0.0119710416, 0.00116942, -0.1245344728, -0.1420487165, 0.1487693042, 0.0026363656, 0.1478528678, -0.1418450624, 0.0190925691, -0.0797814876, -0.0794250891, -0.0232674778, -0.0397380032, 0.0130593181, -0.045007553, 0.0009363315, -0.0779995099, 0.0452621207, -0.0713298395, 0.0127474722, 0.0227710716, -0.0055304812, 0.07550475, -0.0805961043, 0.0039426158, 0.110380508, 0.0410617553, -0.122396104, -0.023572959, 0.0106281973, -0.1084458008, -0.0055272989, -0.0052059074, -0.0742319152, -0.0593651645, 0.1046781987, 0.0895059705, -0.0332210734, -0.0350285023, 0.0161523148, 0.0698533505, 0.061198052, 0.0010715704, -0.0403489657, -0.0260422658, -0.1014706418, 0.0002410437, 0.0310317911, 0.0384651646, -0.0534082837, 0.0064469245, 0.0248839837, 0.0073888246, -0.0449566394, -0.0044899359, -0.0064151036, 0.0712280124, -0.0796287432, 0.0347993895, 0.0474259444, -0.0404507928, -0.0702097416, 0.0702097416, 0.0270096231, -0.0202763099, 0.1013688147, 0.0024979445, 0.0108764004, 0.0322028026, -0.0379305705, -0.0287406817, 0.0838545635, -0.0562085249, 0.0761666223, -0.0563612655, 0.0331701599, -0.0932735652, -0.0065551158, -0.0318209492, 0.1327824593, 0.0135939093, -0.1846124232, 0.0121619673, -0.0414945185, -0.0788141266, -0.0936299637, 0.014573995, -0.0708716214, 0.1133334935, 0.0108254869, -0.0496152267, 0.1234143749, 0.0480623618, 0.0024295296, -0.0904224142, -0.0050977161, -0.0543247238, -0.0772358105, -0.0130720465, 0.1039144918, -0.0882840455, -0.0860947594, -0.0130720465, 0.0432001203, 0.062419977, 0.0299880635, 0.0062400885, 0.0026522761, 0.0674604103, -0.0063260049, 0.0048240558, 0.0939863548, 0.0881313011, -0.0544774644, 0.0562085249, 0.0067396774, -0.0202635806, -0.032177344, 0.0375996344, -0.0203144941, -0.0020651796, -0.0460003652, -0.0069306027, -0.0083816377, -0.0832945183, 0.0227328874, 0.0050404384, 0.1015724689, -0.0750465319, 0.0419018269, 0.1029980481, -0.0402725935, 0.0508626066, 0.0914915949, -0.0510153472, -0.0508626066, -0.0692932978, -0.0813088939, -0.1104823351, 0.007070615, 0.0038694276, -0.0842109621, -0.0083243605, 0.0775412917, 0.0479605347, 0.0025981807, -0.0812579766, -0.0601288676, 0.0836509094, 0.0201490261, 0.0399416573, -0.0130147683, 0.0517281368, -0.0174760651, 0.0085980203, 0.0832436085, 0.0580414124, 0.092815347, -0.0677658916, 0.0325082839, 0.0845673531, 0.1136389747, 0.0578886718, -0.0196526181, -0.0252785627, -0.0167887323, 0.0696496964, 0.023840256, -0.0085343784, 0.079323262, -0.0302426312, 0.0586014614, -0.0953101069, 0.0092089828, -0.0725008547, 0.0786104724, -0.0103227161, -0.0970920846, 0.0694460422, -0.0005107262, 0.0495643131, 0.1355317831, 0.0129129412, -0.0500734486, 0.0875712559, -0.1158791706, -0.0107109314, -0.0302171744, 0.0050468026, -0.1296258271, 0.0118946712, 0.0948009714, 0.0586014614, -0.0783049911, 0.0317954943, 0.0439383686, -0.0211545676, -0.0323046297, -0.0324828252, 0.0234584045, -0.0183288679, -0.0846691802, -0.0384651646, -0.0353594385, -0.0148412911, -0.0047763246, 0.0412144959, 0.0224910472, -0.0481641889, -0.0104945488, -0.0453384891, -0.0385415331, 0.1150645539, -0.0858401954, -0.0538665056, -0.033959318, 0.0315663815, 0.0634382442, -0.0551393405, -0.1018270403, 0.0674604103, 0.0113791721, -0.0241457373, 0.0045058466, 0.0419272818 ]
711.2238
Martin G. Gulbrandsen
Martin G. Gulbrandsen
Fourier-Mukai transforms of line bundles on derived equivalent abelian varieties
null
Le Matematiche, Vol. 63, no. 1, 123--137 (2008)
null
null
math.AG
null
We study the Fourier-Mukai functor D(Y) -> D(X) induced by the universal family on a fine moduli space Y for simple semihomogeneous vector bundles on an abelian variety X. The main result is that the Fourier-Mukai transform of a very negative line bundle on Y is ample if and only if the bundles parametrized by Y are nef.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:37:54 GMT" } ]
2011-11-07T00:00:00
[ [ "Gulbrandsen", "Martin G.", "" ] ]
[ -0.0655832961, 0.0255516283, -0.0425468683, 0.0525136515, 0.0421237499, 0.0364821777, 0.0196867418, -0.0635617301, -0.0696264207, 0.0841064602, 0.0735285133, -0.1089764014, -0.0414655693, -0.0093908701, 0.0502100065, 0.0699555129, 0.0741866976, -0.0237416234, 0.0869742632, 0.0992916971, 0.0966589674, -0.0454616807, 0.0654892698, 0.0355184078, 0.050068967, -0.0449915528, -0.0017527078, -0.0216377862, 0.187018171, -0.0408308916, 0.0237533767, -0.037304908, -0.0043516513, -0.0327446349, -0.0448270068, 0.0755970925, -0.0270090345, 0.0787939802, -0.0011143577, 0.0420532301, -0.0366702303, 0.0403137468, -0.0723061711, -0.0061234585, 0.0292891711, 0.1055914536, -0.00050282, 0.0268915016, 0.0486585759, -0.0726822764, 0.0001700553, 0.0368347764, 0.0710368156, -0.0695794076, -0.0948724672, 0.0662884936, -0.0532188453, -0.0178649835, 0.037869066, -0.0551933981, -0.0625744537, -0.0853288025, -0.0009167558, 0.0214967467, -0.0288895592, 0.0524196252, -0.1321068555, -0.0340374969, 0.0223429836, 0.0673227832, -0.0109540559, 0.0137160765, 0.0965649411, 0.036294125, 0.054582227, 0.0648780987, 0.060458865, 0.1270294338, 0.0208855774, -0.0314752795, 0.0846706182, 0.0954366252, -0.0990096182, 0.0250344835, -0.0226720758, -0.0730113685, -0.042170763, 0.006323264, -0.0524196252, 0.0975052044, 0.0078100539, 0.0420297235, -0.1325769871, 0.0768664405, 0.0854228288, 0.0871153027, 0.0292186514, 0.0518554673, -0.0822259411, 0.0129286069, -0.044756487, 0.117908895, 0.0796872303, -0.0110539589, 0.2311164737, 0.0054917196, -0.0198042747, -0.0442393422, 0.0139864022, -0.0163370576, -0.0238121431, 0.021144148, 0.0618222468, 0.100984171, 0.0284194276, -0.0239766892, -0.0807215199, 0.0374929607, -0.044309862, 0.0292421579, -0.0831662044, 0.0322745033, 0.0815677568, -0.0305820312, 0.0452501252, -0.0288190395, -0.0242352616, 0.0016366441, -0.1175327897, 0.0167131629, 0.0710368156, -0.0367877632, 0.0046161003, -0.0386682861, -0.068122007, 0.0481179245, -0.0224722698, -0.0180882961, 0.0952015594, 0.0581552237, -0.0058501945, 0.032909181, 0.1020184606, -0.0508681908, 0.0834012702, 0.0265859161, -0.0267974753, -0.0423588157, 0.110010691, -0.0613521151, -0.0294772238, -0.0831191912, 0.1070018485, 0.0037904324, -0.0202861596, -0.0609289967, 0.0422412828, 0.0232479852, 0.0606939308, -0.0349307433, 0.0678869411, 0.0578731447, -0.0902181715, 0.0350952893, 0.1185670793, 0.0591895133, -0.0303469654, -0.0007940809, -0.0638438091, -0.186171934, -0.0049569453, -0.0029397889, -0.0847176313, -0.0793581381, -0.0035024772, 0.0113536678, -0.0745157897, -0.2386385798, -0.0614461415, 0.0012032419, 0.0290776119, 0.0067992718, -0.0279728044, 0.0363646448, -0.0676048622, -0.0156318601, 0.0171715412, 0.0861750394, 0.0838243812, 0.0598006845, -0.0596126318, -0.0074221957, 0.0536889769, 0.1961387247, -0.0385507531, -0.0222254507, 0.0075573581, -0.0361765921, -0.0038756437, 0.0687801912, -0.0417711549, 0.0172068011, 0.0771015063, -0.0193223897, -0.0684981123, 0.0400316678, 0.0579201579, 0.0581082106, -0.0700495392, 0.0333087929, 0.0370228291, -0.0381276384, -0.0044662459, 0.0190403126, 0.0022962969, 0.0120236045, -0.0392089374, -0.0049393154, 0.0042635021, 0.0967529938, 0.0158669259, -0.0339669771, 0.0057238466, 0.0216730461, 0.0145270526, 0.0973171517, 0.0579201579, -0.0439572632, -0.0562276877, -0.0612580888, 0.0925688222, -0.0104956776, -0.0689212307, -0.0366232172, -0.0173948519, -0.0453911647, -0.0559926219, 0.0054917196, -0.0155966012, -0.0785119012, 0.0030176544, 0.020462459, 0.0032762266, 0.0707547367, -0.051197283, -0.0485645495, 0.0089383684, 0.0111891218, 0.0025460541, 0.0580141842, -0.0498809144, 0.0871623158, -0.0170187484, 0.0562276877, -0.1235504672, -0.0077160276 ]
711.2239
Guillaume Thomann
Guillaume Thomann (LGS), Jean Caelen (LIG), Morgan Verdier (LGS), Brigitte Meillon (LIG)
Mise en place de sc\'enarios pour la conception d'outils en Chirurgie Minimalement Invasive
null
Les Syst\`emes de Production, Lavoisier (Ed.) (2007) 93-107
null
null
cs.HC
null
Nowadays, more and more surgical interventions are carried out in Minimally Invasive Surgery, to make the post-operative constraints less painful for the patient. Actually, new surgical tools or medical products are designed after informal discussions between surgeons and designers. The user requirements documents are the main document used by the mechanical designers to design and improve the product. Medical terms, often used by surgeons and employed to explain their needs, don't allow for an instantaneous understanding by designers. Unfortunately, this relation causes a dysfunction in the definition cycle of the product. Our aim is to work on the design process, its assistance thanks to methods and tools and on its organisation for better understandings and more complementarities between surgeons and designers. We propose on this article a design method already tested in the informatics domain: User Centred Design which takes the user into account more effectively in the process design. We already propose a scenario oriented design method centred on the user and represented as a scenario (Scenario-Based Design). We start in this article by clarifying these concepts before detailing their implementation for the design of a new surgical tool.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:18:42 GMT" } ]
2007-11-19T00:00:00
[ [ "Thomann", "Guillaume", "", "LGS" ], [ "Caelen", "Jean", "", "LIG" ], [ "Verdier", "Morgan", "", "LGS" ], [ "Meillon", "Brigitte", "", "LIG" ] ]
[ -0.0030830801, 0.1277530044, 0.0552356727, -0.0622905232, 0.008039251, -0.093080312, 0.048864428, 0.0283014458, -0.0729001462, -0.0020764647, 0.0377079174, -0.2042079121, -0.025785761, -0.0555638038, 0.1005179808, 0.108721301, 0.0561106913, -0.0503136814, -0.0447901152, 0.0376258828, 0.1315812171, 0.0330593698, 0.0449541807, -0.0302702412, -0.0192641243, -0.0465948433, 0.0675953329, 0.0383368358, -0.0110129537, 0.055618491, 0.0108078709, -0.0257447455, -0.1020492688, 0.0249107406, -0.1009554937, 0.0826347545, -0.0288756769, 0.0662281141, 0.0543879941, 0.0935725048, -0.0576966666, 0.0221763011, 0.0054757143, 0.0516809002, 0.0468135998, -0.0116282022, 0.0881583169, 0.0543059632, 0.0045699314, -0.0131663242, 0.0453643464, 0.0617983267, 0.1034711748, -0.0025960081, -0.0203852449, -0.0937365741, -0.0102131302, 0.0150941042, -0.0434775837, 0.0366688296, 0.0575872883, -0.0904005617, 0.0175824445, 0.0420009866, -0.0934631303, 0.0257037282, -0.0273307189, 0.0885958299, 0.0165980458, 0.0089894691, -0.0281100348, 0.0242134593, -0.0374618173, 0.0123323202, 0.0085793026, -0.09078338, -0.0599389076, 0.1379251182, 0.0198793728, 0.0290397443, -0.0004631456, -0.1194403023, 0.0638765022, 0.0664468706, -0.1317999661, -0.0689078644, -0.166582033, 0.0842207298, -0.1707383841, -0.0634936765, -0.0695641339, -0.0074991994, 0.009256077, 0.065899983, 0.0461299904, 0.0882676989, 0.0128860446, 0.0660640523, 0.0570404008, 0.1075728387, 0.0856426358, -0.0821425542, 0.0732282847, -0.0679781586, 0.0650796518, -0.0524465442, 0.0823613107, -0.0013441477, -0.0639311895, -0.0076154131, -0.0122981397, -0.0882676989, -0.032785926, 0.0884317607, 0.0525285751, -0.0119768437, -0.0180336256, -0.081212841, 0.0185394976, -0.0306257196, -0.0522551313, -0.050341025, -0.0341258012, -0.0519816875, 0.0782049596, -0.0813222229, -0.0755252093, -0.094174087, 0.0178558882, -0.0733923465, 0.0370516516, 0.0144241666, 0.0086613363, -0.1620975584, 0.026168583, -0.0093791261, -0.0544700287, 0.010288327, -0.1151745766, -0.0098918341, 0.0057765027, -0.0052501233, 0.0231743716, 0.0075197075, -0.0443526022, 0.0701657087, 0.051051978, 0.1800354719, -0.0472784527, 0.1207528338, -0.0605404824, -0.0704938397, 0.0383094922, -0.0177054945, 0.0201801602, -0.0661187395, -0.0114299562, 0.0579701103, 0.0247193296, -0.0546067506, 0.0344539322, 0.0232974216, -0.0176097881, -0.0392665453, 0.0308991633, -0.0011450464, -0.047251109, 0.0215883981, -0.0483995751, -0.002296929, -0.0730642155, -0.1199871898, -0.0691266209, 0.0201664884, -0.0182797257, -0.0035342625, -0.0268932097, -0.0987132564, 0.0226548277, 0.0575326011, -0.0559739694, 0.0762361661, -0.0390477926, -0.0342078358, -0.0898536742, 0.0863535926, -0.099916406, -0.1267686039, -0.0854785666, -0.0981116742, -0.0233794544, -0.0519270003, 0.0421923958, -0.0458838902, 0.0544426851, -0.0194008462, 0.0466221869, 0.0492745936, 0.0814862847, -0.0121682547, 0.0942287743, -0.0007566706, 0.075470522, -0.0330867134, 0.0337156355, -0.0078683486, -0.0650796518, 0.0858066976, 0.0204946212, 0.0120315319, 0.00893478, 0.0684703588, 0.0687984899, 0.0496847592, -0.0299421083, 0.0065113832, -0.0331414044, 0.0661187395, 0.01774651, -0.0401689112, -0.0182933975, -0.0031668223, 0.0847129226, 0.0725720152, -0.0131868329, 0.0876114294, -0.0107121654, -0.0708766654, -0.0055816742, -0.1217372343, -0.0112112006, -0.0486456715, -0.017555099, 0.0204399321, 0.0097824559, -0.0536223538, -0.0083878925, -0.0220805965, -0.0292038098, -0.0589545071, 0.0473331437, 0.0506144688, 0.0266471095, -0.0146976104, -0.0112180365, 0.0265240595, -0.0718610585, -0.0103840325, -0.0383094922, 0.0256080236, 0.1004086062, -0.06327492, 0.129174903, -0.049630072, -0.0086203199, 0.0820331722 ]
711.224
Moubariz Garaev Z.
M. Z. Garaev
A note on the least totient of a residue class
Improved version
null
null
null
math.NT
null
Let $q$ be a large prime number, $a$ be any integer, $\epsilon$ be a fixed small positive quantity. Friedlander and Shparlinksi \cite{FSh} have shown that there exists a positive integer $n\ll q^{5/2+\epsilon}$ such that $\phi(n)$ falls into the residue class $a \pmod q.$ Here, $\phi(n)$ denotes Euler's function. In the present paper we improve this bound to $n\ll q^{2+\epsilon}.$
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:19:48 GMT" }, { "version": "v2", "created": "Mon, 19 Nov 2007 19:57:45 GMT" } ]
2007-11-19T00:00:00
[ [ "Garaev", "M. Z.", "" ] ]
[ 0.0620164052, 0.0604881793, -0.0356668271, 0.0158122107, 0.0601430945, 0.0584176779, -0.0314518809, 0.0521568805, -0.0982501581, 0.0057863081, 0.0706927851, -0.040843077, -0.1189058572, 0.0338921137, 0.0275080726, 0.0493469164, 0.1236384287, -0.042938225, 0.0578261092, 0.1324134022, -0.0147769619, -0.0656151325, 0.0220237114, -0.0698547289, 0.0394380949, -0.0645305812, -0.0217156019, 0.0518117994, 0.039585989, -0.0119793219, 0.1574565917, -0.0269904472, -0.014012848, 0.0313779339, -0.1292583644, 0.0656151325, -0.0450826734, -0.0866652131, -0.1165395752, -0.037342947, -0.1105252653, 0.0163051877, -0.1180185005, 0.0290362984, 0.0958838686, 0.0644319877, 0.0688194782, 0.0288391076, -0.0036634293, -0.0217156019, 0.0427410379, 0.1004192531, -0.0604881793, 0.0499138385, -0.0762634203, -0.0629037619, -0.0597487167, 0.1028348356, 0.0819819421, 0.0743901059, 0.035099905, -0.1283710003, 0.0166009739, -0.0098348754, -0.0183140654, 0.0736999437, -0.1009122282, 0.0593543351, 0.1099336892, 0.1014545038, -0.0990882143, 0.0061714458, 0.0090461131, -0.0152945863, -0.009705469, 0.1035249978, -0.0450333767, 0.0925316289, -0.0373182967, 0.0207419731, 0.0319202095, 0.0077520506, 0.0428642817, 0.0152699379, -0.016391458, -0.0624600835, -0.0207173247, -0.0180922262, -0.1372445673, -0.0552133322, -0.0434312038, 0.0546710603, -0.031106798, 0.0446636416, 0.0217156019, -0.0768056884, 0.1003206596, 0.0413114056, -0.0368746184, -0.0303673334, -0.0448115356, -0.0359872617, 0.0359379649, -0.1373431683, 0.1102294773, 0.0175253041, -0.0537837036, 0.0126571637, -0.1598228812, 0.0417797342, 0.0223318208, -0.0413853526, -0.053537216, -0.0715308487, -0.0352970958, -0.0310575012, -0.0478186905, -0.0085716238, -0.0731083676, 0.0784325153, 0.0207419731, 0.0484102629, -0.0477447435, -0.0256594103, 0.0081710806, 0.0345822796, -0.0927781165, -0.0617206208, 0.0599459037, 0.0941091552, 0.0424945466, 0.0199532118, 0.0800593346, 0.0829678923, -0.0844468251, -0.0138403066, 0.1281738132, -0.0395613387, 0.0217772238, -0.0538330004, -0.0156026967, -0.011141262, 0.0020150403, 0.1025390476, -0.0397831798, 0.0465123057, -0.04330796, 0.0085408129, 0.1575551927, -0.0534879155, 0.0904611349, -0.0688687712, 0.0100998497, -0.0360612087, 0.0010629799, -0.0470545776, -0.0564950705, 0.030613821, -0.0186837986, -0.045403108, 0.0194725599, 0.0647277758, -0.0782846212, -0.0048126802, 0.1050039306, 0.0803551227, -0.0046894359, -0.0393395014, -0.0964754447, -0.0184619594, 0.0047356524, -0.0637418255, -0.0427410379, -0.0915949792, 0.0211240295, -0.0411635116, -0.0862215385, -0.0742422119, -0.0100690387, -0.0046339761, 0.0825242177, 0.0394134484, 0.010019741, -0.0209268387, 0.0719252303, -0.0101676341, 0.0164900534, 0.0466355495, 0.045255214, 0.0016437675, -0.0754253566, 0.0522554778, 0.0364062935, 0.043234013, 0.0156150209, -0.0809466913, -0.0194479115, -0.048903238, 0.0684250966, -0.0481391251, -0.0604881793, 0.1205819771, 0.0331280008, -0.045329161, 0.0200518072, -0.0787282959, -0.0110241799, -0.0707420856, -0.0478433408, 0.0481637754, -0.0196327772, 0.0252650306, 0.034113951, -0.0732069686, 0.0458221361, 0.074981682, -0.0033337516, 0.0546710603, -0.0600937977, 0.1475970745, -0.0717773363, -0.0355682336, 0.0429628752, 0.0823270231, -0.0454524048, 0.0040670536, 0.0221346319, 0.0661574081, -0.0259798449, 0.009631522, -0.0360365584, 0.066009514, -0.0507765487, -0.039659936, 0.0515653118, 0.0547203571, 0.0252896789, -0.0334730819, -0.0942570493, -0.149766162, -0.055558417, 0.0776930451, 0.0083436221, -0.0075055626, -0.0556077138, 0.0156026967, -0.0424699001, -0.0718759298, 0.118215695, -0.0921372548, -0.032782916, 0.0254375711, 0.0583683811, -0.0438995287, -0.0846440122, -0.0410156213 ]
711.2241
Kerry Soileau
Kerry M. Soileau
Bounds on the cardinality of partition
I'm no longer satisfied with my treatment of this topic
null
null
null
math.GM
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
If A is infinite and well-ordered, then |2^A|<=|Part(A)|<=|A^A|.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:51:17 GMT" }, { "version": "v10", "created": "Sun, 14 Aug 2022 14:03:30 GMT" }, { "version": "v2", "created": "Fri, 16 Nov 2007 19:29:16 GMT" }, { "version": "v3", "created": "Tue, 20 Nov 2007 18:16:59 GMT" }, { "version": "v4", "created": "Tue, 20 Nov 2007 21:17:54 GMT" }, { "version": "v5", "created": "Wed, 21 Nov 2007 22:23:24 GMT" }, { "version": "v6", "created": "Sun, 25 Nov 2007 22:37:12 GMT" }, { "version": "v7", "created": "Tue, 16 Jun 2009 18:10:23 GMT" }, { "version": "v8", "created": "Mon, 4 Jan 2016 21:39:40 GMT" }, { "version": "v9", "created": "Fri, 16 Nov 2018 16:50:32 GMT" } ]
2022-08-16T00:00:00
[ [ "Soileau", "Kerry M.", "" ] ]
[ 0.0862997919, -0.1180997118, 0.096149765, 0.0622498468, 0.0331499204, -0.0046999888, -0.0330749191, 0.0428248942, -0.0680498332, 0.0654998422, 0.053599868, -0.0731998235, 0.0350249149, 0.0636998415, 0.055949863, -0.0536998697, 0.0010531225, 0.0154124619, 0.052899871, 0.042549897, -0.0246624406, -0.0670498386, 0.0446498916, 0.0044281143, 0.0660498366, -0.0396249034, -0.0044812392, -0.0545498654, 0.0786498114, -0.0460248888, 0.0972497612, -0.0389999039, -0.0093937274, -0.0745498165, -0.0890497789, 0.1092997342, 0.0868997872, 0.0270749331, -0.0742498189, -0.0907497779, -0.0699998289, -0.0254249386, -0.1349996775, -0.0128749683, 0.0083499793, 0.0554998629, 0.0807998031, -0.0328249186, -0.1093997359, -0.0222499464, -0.087149784, 0.0418498963, 0.0284999311, -0.0018890579, -0.0153999627, 0.0319749229, -0.1078997329, 0.0921997726, 0.0060187355, -0.0375499092, 0.0129749682, 0.0170874577, 0.0345749147, 0.0776998103, -0.1597996056, -0.02832493, -0.030399926, 0.0090062283, 0.1704995781, 0.090699777, -0.1046997458, 0.0826497972, -0.1101997346, 0.1026997492, 0.0352249146, 0.0118624708, -0.0812998042, -0.0197499525, 0.0234749429, 0.0111499727, -0.0134374676, 0.0247249398, 0.087449789, -0.0446498916, 0.1033997461, 0.0035781162, 0.1194997057, 0.1298996806, -0.1426996589, -0.0147499638, 0.0047562383, -0.0150624635, -0.0143749649, -0.0282499306, 0.0786998048, -0.0082562296, 0.1539996266, 0.0003279289, -0.0205624495, 0.0601498522, -0.0880997851, -0.0129374685, -0.0004531239, -0.0257749371, 0.064549841, 0.0156499613, 0.0104999747, 0.0291499291, -0.0555498637, -0.0540498681, -0.075399816, -0.0200749505, -0.0183624551, -0.02026245, -0.0371999107, -0.0580498576, -0.0553498641, 0.0965997651, -0.0094499765, -0.0656498373, 0.0675498322, -0.0352749154, 0.0294999275, -0.0166499596, 0.0649498403, -0.057149861, 0.0043968642, 0.0402499028, 0.0221874453, 0.0030374925, 0.1029997468, 0.0293249283, 0.0450248905, -0.054099869, -0.0157749616, -0.0021968696, -0.0280499309, -0.0054624868, 0.1077997386, -0.0468998849, -0.0351749137, 0.0293999277, -0.00416874, 0.0065562339, -0.0502498783, 0.0201249514, -0.0467498861, 0.0048718629, 0.0427998938, -0.0511998758, -0.0262249354, -0.0455498882, 0.074899815, 0.0701498315, 0.0025390564, -0.0750998184, -0.080849804, -0.0039531155, 0.0489748791, 0.0097812265, 0.0476248823, 0.0469998866, 0.0043218643, -0.0104437247, -0.02473744, 0.0253124386, -0.0587498583, 0.0736998171, -0.0564498603, -0.0811998025, 0.0647998452, -0.0027437434, 0.0051374873, -0.1032997444, 0.0034718665, 0.0068999832, -0.1821995527, 0.0090624783, -0.0805997998, 0.0496248789, 0.0509748757, 0.121099703, -0.0113624725, -0.0769998133, 0.0102749746, 0.1244996935, 0.0673498362, 0.0030687426, -0.0523498729, -0.114799723, 0.0670498386, 0.0956997648, 0.0558498651, 0.1465996355, 0.0795998052, -0.1051997468, 0.0331999175, 0.0509748757, -0.0284499303, 0.0221999455, 0.0249874387, 0.0375749096, 0.0190374535, -0.0051749875, 0.0887497813, -0.0935997739, 0.0216624476, 0.0542498678, 0.0076937312, -0.0952497646, -0.0097249765, -0.0191124529, -0.0646498427, -0.0615998507, 0.0954997689, 0.0147749642, 0.069299832, 0.0634998456, 0.0532998703, 0.0251999386, -0.1072997376, 0.0072374824, 0.0235124435, 0.0174749568, -0.0412998982, -0.0386999063, 0.0897997841, -0.0710998252, -0.0140999658, 0.0304749254, -0.0248999391, 0.0327749215, -0.0139249656, -0.0248249397, -0.136899665, -0.0577998571, -0.0075249816, -0.0321749225, -0.1555996239, -0.0703998283, -0.0407749005, 0.0767498091, -0.0810497999, 0.0242124405, 0.0016187461, -0.0851497948, 0.046799887, 0.0675498322, 0.0050343629, -0.0416498967, 0.0304999258, -0.0449498892, -0.0011640596, -0.0101437252, -0.1274996847, 0.0330999196 ]
711.2242
Marco Tarzia
M. M\'ezard, M.Tarzia, C. Toninelli
Group testing with Random Pools: Phase Transitions and Optimal Strategy
null
null
10.1007/s10955-008-9528-9
null
cond-mat.stat-mech
null
The problem of Group Testing is to identify defective items out of a set of objects by means of pool queries of the form "Does the pool contain at least a defective?". The aim is of course to perform detection with the fewest possible queries, a problem which has relevant practical applications in different fields including molecular biology and computer science. Here we study GT in the probabilistic setting focusing on the regime of small defective probability and large number of objects, $p \to 0$ and $N \to \infty$. We construct and analyze one-stage algorithms for which we establish the occurrence of a non-detection/detection phase transition resulting in a sharp threshold, $\bar M$, for the number of tests. By optimizing the pool design we construct algorithms whose detection threshold follows the optimal scaling $\bar M\propto Np|\log p|$. Then we consider two-stages algorithms and analyze their performance for different choices of the first stage pools. In particular, via a proper random choice of the pools, we construct algorithms which attain the optimal value (previously determined in Ref. [16]) for the mean number of tests required for complete detection. We finally discuss the optimal pool design in the case of finite $p$.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 16:52:31 GMT" } ]
2009-11-13T00:00:00
[ [ "Mézard", "M.", "" ], [ "Tarzia", "M.", "" ], [ "Toninelli", "C.", "" ] ]
[ 0.0037803159, -0.0066380347, 0.0904877707, -0.0015945605, 0.0499068312, -0.0383160822, 0.0494805016, 0.071356371, -0.0634693354, 0.0511058718, 0.1078605726, -0.0592060722, -0.1144686267, 0.021702677, 0.0048927614, 0.0477219075, 0.0171596352, -0.0512657464, -0.0407408141, 0.0545164831, -0.0061983857, 0.0492939837, -0.0084732361, -0.0943779945, -0.0161870793, -0.0394618325, 0.0480682962, 0.064695023, 0.0502798669, -0.0163069833, 0.0917667523, -0.0102518164, -0.0754597634, 0.0267519783, 0.0115974089, 0.0135891531, -0.0235412084, 0.1180924028, -0.0525447242, 0.0612844154, -0.0050426414, -0.0305889156, -0.1176660731, 0.019038137, 0.0686918348, 0.0383693725, 0.0892087892, -0.1258728653, 0.0114508597, -0.0055955336, -0.125020206, 0.1037571803, -0.0551559739, -0.0500400551, 0.0057021151, 0.0558487549, -0.0185185522, 0.0247136056, 0.0786572099, -0.031787958, 0.0248201881, -0.0037869771, -0.0387424082, 0.041140493, -0.0657075495, 0.0056521548, -0.1097790375, -0.0170663763, 0.0561152063, 0.0727419332, -0.0330402926, -0.0707168877, 0.0585132912, -0.0138822524, -0.0180655792, 0.0431921892, -0.034452498, 0.0606449246, -0.0746071115, 0.0432188362, 0.0104716411, -0.0136957346, 0.0446843319, 0.0495604388, 0.0076738745, -0.0836132541, 0.0053857011, -0.0311484691, -0.0957635567, -0.1044499576, -0.0844659135, 0.0196376573, -0.0574474782, 0.1158541888, -0.0213696081, -0.1658409536, 0.0927792713, 0.0438583232, 0.040048033, -0.0417799838, 0.0120437201, -0.0032907065, 0.0729551017, -0.0576606393, 0.133866474, -0.0517453626, -0.0990675911, 0.0777512714, -0.1053026095, 0.0832402185, 0.0011557441, -0.017346153, -0.0943779945, 0.0474820994, -0.0615508668, 0.0154942991, 0.0167333093, -0.0761525482, -0.0059119477, 0.0313083418, 0.0011124454, -0.0628831387, 0.0330935828, -0.0684253797, 0.000813101, -0.0208766684, 0.1116975099, -0.1826808453, -0.0003607537, -0.0098321512, 0.050919354, 0.0374634303, -0.0102518164, 0.0463097021, -0.0185318738, -0.003563822, -0.0414335914, 0.0644285679, -0.0112576801, -0.0177591573, -0.0169198271, 0.0063782418, -0.0156275257, 0.0622969382, -0.0924595296, -0.0281108953, 0.017439412, 0.0542233847, -0.0081534917, 0.0475886799, -0.0617107414, -0.0489475951, -0.0121169947, 0.0393552519, 0.0026195757, -0.1188384742, -0.0808421373, 0.0926726907, 0.0148015181, -0.0501466393, -0.0006611389, 0.0298961364, 0.0321077034, 0.0601653084, 0.0852652714, 0.1258728653, -0.0496936664, -0.02058357, -0.0534506664, 0.0853718519, 0.052731242, 0.0082134437, -0.0572876036, 0.0385026, 0.0662404597, -0.036237739, -0.1639224887, -0.1011992171, -0.0419665016, -0.0649081916, -0.0667733699, -0.0252331924, 0.0220090989, 0.0145217413, -0.1003465652, -0.0952839404, 0.0177325122, -0.0030442367, -0.0152145224, -0.0288036745, -0.0427658632, -0.0144151598, 0.0463097021, 0.0302958172, 0.0053823702, -0.1350388676, 0.1143620461, 0.0879298151, 0.0556355901, -0.0155209443, -0.0682122186, 0.0081468299, 0.0476952605, -0.0502265729, -0.0122968508, -0.0569145679, 0.0194111727, 0.0994939134, -0.0431921892, 0.0135225393, -0.0316014402, 0.0157873984, 0.0221023578, 0.0110978084, 0.0297362637, -0.069171451, -0.1043433771, 0.0603251792, 0.0146682914, 0.1720226854, -0.0045497017, 0.0459366664, 0.0329870023, 0.0347988904, -0.0869705752, 0.0508660637, 0.1467628479, -0.0450573675, 0.0964030474, -0.0966695026, -0.0285638664, -0.0091793397, -0.1019452885, -0.0587797463, -0.0058952942, 0.0230749138, -0.0219824538, -0.000185477, -0.0861712173, -0.1583802402, -0.0122502213, 0.0487610772, -0.0441514254, -0.1083934754, -0.1019985825, -0.0063849036, -0.1022117436, -0.0111910673, 0.0383160822, -0.0723688975, -0.0562750809, -0.1170265824, 0.0151612312, -0.0494272113, -0.0381029174, 0.0482015237 ]
711.2243
Bernard Jancovici
Bernard Jancovici and Ladislav \v{S}amaj
Guest Charge and Potential Fluctuations in Two-Dimensional Classical Coulomb Systems
21 pages. Latex. Appendix moved, with changes, to new subsection 2.3. Description of the Appendix at the end of the Introduction, from an earlier version, deleted
J.Stat.Phys. 131, 613 (2008)
10.1007/s10955-008-9515-1
LPT-07-116
cond-mat.stat-mech
null
A known generalization of the Stillinger-Lovett sum rule for a guest charge immersed in a two-dimensional one-component plasma (the second moment of the screening cloud around this guest charge) is more simply retrieved, just by using the BGY hierarchy for a mixture of several species; the zeroth moment of the excess density around a guest charge immersed in a two-component plasma is also obtained. The moments of the electric potential are related to the excess chemical potential of a guest charge; explicit results are obtained in several special cases.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:00:39 GMT" }, { "version": "v2", "created": "Thu, 21 Feb 2008 08:48:54 GMT" }, { "version": "v3", "created": "Tue, 8 Apr 2008 13:40:51 GMT" } ]
2008-04-08T00:00:00
[ [ "Jancovici", "Bernard", "" ], [ "Šamaj", "Ladislav", "" ] ]
[ -0.0152325686, -0.0047610346, -0.0596688911, 0.0125041427, -0.0500988364, 0.014601877, -0.0901614502, -0.0235549528, -0.0527312867, -0.0251728129, 0.0604366884, -0.0168915614, -0.0305199791, 0.0601076335, -0.0043805633, 0.0878580585, -0.009604333, 0.0576945543, 0.0219782237, 0.054815311, -0.1450041831, 0.0477405973, 0.0808930248, 0.0452178307, -0.1151697338, -0.0176045168, -0.0192635097, 0.0301360805, 0.0074586114, -0.0773282498, 0.1632119715, -0.0339202285, -0.0914228335, -0.1343646944, -0.0492213517, 0.088077426, -0.0491939299, 0.1387521029, -0.0541846193, 0.0132033871, -0.0622465014, 0.0454372019, -0.0099059679, 0.0654822215, -0.0008423501, -0.002632451, -0.0341121778, -0.0086308746, 0.0862676129, 0.0647144243, -0.0162060261, -0.0063686119, 0.0526215993, -0.0460130498, -0.0227323119, -0.0126069728, 0.0071843979, 0.0803994462, 0.0196885411, -0.084622331, -0.0015930099, -0.0971813202, 0.0406110436, 0.0390206017, -0.0266261455, 0.0713503957, -0.060765747, 0.0101938928, 0.0172069073, 0.0171931963, -0.0284907985, -0.046177581, 0.0263930634, -0.0544862524, -0.0171657745, 0.0165076628, 0.0182763394, -0.0849513933, -0.0126549602, 0.0742022172, 0.077602461, -0.0504553132, 0.0820995718, 0.0101938928, -0.0325491615, 0.0221701749, 0.0201821253, 0.0121202432, -0.1068884805, 0.0212926902, -0.0545410961, 0.02270489, -0.0615335442, 0.0128331995, 0.0930132717, -0.002217703, 0.1458816677, -0.0398706645, 0.0593398362, 0.017577095, -0.0112496149, 0.0475760698, 0.0143413739, -0.0451629907, 0.2199193537, -0.0350719281, -0.0614787005, 0.1008557826, -0.0838545337, 0.0310958289, 0.0348799787, 0.0630142987, -0.0509214774, 0.0363881513, -0.0755184442, -0.0129291741, -0.0198256467, 0.037841484, -0.1791163534, 0.0666339174, -0.0050181099, -0.0389109179, 0.0856643468, -0.0615883879, 0.0901066065, -0.0360865183, -0.0756829679, -0.0767249838, -0.1070530117, -0.0769991949, 0.1149503663, -0.0988266021, -0.0379511714, -0.1038172916, -0.0609302744, 0.0463421084, 0.0926293731, -0.0457114168, 0.0574203394, -0.0805091262, 0.0914776772, 0.0721181929, 0.078918688, 0.0004974407, 0.0168778505, 0.105352886, 0.0398158245, 0.0607109033, -0.0350170843, -0.0629046112, -0.0031466016, -0.0061972286, 0.0163020026, -0.0211418737, -0.0155616254, -0.0919712633, 0.0936165452, 0.0897227079, 0.0013076564, -0.0175222531, -0.0226226263, 0.001061721, -0.0397335589, -0.0544314086, 0.1048044562, 0.0435999706, -0.0973458439, -0.0410497859, -0.0372107923, -0.1262479722, -0.026214825, -0.0481519178, -0.0887903795, -0.0747506395, 0.0890097544, 0.053499084, -0.0352638774, -0.0974555314, 0.0019177818, 0.0279012397, 0.0632336661, 0.00316374, 0.0890097544, -0.0452452525, 0.0217040107, 0.0046170726, 0.0137929469, 0.0839093775, -0.047548648, -0.028627906, 0.0193320625, 0.0293682832, 0.0613690168, 0.1425911039, -0.049989149, -0.0677307695, 0.0567073822, 0.0681146756, 0.0592301488, 0.0098374151, -0.0067833601, -0.0424756967, 0.0825931504, -0.0255430024, -0.071295552, -0.0196474083, 0.0590656213, -0.0307393502, -0.0918615758, -0.0463421084, 0.0274350755, -0.0728859901, -0.0275447611, 0.0065434235, -0.1297578961, -0.0020925929, -0.0992105007, 0.0505924188, -0.0625755563, 0.0870902538, -0.0572009683, 0.0671275035, -0.0084800571, 0.0085486108, -0.0263519324, 0.0185642652, 0.0132376645, -0.0635627285, 0.0386915468, -0.0108999927, 0.0461227372, 0.0022982531, -0.0384995975, -0.16046983, 0.0271060206, -0.0078493655, 0.031891048, 0.0837448537, -0.0458485223, 0.0144373486, -0.0389931835, 0.0649337918, -0.0504553132, -0.009055906, 0.060820587, -0.0208128169, -0.042722486, 0.0273116808, 0.1533402801, -0.0002375804, -0.0575300232, 0.0467808507, 0.0921906307, -0.0027078597, -0.0838545337, -0.0327136889 ]
711.2244
Jos\'e Eduardo S. Costa
J. E. S. Costa, S. O. Kepler, D. E. Winget, M. S. O'Brien, S. D. Kawaler, A. F. M. Costa, O. Giovannini, A. Kanaan, A. S. Mukadam, F. Mullally, A. Nitta, J. L. Proven\c{c}al, H. Shipman, M. A. Wood, T. J. Ahrens, A. Grauer, M. Kilic, P. A. Bradley, K. Sekiguchi, R. Crowe, X. J. Jiang, D. Sullivan, T. Sullivan, R. Rosen, J. C. Clemens, R. Janulis, D. O'Donoghue, W. Ogloza, A. Baran, R. Silvotti, S. Marinoni,, G. Vauclair, N. Dolez, M. Chevreton, S. Dreizler, S. Schuh, J. Deetjen, T. Nagel, J.-E. Solheim, J. M. Gonzalez Perez, A. Ulla, Martin Barstow, M. Burleigh, S. Good, T.S. Metcalfe, S.-L. Kim, H. Lee, A. Sergeev, M.C. Akan, \"O. \c{C}akirli, M. Paparo, G. Viraghalmy, B. N. Ashoka, G. Handler, \"Ozlem H\"urkal, F. Johannessen, S. J. Kleinman, R. Kalytis, J. Krzesinski, E. Klumpe, J. Larrison, T. Lawrence, E. Mei\v{s}tas, P. Martinez, R. E. Nather, J.-N. Fu, E. Pak\v{s}tien\.e, R. Rosen, E. Romero-Colmenero, R. Riddle, S. Seetha, N. M. Silvestri, M. Vu\v{c}kovi\'c, B. Warner, S. Zola, L. G. Althaus, A. H. C\'orsico and M. H. Montgomery
The pulsation modes of the pre-white dwarf PG 1159-035
25 pages, 11 figures, appendix with 6 long tables. The resolution of some of the figures were changed and some of them can appear with a bit lower quality
2008A&A...477..627
10.1051/0004-6361:20053470
null
astro-ph
null
PG 1159-035, a pre-white dwarf with T_eff=140,000 K, is the prototype of both two classes: the PG1159 spectroscopic class and the DOV pulsating class. Previous studies of PG 1159-035 photometric data obtained with the Whole Earth Telescope (WET) showed a rich frequency spectrum allowing the identification of 122 pulsation modes. In this work, we used all available WET photometric data from 1983, 1985, 1989, 1993 and 2002 to identify the pulsation periods and identified 76 additional pulsation modes, increasing to 198 the number of known pulsation modes in PG 1159-035, the largest number of modes detected in any star besides the Sun. From the period spacing we estimated a mass M = 0.59 +/- 0.02 solar masses for PG 1159-035, with the uncertainty dominated by the models, not the observation. Deviations in the regular period spacing suggest that some of the pulsation modes are trapped, even though the star is a pre-white dwarf and the gravitational settling is ongoing. The position of the transition zone that causes the mode trapping was calculated at r_c = 0.83 +/- 0.05 stellar radius. From the multiplet splitting, we calculated the rotational period P_rot = 1.3920 +/- 0.0008 days and an upper limit for the magnetic field, B < 2000 G. The total power of the pulsation modes at the stellar surface changed less than 30% for l=1 modes and less than 50% for l=2 modes. We find no evidence of linear combinations between the 198 pulsation mode frequencies. PG 1159-035 models have not significative convection zones, supporting the hypothesis that nonlinearity arises in the convection zones in cooler pulsating white dwarf stars.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:19:21 GMT" }, { "version": "v2", "created": "Tue, 18 Dec 2007 12:43:29 GMT" } ]
2007-12-18T00:00:00
[ [ "Costa", "J. E. S.", "" ], [ "Kepler", "S. O.", "" ], [ "Winget", "D. E.", "" ], [ "O'Brien", "M. S.", "" ], [ "Kawaler", "S. D.", "" ], [ "Costa", "A. F. M.", "" ], [ "Giovannini", "O.", "" ], [ "Kanaan", "A.", "" ], [ "Mukadam", "A. S.", "" ], [ "Mullally", "F.", "" ], [ "Nitta", "A.", "" ], [ "Provençal", "J. L.", "" ], [ "Shipman", "H.", "" ], [ "Wood", "M. A.", "" ], [ "Ahrens", "T. J.", "" ], [ "Grauer", "A.", "" ], [ "Kilic", "M.", "" ], [ "Bradley", "P. A.", "" ], [ "Sekiguchi", "K.", "" ], [ "Crowe", "R.", "" ], [ "Jiang", "X. J.", "" ], [ "Sullivan", "D.", "" ], [ "Sullivan", "T.", "" ], [ "Rosen", "R.", "" ], [ "Clemens", "J. C.", "" ], [ "Janulis", "R.", "" ], [ "O'Donoghue", "D.", "" ], [ "Ogloza", "W.", "" ], [ "Baran", "A.", "" ], [ "Silvotti", "R.", "" ], [ "Marinoni", "S.", "" ], [ "Vauclair", "G.", "" ], [ "Dolez", "N.", "" ], [ "Chevreton", "M.", "" ], [ "Dreizler", "S.", "" ], [ "Schuh", "S.", "" ], [ "Deetjen", "J.", "" ], [ "Nagel", "T.", "" ], [ "Solheim", "J. -E.", "" ], [ "Perez", "J. M. Gonzalez", "" ], [ "Ulla", "A.", "" ], [ "Barstow", "Martin", "" ], [ "Burleigh", "M.", "" ], [ "Good", "S.", "" ], [ "Metcalfe", "T. S.", "" ], [ "Kim", "S. -L.", "" ], [ "Lee", "H.", "" ], [ "Sergeev", "A.", "" ], [ "Akan", "M. C.", "" ], [ "Çakirli", "Ö.", "" ], [ "Paparo", "M.", "" ], [ "Viraghalmy", "G.", "" ], [ "Ashoka", "B. N.", "" ], [ "Handler", "G.", "" ], [ "Hürkal", "Özlem", "" ], [ "Johannessen", "F.", "" ], [ "Kleinman", "S. J.", "" ], [ "Kalytis", "R.", "" ], [ "Krzesinski", "J.", "" ], [ "Klumpe", "E.", "" ], [ "Larrison", "J.", "" ], [ "Lawrence", "T.", "" ], [ "Meištas", "E.", "" ], [ "Martinez", "P.", "" ], [ "Nather", "R. E.", "" ], [ "Fu", "J. -N.", "" ], [ "Pakštienė", "E.", "" ], [ "Rosen", "R.", "" ], [ "Romero-Colmenero", "E.", "" ], [ "Riddle", "R.", "" ], [ "Seetha", "S.", "" ], [ "Silvestri", "N. M.", "" ], [ "Vučković", "M.", "" ], [ "Warner", "B.", "" ], [ "Zola", "S.", "" ], [ "Althaus", "L. G.", "" ], [ "Córsico", "A. H.", "" ], [ "Montgomery", "M. H.", "" ] ]
[ 0.0480075479, 0.0313861519, 0.0660730004, -0.0365729704, -0.0108156968, 0.0850520432, 0.1140510812, 0.0100936685, 0.0487443134, -0.0227954816, -0.0369560868, 0.0174171031, -0.1147583723, -0.1029112116, 0.1199451908, 0.0920071006, -0.0046895035, -0.0183454268, -0.0648941845, 0.1137563735, -0.0336259119, -0.0879991055, -0.0214840416, 0.0157520156, 0.0229428336, -0.1038542688, -0.0819871053, -0.0445889644, 0.1053277925, -0.0981369764, 0.0618881844, -0.0487148426, -0.0660730004, -0.0908282772, -0.1120470837, -0.0320345014, -0.0058093849, 0.1622059792, -0.1347394139, -0.0186548661, -0.0963098034, -0.0495694876, -0.0313861519, 0.0988442674, -0.0721439421, -0.0135417236, 0.0063877446, 0.0094453152, 0.0065166783, -0.0006009232, -0.0428796709, 0.0912998095, 0.0285127703, 0.0189790428, 0.0059825242, -0.1032059118, -0.0098579032, 0.0566129535, -0.025167862, -0.0423786715, -0.0097400211, -0.0652478263, -0.0039527393, -0.1114576682, 0.0472118445, -0.0157078113, -0.0014468204, 0.0374570861, -0.0639511198, 0.0489800759, 0.0272160657, 0.0208504237, -0.0002456648, -0.0739711151, 0.0386948511, 0.0041258787, 0.0703757033, -0.0452962555, -0.0452667847, 0.0093348008, 0.0844626352, 0.0361898504, -0.0305904448, -0.0117661227, -0.0035162065, 0.0302662682, 0.0118840048, 0.0538721904, -0.0940700397, 0.0375749692, -0.0138732679, -0.081692405, 0.011515623, 0.0159141049, -0.0056215101, -0.0813976973, 0.0223092157, -0.0915355682, 0.0648941845, 0.0208356883, -0.0914766267, 0.0452962555, 0.0483611934, 0.084226869, -0.0258604195, 0.0676054731, -0.0399915539, 0.0279675648, -0.0796884075, 0.0389011428, 0.0620650053, 0.0923607498, 0.0047779153, 0.0728512332, -0.0016540354, 0.0002953963, 0.0136006651, 0.0136227682, -0.0677822977, 0.0491569005, -0.0805135816, 0.0223092157, -0.0041369302, 0.0135269891, 0.0203346889, -0.0184338372, 0.0516618975, -0.0134385768, -0.079098992, -0.0657783002, 0.0214251, -0.0309146214, 0.0314156227, -0.0557288341, -0.0497463122, 0.0672518238, 0.0560530126, 0.0722028837, 0.0587053634, 0.0504536033, 0.1328532994, 0.0280854478, 0.0427617878, 0.1511250436, 0.0826944038, 0.0895315707, -0.0329480916, 0.0214840416, -0.1035595611, 0.0335080326, -0.0354825594, 0.0346868522, -0.0377812609, -0.0220439825, 0.0432038456, -0.0739711151, 0.0505714864, 0.0562887751, -0.0704346448, -0.0812798142, 0.044087965, -0.1057403833, -0.021646129, 0.0013003886, 0.0343037359, 0.0743837059, -0.0432627872, -0.0225302465, -0.1565476358, -0.0714366436, 0.041494552, -0.0328007378, -0.0360719711, -0.0004950134, -0.0104399472, 0.0868792236, -0.0007929424, -0.0614755973, -0.0350699723, -0.0904746279, 0.0165329855, 0.0257130675, 0.0760929957, -0.0158551633, 0.0008689212, -0.0744426474, 0.0581159517, 0.0282033291, 0.0749731138, 0.0008035334, 0.050070487, 0.0222208053, 0.0774486437, 0.0539900735, -0.045620434, -0.0693737045, 0.0607683025, 0.0237974804, -0.0812798142, -0.038576968, 0.0442058444, 0.1012019143, 0.1102199107, -0.1035595611, -0.082281813, -0.0627723038, 0.0404336117, 0.1023807377, -0.0504536033, 0.0527817793, 0.0796884075, 0.0182570145, 0.029588446, -0.0030317842, -0.0706114694, -0.0053489073, -0.0407283194, 0.0699041784, 0.1075086147, 0.0174318384, -0.0369560868, 0.0709061772, -0.0014385319, 0.1783558577, 0.035276264, -0.0065129944, 0.1230690703, 0.0921249837, 0.0402862616, 0.0457383133, -0.0009347695, 0.0138585325, -0.0718492344, -0.0562298372, 0.0104546826, -0.0483022556, -0.1025575623, 0.1266055405, 0.0135785621, -0.0927733332, -0.0579391271, 0.0827533454, -0.0383117311, 0.0235027745, -0.0943058059, -0.055198364, -0.0541668944, -0.0920071006, 0.0147352815, 0.0281738583, 0.1431090534, -0.0855825171, -0.0426144339, -0.0428207293, -0.079098992, 0.0379875563 ]
711.2245
Maxim Shirokov Evgenyevich
M.E.Shirokov, A.S.Holevo
On approximation of quantum channels
26 pages
Problems of Information Transmission, Vol. 44, No. 2, (2008), 3-22
null
null
quant-ph
null
We develop an approximation approach to infinite dimensional quantum channels based on detailed investigation of the continuity properties of entropic characteristics of quantum channels and operations (trace-nonincreasing completely positive maps) as functions of a pair ``channel, input state''. The obtained results are then applied to the following problems: continuity of the $\chi$-capacity as function of a channel; strong additivity of the $\chi$-capacity for infinite dimensional channels; the analytical expression for the convex closure of the output entropy of arbitrary quantum channel.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:05:34 GMT" } ]
2008-12-17T00:00:00
[ [ "Shirokov", "M. E.", "" ], [ "Holevo", "A. S.", "" ] ]
[ 0.0060502957, -0.0103909774, -0.0950429589, 0.0178958941, 0.0384112634, -0.0238998272, 0.0346790887, 0.0974538103, -0.0922148526, 0.035699062, 0.1210059151, 0.0485414527, -0.0695899948, 0.0856777504, 0.0261020418, 0.0127033032, 0.0300660301, 0.0009424611, 0.0543367565, 0.0385967158, -0.0961556584, -0.0115616284, 0.0583239235, 0.0851677656, -0.0707026869, -0.0883667693, 0.00373797, 0.070285432, 0.0985665023, -0.0497005135, 0.0499786884, -0.0288142432, 0.0199937932, -0.0116891256, 0.0022442308, 0.1588376462, -0.0120542292, 0.1019046009, -0.096990183, 0.0258238688, -0.050210502, 0.0789088383, -0.043997936, 0.1036663726, 0.0179654378, -0.0160877593, 0.0088262456, 0.0125410343, 0.0073426482, -0.0129235247, -0.0493296161, 0.0139666786, -0.0341922864, -0.0850286782, 0.0494687036, -0.0434879512, 0.0016487635, -0.0440211184, 0.0219526067, -0.030622378, 0.0811805949, -0.1481743008, -0.0478923805, -0.0338445678, -0.0476605669, 0.06342379, -0.0245025381, 0.0675500482, 0.0270756539, 0.0191244986, -0.0645364895, 0.0397094116, 0.021071719, -0.0375767425, 0.0355599746, 0.0805778876, -0.0174438599, 0.1725609303, 0.0161341224, 0.0268206596, 0.0081597855, 0.0286287945, 0.0903139934, -0.016841149, -0.0603638701, 0.0221264642, 0.0386662595, -0.0433720425, -0.1024609506, -0.0354672521, -0.0377390087, 0.0542903952, -0.023088485, -0.0164586585, 0.0748289451, -0.0238302834, 0.1207277402, 0.0006697197, -0.013618961, -0.0272147413, 0.0046623209, 0.0328245945, 0.0484950915, -0.0120310476, 0.2115980834, -0.0330100432, -0.010576427, 0.0318046212, -0.0530849695, -0.0333345793, 0.0439283922, -0.0736698881, -0.0858632028, -0.0608738586, -0.0079627456, -0.0975465328, 0.0442761108, 0.0083046686, -0.022242371, 0.1288875341, -0.0302514788, -0.0430938676, 0.1184096187, 0.0178611223, 0.0581848361, -0.0916121453, 0.0110284602, -0.0261484049, -0.0526677072, 0.0093594138, 0.0852604881, 0.0290460568, -0.0338909291, -0.0710272267, 0.0151605112, -0.0407757498, -0.0039900658, 0.0731598958, 0.0758489221, -0.1124752313, -0.0184058808, 0.0717226639, 0.1078389883, -0.0024325782, 0.0510450229, 0.0791406482, -0.0391994268, -0.000224568, 0.1320401728, -0.0890158489, -0.0379012786, -0.0707026869, -0.0199358407, -0.0304137468, -0.0424216129, -0.0955065861, -0.0216860212, 0.0487732664, 0.0354440697, -0.0859559253, 0.0489123538, 0.0879495069, -0.0838232562, -0.0698681697, 0.1273111999, -0.0038422856, -0.0702390671, 0.0116369678, -0.0553103685, -0.1045008972, -0.0862804651, 0.0279101767, -0.0028614306, -0.024015734, 0.0381330922, -0.0637946874, -0.0132712424, -0.1425180733, -0.042189803, 0.0872077122, -0.016760014, -0.0011829662, 0.115442425, 0.0304137468, 0.016644109, 0.0345863663, 0.0585093722, 0.0800215378, 0.0804851577, -0.050813213, -0.117667824, 0.0547076538, 0.1051499695, 0.116462402, -0.0546149313, -0.1036663726, 0.038758982, 0.0620792806, 0.0382258147, -0.1203568429, 0.0366031304, 0.0231812093, 0.1187805235, 0.0001914261, 0.0647219345, -0.0160182156, 0.0874858871, 0.0585557371, -0.0816905871, 0.0277015455, 0.0096028158, 0.0142448535, 0.0279565398, -0.010576427, 0.012089001, 0.0279797204, -0.0968047306, 0.0578139387, -0.1203568429, 0.0032105977, -0.0618011057, -0.0302282982, 0.0432561375, 0.0515550114, -0.083127819, 0.0456438027, 0.050813213, -0.0779352263, 0.0693581775, -0.0861413777, 0.04045121, 0.0414943658, -0.0173511356, 0.0049231094, -0.0344240963, -0.0765443519, 0.0932348296, -0.0027904382, -0.0391067006, -0.1354709864, 0.0018414573, 0.0912876055, -0.0518331863, -0.0632383376, 0.0003323244, 0.0025108147, -0.0402194001, -0.0191476792, -0.040984381, -0.0746434927, -0.0000798212, 0.0296024047, 0.0525749847, -0.0105416551, -0.0136421425, -0.0159486718 ]
711.2246
Dmitri Nikonov
Dmitri E. Nikonov, George I. Bourianoff, Paolo A. Gargini
Simulation of highly idealized, atomic scale MQCA logic circuits
34 pages, 12 figures
null
null
null
cond-mat.mes-hall cond-mat.str-el
null
Spintronics logic devices based on majority gates formed by atomic-level arrangements of spins in the crystal lattice is considered. The dynamics of switching is modeled by time-dependent solution of the density-matrix equation with relaxation. The devices are shown to satisfy requirements for logic. Switching speed and dissipated energy are calculated and compared with electronic transistors. The simulations show that for the highly idealized case assumed here, it is possible to trade off size for speed and achieve lower power operation than ultimately scaled CMOS devices.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:10:04 GMT" } ]
2007-11-15T00:00:00
[ [ "Nikonov", "Dmitri E.", "" ], [ "Bourianoff", "George I.", "" ], [ "Gargini", "Paolo A.", "" ] ]
[ 0.0204426516, 0.1219106019, -0.0979011357, -0.0766599402, -0.0005282016, 0.0048844097, -0.0439996123, -0.0046415199, -0.1196746901, -0.0593582205, 0.0834741592, -0.012497168, -0.0470340699, 0.0819835514, 0.022745112, -0.0209350847, -0.0638832897, 0.0119514978, 0.1201005802, 0.0091233319, -0.0796943977, -0.0354552232, 0.0274431948, -0.0648947731, -0.064681828, -0.0081783915, 0.0423492938, 0.0771390721, 0.0746369734, -0.0345502123, 0.0639897585, -0.0129696382, -0.0622862056, -0.1220170781, -0.1301089674, 0.0770325959, -0.0669177398, -0.0429348908, -0.1092404202, 0.015771186, -0.0525972396, -0.0790023282, -0.0353221335, 0.0593582205, 0.0766599402, 0.0038695971, -0.0473534875, 0.0025902677, 0.0180337187, 0.0016311866, -0.0345502123, 0.0384098254, 0.0234637987, 0.0193513129, -0.0007661004, -0.0291733667, -0.0119448435, 0.0614876635, 0.0593582205, 0.0793217495, 0.0217469353, -0.0534756333, 0.0142539581, 0.0397939645, -0.0457297862, 0.0167959817, -0.0170887783, 0.0266047269, 0.0386760049, 0.0948134437, -0.0460758209, 0.0241824854, 0.0934825391, 0.0390752777, 0.0408054478, -0.0577611364, -0.0399802886, 0.109772779, 0.0496958718, 0.0650012419, -0.0685148239, -0.024009468, 0.1043959409, -0.0671306849, 0.0049842275, -0.0069872346, -0.0322344415, -0.0113126654, -0.0595711656, -0.114989914, 0.0512397178, 0.0311963391, -0.0279755555, 0.0255133882, 0.0389155671, 0.0156780239, 0.0956652239, 0.1114763319, 0.0198570546, 0.0340178497, -0.0591985136, -0.1035441607, 0.0973687768, -0.0195243303, 0.1928210557, -0.059837345, -0.0309035406, -0.0145999929, -0.0676630512, 0.0217602439, 0.0282949731, -0.0554187521, -0.0905013233, 0.0320214964, -0.1096663103, -0.0704313219, 0.0475664288, -0.0566431805, 0.003129283, 0.0618070811, -0.0086841341, 0.0320481136, 0.0228648931, -0.1015211865, 0.0488973334, 0.0236101989, -0.0018782351, -0.088531591, 0.0482318811, 0.1049282998, 0.0292798392, 0.0037365069, 0.0623926781, -0.0228915103, -0.0255133882, 0.0094028208, -0.0452772789, 0.0960911065, 0.0639897585, -0.0170887783, 0.0716025159, -0.0323142968, 0.0876798108, 0.0680356994, 0.0519850254, 0.0758081675, -0.0297589637, 0.0122642601, -0.0804929435, 0.0228648931, 0.033512108, -0.1400108635, 0.057122305, -0.0122043695, 0.0407522134, -0.0950796232, -0.0182200465, -0.0202962533, 0.0481254086, -0.1386267245, 0.0982205495, 0.0265248735, -0.1243594661, -0.0650544837, 0.0499620549, 0.0591985136, -0.165244773, 0.0163035467, -0.0901286677, -0.0463952385, -0.0227850396, -0.1042362303, -0.112647526, -0.051133249, 0.0243688114, -0.057707902, -0.038143646, -0.2112407386, -0.0803864673, 0.0431744531, -0.018672552, -0.0005976581, -0.0109133944, -0.0252072793, -0.040113382, -0.0419766419, -0.0198171288, 0.077671431, -0.0717622265, -0.0444787368, -0.0717622265, 0.0858165473, -0.0113392835, 0.0439463779, -0.0198703632, -0.074583739, 0.0636703447, 0.1485286355, 0.0819835514, -0.0289604235, -0.0116786631, -0.0510267764, 0.1264889091, -0.0879992247, -0.0038662697, 0.0370523073, 0.0369990692, -0.0356149338, -0.0744772628, 0.0324207693, 0.0256997142, 0.0250874981, 0.1103051379, -0.023237545, -0.0575481951, -0.0724542961, -0.0141474865, 0.004691429, 0.0399270542, 0.057707902, -0.0553122796, 0.0554187521, -0.0145600662, 0.0604761764, -0.0661724359, 0.0979011357, -0.0194977112, -0.0037498157, 0.0423226766, -0.009688965, -0.0311431028, -0.0196973458, -0.0780440792, -0.0391285121, 0.0601035245, 0.0173948873, 0.0883718804, -0.0514260456, -0.0475930497, -0.0812914819, -0.0412047207, 0.0204559602, -0.043201074, -0.0339912325, 0.0207620673, 0.0253536794, -0.109772779, -0.0510533936, 0.0223059151, 0.0039461236, -0.1012017727, 0.02237246, -0.0129030934, 0.0535554886, 0.0000874444, -0.0417903177 ]
711.2247
Jouravlev Mikhail
M.V.Jouravlev
Power thresholds of morphology dependent induced thermal scattering in silica microresonators
4 papers, 6 figures
null
null
null
physics.optics physics.chem-ph
null
Induced thermal scattering power thresholds have been calculated as a function of size and laser pump frequency. The thermal coupling coefficients of morphology dependent resonances were estimated by asymptotic methods. The resulting power threshold is comparable with experimental observations of thresholds of Raman lasing and thermal instability in spherical silica resonators. Applications may include the remote measurement of the temperature of aerosol droplets and the stabilization of microcavity lasers against thermal oscillations and temperature deviations on microcavity. A silica resonator can be used as an IR sensor, as well as an additional tool for precisely measuring the thermal conductivity and heat capacity of a target in a microsphere by calculating of the thermal shifts of eigenfrequencies in spectra of nonlinear scattering.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:12:02 GMT" } ]
2007-11-15T00:00:00
[ [ "Jouravlev", "M. V.", "" ] ]
[ 0.0385623947, 0.0786978453, 0.0170452073, -0.0653043762, -0.0138092022, 0.0590121485, -0.0569447018, -0.0435062908, 0.0011720686, -0.0031376889, -0.0271464866, -0.0416860357, -0.0571244769, -0.0076237135, 0.0163036231, -0.0336184986, -0.0070956154, 0.0249666777, 0.0569896437, 0.0342926644, 0.0284723509, -0.0032781404, -0.109844394, -0.0050197407, -0.0795517936, -0.0957318172, 0.0989678204, 0.0070956154, 0.1069679484, 0.0274161547, 0.0064888643, -0.0101743145, -0.1116421744, -0.1157770678, -0.1353728771, 0.0041601765, -0.019427266, 0.0595065355, -0.0449894592, -0.0061854888, -0.0491243526, 0.0531244166, -0.107507281, 0.076091066, -0.0396410637, -0.0653043762, -0.0154272048, -0.0306971036, 0.0722258314, -0.0590570904, 0.046247907, -0.0427647047, -0.0053118798, -0.0929452553, -0.0579334795, -0.0294161849, 0.0912373662, 0.0285397675, -0.0451018214, -0.0542480275, -0.0164721645, -0.046742294, 0.0306521598, -0.1103837267, -0.046742294, -0.0212587547, -0.0098316129, 0.0772596225, 0.0625627637, 0.120181635, 0.0846754685, -0.0050169313, 0.0119327689, 0.0071068513, -0.0434613451, 0.009674307, -0.043618653, -0.0069270735, -0.0554615296, -0.0275509879, 0.1082263887, -0.0650796592, 0.0576638132, 0.0115507403, -0.0515963025, -0.0237307046, 0.0155058578, -0.0388545319, -0.0666527152, -0.0766753405, -0.0708774999, 0.0081967562, 0.065753825, -0.0134384101, 0.0170901511, -0.069663994, 0.0551918633, -0.106158942, 0.0374387801, 0.0816641822, 0.0129777286, -0.0755517259, -0.011988949, -0.0444725975, 0.0282925721, -0.0039382633, -0.0727651715, -0.046742294, 0.0082585542, 0.0061686346, 0.2101605535, -0.0562255867, 0.0671920478, -0.0160002466, -0.0251689274, 0.0034607276, -0.0703831092, -0.0570345894, -0.0941138119, 0.071821332, -0.0932149217, 0.0997768193, 0.0287420172, 0.0816192403, 0.1008554921, -0.1130803972, 0.0849900767, -0.0700235516, -0.066562824, 0.0130002005, 0.0958217084, -0.0875069723, 0.1120916158, -0.1137995124, 0.061573986, -0.1313278675, 0.065169543, 0.0488546863, 0.1309683174, -0.0228767581, 0.1357324272, 0.043798428, 0.1386088878, 0.0654841587, 0.0841361284, -0.0328544416, 0.0396860056, -0.0758663416, 0.0778888464, -0.0267195143, -0.0027753238, -0.0774843395, 0.0009297896, 0.0096237445, 0.0506974123, -0.0209778529, 0.0170789156, 0.0685403869, -0.0717763901, -0.0942037031, 0.0548323095, -0.0523603596, -0.0448546261, -0.0146856206, -0.0108597185, 0.0621582642, 0.014618203, 0.085079968, -0.1272828579, 0.0218879785, -0.0618436523, -0.0898440853, 0.0009950997, -0.0558210872, -0.0293487683, -0.0290116835, 0.0203261562, -0.0775292888, -0.0083034988, 0.136990875, -0.0076686577, 0.0075956229, 0.0762708411, 0.0700685009, -0.0019536819, -0.043034371, 0.0151463011, 0.0951025933, 0.0281802099, -0.0073933727, -0.0292813517, 0.0174272358, 0.0148653984, 0.0227756333, 0.0316409394, -0.1054398343, -0.0217306726, 0.0510569699, -0.060495317, -0.0733494461, 0.0778888464, -0.0354387499, 0.1100241691, 0.0698437765, -0.0206182953, -0.0472816303, 0.0263824295, 0.0580233671, -0.008556312, 0.0661583245, 0.0901586935, 0.151822567, 0.1774409413, 0.0046714204, -0.0164721645, 0.0389444232, 0.040989399, 0.0277981814, 0.0729449466, 0.0531244166, 0.0471917391, -0.023528453, 0.0762708411, 0.0990577117, 0.0102473497, 0.0069383094, 0.0403152294, -0.03853992, 0.0269891806, -0.0060787457, -0.0136294244, -0.0300903525, 0.0161463171, 0.1140691787, 0.051236745, 0.0264723189, 0.0098821754, 0.0019312096, 0.0176070128, -0.1190130711, -0.0124945752, -0.0108821904, 0.0133148124, 0.0521805808, -0.0240677875, 0.03880959, -0.0854395255, -0.0217306726, 0.0124159222, -0.0563604198, 0.0720909983, -0.0876867473, 0.0281352662, 0.0040365793, -0.0613942072, 0.0416410938 ]
711.2248
Mattia Cafasso
Mattia Cafasso
Block Toeplitz determinants, constrained KP and Gelfand-Dickey hierarchies
35 pages. Typos corrected, some changes in the introduction
Mathematical Physics, Analysis and Geometry. February 2008, Volume 11, Issue 1, pp 11-51
10.1007/s11040-008-9038-7
null
math.FA math-ph math.MP nlin.SI
null
We propose a method for computing any Gelfand-Dickey tau function living in Segal-Wilson Grassmannian as the asymptotics of block Toeplitz determinant associated to a certain class of symbols. Also truncated block Toeplitz determinants associated to the same symbols are shown to be tau function for rational reductions of KP. Connection with Riemann-Hilbert problems is investigated both from the point of view of integrable systems and block Toeplitz operator theory. Examples of applications to algebro-geometric solutions are given.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:16:24 GMT" }, { "version": "v2", "created": "Sun, 25 Nov 2007 16:50:47 GMT" } ]
2013-06-06T00:00:00
[ [ "Cafasso", "Mattia", "" ] ]
[ -0.0568348356, -0.0827448294, 0.0448385552, 0.0487717614, -0.0316377319, -0.0465593338, -0.0614071861, -0.0253691822, -0.0658320412, 0.0520166568, -0.0159786511, -0.023181336, -0.0226159375, -0.0465593338, 0.0397253856, 0.008782113, 0.0157451183, -0.0397991352, 0.0551140569, 0.1468069404, -0.0375621207, -0.1006900892, 0.0961177349, -0.0103431037, 0.0998051167, -0.0443714857, 0.0100911334, 0.0404874459, 0.1177012026, -0.0877105072, 0.0450106338, -0.0280978438, 0.0076758983, -0.1384488642, -0.0015825011, 0.0744851008, -0.0177363027, 0.1326473951, -0.0481326133, 0.006907694, -0.0556057058, 0.0926761776, -0.1886955798, 0.0170971565, 0.0145897381, -0.005810698, 0.0169250797, -0.0280732624, 0.0382504351, -0.0138153881, 0.0068831113, 0.0797457621, 0.0275078639, -0.0449368842, -0.0591947585, 0.0157696996, -0.0720760077, -0.0242875498, 0.0465593338, -0.0245579593, -0.0213253535, -0.0618005097, 0.0532949492, -0.031514816, -0.161753118, 0.0229109284, -0.1177012026, 0.0981335044, -0.0416428261, 0.0010194073, -0.0880546644, 0.0223209467, 0.0689786077, -0.0443714857, -0.0038471676, 0.0068339463, -0.008554724, 0.0618005097, -0.0030436257, 0.0820565224, 0.1108180955, 0.0399466306, -0.0254675131, -0.0005435046, 0.0544749089, -0.0429948643, -0.0397008024, -0.0430931933, -0.1210444346, 0.0413724147, 0.0429702811, -0.0145036988, 0.0017407512, 0.0369967259, 0.0824990049, -0.1055082679, 0.0811223835, -0.0097469771, 0.0240908898, -0.1187828407, 0.0065819751, 0.0053958679, 0.0656845495, -0.0467068292, 0.1593931913, 0.0822531804, -0.0144299511, 0.0008166013, -0.1266492456, -0.0219767913, -0.123109363, -0.0394303948, -0.1159312651, 0.0066249948, 0.1535917222, -0.0355463549, -0.0259837452, -0.0355709381, 0.0054696156, 0.0523116477, -0.0241031814, -0.0792541131, 0.0647504106, 0.0062992759, -0.0195431206, -0.0139137181, -0.0144668249, -0.1230110377, -0.0097961426, -0.0134589411, 0.1046232954, -0.0076267333, -0.0539832599, -0.0480588675, -0.0627346411, 0.0503450446, 0.0578181371, -0.001251405, 0.0911520645, -0.0089972103, 0.0575723127, 0.0475672185, -0.0011753527, 0.0294498838, -0.0484767705, 0.0297202915, -0.0615546815, 0.0508366935, -0.0765991956, 0.0410774276, 0.0309985839, -0.0033217159, 0.1372689158, -0.0339484885, -0.085596405, -0.0415690765, 0.0484767705, -0.0224684421, 0.013753932, -0.0066127037, 0.0556548722, 0.1046232954, -0.0703060701, 0.1647030264, -0.0194447897, 0.0740426108, 0.0438552536, -0.0182033721, 0.0091815786, -0.1226177141, 0.0297202915, -0.0513283461, -0.0742392763, -0.0015963288, 0.0395287275, 0.0292778071, -0.1357939541, -0.0229846761, -0.0656353831, -0.0626363158, -0.0648487434, -0.0201822668, 0.0190268867, 0.0182648282, -0.1035416648, -0.059342254, 0.1090481505, 0.0490175858, 0.1022633687, 0.0515250042, 0.0160892736, 0.0931678265, 0.10054259, 0.1234043539, 0.0320802145, -0.0360134207, 0.0502958782, 0.089136295, 0.0003802612, 0.0392091535, 0.0440273322, -0.0563431829, -0.0099252006, -0.0396270566, -0.0227880161, 0.0088558607, 0.0161261465, -0.044002749, -0.0379800275, -0.0929220021, -0.0168021675, -0.0801390857, 0.0250373185, -0.0083703548, -0.0396270566, 0.1163245812, -0.0384962596, -0.0117074354, 0.0491896644, 0.1798458695, -0.0319081396, 0.0819581896, -0.0553107187, -0.0029714147, 0.0507875308, 0.0114554642, 0.0067540533, -0.0546224043, -0.0159049034, 0.0167652927, 0.0428473689, -0.0121499207, -0.0705518946, 0.0212024413, -0.0307281762, -0.0565398447, -0.0598830692, -0.0856947377, -0.0842197835, 0.0104414346, 0.0467314087, 0.0283682514, -0.016531758, -0.0056263292, -0.0658812076, -0.0157082435, -0.0285649132, -0.0350547023, -0.0267212223, 0.0219276268, -0.0702077374, -0.0258854162, 0.0345876366, 0.0876613408, -0.0853505805, 0.0188179351 ]
711.2249
Soeren S. Larsen
S. S. Larsen (Astronomical Institute, Utrecht University)
A peculiar planetary nebula candidate in a globular cluster in the Fornax dwarf spheroidal galaxy
4 pages, 4 figures. Accepted for publication in A&A Letters
null
10.1051/0004-6361:20078950
null
astro-ph
null
CONTEXT: Until now, only one planetary nebula (PN) has been known in the Fornax dwarf spheroidal galaxy. AIMS: The discovery of a second PN candidate, associated with one of the 5 globular clusters in the Fornax dwarf, is reported. METHODS: Spectra of the globular cluster H5, obtained with the UVES echelle spectrograph on the ESO Very Large Telescope, show [O III] line emission at a radial velocity consistent with membership of the Fornax dwarf. A possible counterpart of the [O III] emission is identified in archival images from the Wide Field Planetary Camera 2 on board the Hubble Space Telescope. The source of the emission is located about 1.5" (less than one core radius) southwest of the centre of the cluster. RESULTS: The emission line source is identified as a likely PN, albeit with several peculiar properties. No Hbeta, He I, or He II line emission is detected and the [O III]/Hbeta ratio is >25 (2 sigma). The expansion velocity inferred from the [O III] 5007 AA line is about 55 km/s, which is large for a PN. The diameter measured on the HST images is about 0.23" or 0.15 pc at the distance of the Fornax dSph. CONCLUSIONS: This object doubles the number of known PNe in Fornax, and is only the 5th PN associated with an old GC for which direct imaging is available. It may be a member of the rare class of extremely H-deficient PNe, the second such case found in a GC.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:21:53 GMT" } ]
2009-11-13T00:00:00
[ [ "Larsen", "S. S.", "", "Astronomical Institute, Utrecht University" ] ]
[ -0.071204558, -0.0142200766, 0.059172187, -0.0255622808, -0.0161212962, 0.0444572717, -0.0059868866, -0.0307580773, -0.0051599867, -0.0173844341, -0.012996004, -0.0514370911, -0.0775593147, -0.0940191895, 0.0377899818, 0.0959464535, -0.0670895949, -0.0172672365, -0.0393526293, 0.0319561064, 0.0334406197, -0.0178011395, -0.0612036251, -0.0419309959, -0.0127941621, -0.0622453913, 0.0540675446, 0.0503432378, 0.0801637247, -0.0105218152, 0.0909459814, -0.0260440968, -0.047921136, 0.0159389861, -0.1034992412, 0.1091768518, 0.0625058338, 0.0967277735, -0.1078225598, 0.0294558723, -0.0644851848, 0.0010865271, 0.0504995026, 0.0222286358, 0.0606827438, -0.0511766486, 0.0545363389, -0.0049906997, -0.0189861469, -0.05729701, -0.140221417, 0.0659436509, -0.0164859127, 0.0035908297, -0.1221989021, -0.0167333316, 0.0418268181, 0.0493535623, -0.04763465, -0.0164468475, -0.0470356382, -0.0429988019, 0.0194028523, 0.0779239386, 0.07255885, 0.0740173236, -0.0014544, 0.0473481677, 0.0728192925, 0.096363157, -0.045655299, -0.0088940589, -0.1126146689, -0.1488680542, 0.0614640675, 0.0771426111, 0.0700586215, 0.0064784689, -0.1645986885, -0.0035875742, 0.0505515896, 0.0513068698, -0.0028257845, -0.0521142371, -0.0574532747, -0.0444051847, -0.0302111506, 0.0099553559, -0.0854767263, -0.0100725545, 0.0456813462, -0.0423737429, -0.0446135364, -0.0236089732, -0.0674542114, -0.058599215, -0.0086205956, -0.0512026921, 0.1366794109, 0.0613078028, 0.0195981823, 0.0500567518, 0.0121691041, -0.0728192925, 0.0371128358, 0.0727672055, -0.0377378948, 0.0875602514, 0.0775593147, -0.0053976388, -0.0192596093, 0.0579741597, 0.0049418672, 0.1129271984, -0.0449521095, 0.046514757, -0.0126769636, 0.034352161, 0.0100790653, 0.0988633856, -0.0574011877, -0.002622315, 0.0135299079, 0.027971359, 0.0235308409, -0.0311487392, 0.0443791412, -0.0023162968, 0.0101637086, -0.0816221982, 0.0133215552, -0.0908418074, -0.0220723711, -0.0175276771, -0.1935597211, 0.0104632154, 0.058599215, -0.1650153995, 0.0380504243, 0.0172411911, 0.0084122429, -0.0084643308, 0.1137606129, -0.010821322, 0.0588075705, 0.0433113314, -0.0530518256, -0.0174104776, -0.0167203099, 0.0553176589, -0.1092810258, -0.0111859394, 0.0476086065, -0.0534424856, -0.0277630072, -0.0495358706, -0.0252757948, 0.0119021516, -0.0757362321, -0.0118044866, -0.0634955093, -0.0122146811, -0.0060487413, 0.0426602289, 0.0861538723, 0.1219905466, -0.034352161, -0.094331719, -0.1921012551, 0.0532080866, -0.0243251864, -0.0025034887, -0.0986550376, 0.0163687151, -0.0193377417, 0.0870393664, 0.0069407518, -0.0780281126, -0.0778197572, -0.0417226404, -0.0163947586, 0.0734443516, 0.0871435478, -0.1031346172, -0.0065956675, 0.0223979224, 0.0522965454, 0.0385452621, 0.0459157415, 0.0172151476, -0.0304455478, 0.0201190636, 0.1299079508, 0.1566812843, -0.0587033927, -0.1151149049, 0.0021095718, -0.0273983888, -0.0152878845, -0.0273463018, 0.0049125678, 0.0732880831, 0.0714129135, -0.0821430758, -0.006764954, -0.1252200156, 0.0867789313, 0.0284141097, 0.018452242, 0.0322946794, 0.0755799636, -0.0139726577, -0.0534424856, 0.0311747827, -0.0703190565, -0.0185694396, -0.0473221242, 0.0565156899, 0.144180119, -0.0216556657, -0.0006852853, 0.115219079, -0.0098251356, 0.1092810258, 0.0708920285, -0.093029514, 0.0552134849, -0.0233485326, 0.0058403886, 0.0084122429, -0.0136601282, -0.0350813977, -0.0713608265, -0.0902167484, -0.0029543771, 0.0449000224, 0.025601346, 0.0540154539, -0.093862921, -0.0169937722, -0.0779760256, 0.0512287356, 0.0039131255, 0.0281797126, -0.0387536138, -0.0512808263, 0.0264347568, -0.0417226404, 0.1006864756, 0.0216166005, 0.0866226628, 0.0862059593, -0.0093888966, -0.0933941305, -0.0668291524, 0.0445354059 ]
711.225
Jeffrey Weiss
Jeffrey B. Weiss
Fluctuation Properties of Steady-State Langevin Systems
8 pages, to be published in Physical Review E
null
10.1103/PhysRevE.76.061128
null
cond-mat.stat-mech physics.ao-ph
null
Motivated by stochastic models of climate phenomena, the steady-state of a linear stochastic model with additive Gaussian white noise is studied. Fluctuation theorems for nonequilibrium steady-states provide a constraint on the character of these fluctuations. The properties of the fluctuations which are unconstrained by the fluctuation theorem are investigated and related to the model parameters. The irreversibility of trajectory segments, which satisfies a fluctuation theorem, is used as a measure of nonequilibrium fluctuations. The moments of the irreversibility probability density function (pdf) are found and the pdf is seen to be non-Gaussian. The average irreversibility goes to zero for short and long trajectory segments and has a maximum for some finite segment length, which defines a characteristic timescale of the fluctuations. The initial average irreversibility growth rate is equal to the average entropy production and is related to noise-amplification. For systems with a separation of deterministic timescales, modes with timescales much shorter than the trajectory timespan and whose noise amplitudes are not asymptotically large, do not, to first order, contribute to the irreversibility statistics, providing a potential basis for dimensional reduction.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:22:58 GMT" } ]
2008-01-04T00:00:00
[ [ "Weiss", "Jeffrey B.", "" ] ]
[ -0.0225768071, 0.0473635793, 0.008011125, -0.0422404781, -0.1074846908, 0.009957402, -0.0346060507, -0.0330992565, -0.0446764641, 0.0849329978, 0.0100704115, 0.0429185368, -0.0948276147, 0.0819194019, -0.0680568963, 0.1122059822, 0.0765953958, 0.0676048547, -0.0279510412, 0.1283789128, -0.1001013964, -0.0915126652, -0.0625319779, 0.0455051996, -0.0123243248, -0.0816682726, 0.0365146585, 0.0720750168, 0.0736320317, -0.0539432503, 0.0731297731, -0.0500758104, -0.0603722408, -0.0415373072, -0.0581622757, 0.0882981718, 0.0022021176, 0.0004783288, -0.0182447731, -0.0101080807, -0.0916131213, -0.0129835475, -0.1226530895, 0.138022393, 0.0477402806, 0.0525369085, 0.0331243686, 0.0548975542, -0.029357383, 0.0987955034, 0.0134606995, -0.001754788, 0.0330239162, -0.1656469703, 0.0093735186, 0.0048939437, 0.0529387221, 0.0867411494, 0.0004000461, -0.1078865007, 0.0126759103, -0.0577102378, -0.0292067043, 0.0179182999, -0.0377200954, -0.0252011418, -0.0573084243, 0.0388250761, 0.0104973363, 0.1619302034, -0.0902067795, -0.1112014502, 0.0495735444, 0.036414206, -0.0766456202, 0.0378205478, -0.0556509495, -0.0031517122, -0.0666505545, 0.0423409306, 0.0944258049, 0.0427678563, 0.0257913023, -0.0172653552, -0.0420646854, -0.0206430871, 0.0191237368, -0.0006937534, -0.0317933671, 0.0350832045, -0.0009017225, 0.0582125038, -0.0322956331, 0.0455303118, 0.0510301143, -0.0976402983, 0.0754904151, -0.0081429696, 0.0809651017, -0.0624315254, -0.081718497, 0.0132221235, 0.0627831146, -0.0585640892, 0.1508803815, -0.0209318902, -0.0534409843, 0.0391013213, -0.0985443741, -0.0581622757, 0.1028136238, 0.0222252216, 0.0247114338, -0.0018364061, -0.067504406, -0.0218987502, -0.163738355, -0.0254020467, 0.017466262, 0.0012227012, 0.0829741582, -0.0459321253, 0.014301993, -0.0017751926, 0.0092730662, -0.0757415444, 0.0404574387, -0.01334769, -0.0805130601, 0.0108049735, 0.1053751782, -0.0428934209, -0.0474640317, -0.0595183894, -0.164742887, -0.1104982793, 0.0976905227, -0.0536921173, 0.0807641968, 0.0275994558, 0.0763944909, 0.0714220703, 0.0262684543, 0.0058921953, 0.0114767533, 0.1153200194, 0.0647419468, 0.1030647606, 0.0124750044, 0.0633858293, 0.0408592485, -0.0332750492, 0.0522355512, 0.0360123925, 0.0643903613, -0.0838782415, 0.0755908713, 0.059217032, 0.0098130004, -0.08302439, 0.0235059969, 0.1093932986, 0.01795597, -0.0378205478, 0.1556016654, -0.0271474179, -0.0327727832, -0.0739836171, -0.0293322708, -0.0882981718, 0.0301610064, -0.0384483784, -0.0051796068, -0.1332006454, 0.0239957049, 0.0136364922, -0.0210197866, -0.0579111427, 0.0242468379, -0.0195883308, -0.0265698135, 0.0137997279, -0.0632853806, -0.0467357486, 0.0557514057, 0.0055154962, 0.0212834757, 0.0652442127, 0.0394277945, 0.0624315254, -0.0490461662, 0.0524866804, 0.0067115147, -0.0233176481, -0.0017987362, -0.0787551329, 0.0506283008, 0.0441490859, -0.0229158364, -0.0097125471, 0.0207309835, 0.0312408768, 0.0347316191, -0.0925171971, -0.0511054546, 0.0051639108, 0.0803121552, 0.0961335003, -0.1938742548, 0.0013451282, 0.0149549376, -0.0148419281, 0.0293322708, 0.0259168688, -0.0988959596, 0.0903574526, -0.036163073, 0.0800610259, 0.0613265447, 0.1089914814, -0.0360877328, 0.0575093329, -0.0607238263, 0.041763328, 0.075189054, -0.0005148215, 0.0743352026, -0.0717234313, 0.0949280635, -0.0312659889, 0.0357110351, -0.023531111, -0.1014072821, -0.0550984591, 0.0657464787, -0.0687098354, 0.0241463855, -0.046610184, -0.0159720238, -0.0157334488, -0.0660980642, 0.0206556432, -0.0789058134, -0.0205928609, 0.0301861204, 0.0449778214, -0.0754904151, -0.0156204384, -0.0006490204, 0.020140823, -0.0198269077, -0.0148670413, -0.0066864016, 0.0251509156, -0.0311404243, -0.0419140048 ]
711.2251
Olaf Kaczmarek
Sourendu Gupta, Kay Hubner, Olaf Kaczmarek
Renormalized Polyakov loops in many representations
17 pages, 24 figures, revtex4
Phys.Rev.D77:034503,2008
10.1103/PhysRevD.77.034503
BI-TP 2007/30, BNL-NT-07/45, TIFR/TH/07-30
hep-lat hep-ph
null
We present a renormalization procedure for Polyakov loops which explicitly implements the fact that the renormalization constant depends only on the ultraviolet cutoff. Using this we study the renormalized Polyakov loops in all representations upto the {\bf 27} of the gauge group SU(3). We find good evidence for Casimir scaling of the Polyakov loops and for approximate large-N factorization. By studying many loops together, we are able to show that there is a matrix model with a single coupling which can describe the high temperature phase of QCD, although it is hard to construct explicitly. We present the first results for the non-vanishing renormalized octet loop in the thermodynamic limit below the SU(3) phase transition, and estimate the associated string breaking distance and the gluelump binding energy. By studying the connection of the direct renormalization procedure with a generalization of an earlier suggestion which goes by the name of the $Q\bar Q$ renormalization procedure, we find that they are functionally equivalent.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:24:08 GMT" } ]
2008-11-26T00:00:00
[ [ "Gupta", "Sourendu", "" ], [ "Hubner", "Kay", "" ], [ "Kaczmarek", "Olaf", "" ] ]
[ 0.069445245, 0.0247483309, -0.1127759814, 0.0590477996, -0.0362459682, -0.0048118397, -0.0402356833, -0.0748132244, 0.0324738733, 0.0322562531, -0.0363910496, -0.0344808213, -0.0697354078, 0.09546303, 0.0847270638, -0.0167809892, 0.0254858248, 0.0105183432, 0.0159467757, 0.0862262323, -0.0639805421, -0.1006859317, 0.014157448, 0.0136013059, 0.0799877644, -0.0293062795, 0.0337070562, 0.040332403, 0.1451773196, -0.0532929376, 0.038591437, -0.0555658676, -0.0410336256, -0.1078432426, -0.0388332382, 0.0490130596, -0.0723468587, 0.0419282913, -0.0183889642, 0.0234305151, 0.0212422162, -0.0067402027, -0.1261233985, 0.0003045181, 0.1626837105, 0.0345291793, 0.0295238998, 0.0078343516, 0.0947376266, -0.0844852626, -0.0094000129, 0.0329816528, 0.0224028621, 0.0121988598, -0.0635936558, 0.0642223433, 0.0261628665, 0.0191869084, -0.0045791063, -0.1113251746, 0.0664469078, -0.109197326, 0.0549855456, 0.0335136168, -0.09483435, -0.001663893, -0.1623935401, -0.0261145066, 0.0908688083, 0.0925130546, -0.0058122911, 0.0206739847, 0.0386397988, -0.0298382416, 0.0270817112, -0.0060843173, 0.0249538627, 0.0643190593, -0.0857426301, -0.0028245377, 0.0024255661, -0.0547437444, 0.0676075593, 0.0042436072, 0.0245186202, 0.0197793208, 0.0277587529, 0.0335377976, 0.010723874, 0.0191143677, 0.0494483002, -0.0228985529, -0.0733624175, 0.0628198981, 0.1306692511, 0.0195858795, 0.1269938797, 0.0094665084, 0.068284601, 0.0237690378, -0.044612281, 0.0472720936, 0.0484327376, -0.1563968807, 0.0829377398, -0.0085476646, -0.0439110585, -0.0000735321, -0.0125373816, -0.0499077253, 0.0879672021, -0.0072117145, -0.1145169437, -0.0321837105, 0.0247483309, -0.0986547992, -0.0529544167, -0.0265739281, -0.0669788718, 0.0806164518, 0.0039836713, -0.1146136671, 0.0830344558, -0.0275169518, -0.0645125061, -0.0797459632, 0.0207223445, -0.0825024992, -0.0065830317, -0.0480216742, 0.1371495128, -0.1312495768, -0.0588543601, -0.0236844067, -0.11490383, 0.0255583636, 0.0166600887, -0.039123401, 0.1844457984, 0.0269124489, 0.0344324596, -0.0063170507, 0.0002861941, 0.0187879372, 0.0309021659, 0.0940122232, 0.0190418269, 0.1099710912, 0.0436208993, 0.0154994428, -0.0385188982, 0.0069940938, 0.112679258, 0.0333443545, -0.0041831569, -0.0688165575, 0.0166721772, 0.1140333489, 0.0685264021, -0.008771331, 0.0247120615, 0.0761673078, -0.0974941552, -0.0201178417, 0.0631584153, -0.052906055, -0.0303943846, -0.0103067672, -0.0824057758, -0.1599755287, 0.0445397422, -0.0050173705, -0.0750550255, 0.0265981089, 0.0432823785, 0.1119055003, -0.0254858248, -0.0649477467, -0.0957048312, 0.0680911615, 0.0820672512, 0.0017016744, 0.0107661886, -0.0100589208, -0.1028137803, 0.0973974392, -0.0504880473, 0.1120022163, 0.0099440655, -0.0382045545, -0.0245427992, 0.0455553047, 0.0275169518, 0.1296053231, -0.0007918982, -0.1709049344, 0.0187879372, 0.0527126156, -0.0142058078, -0.0335861556, -0.0539216213, 0.0100407861, 0.0789722055, -0.1002990529, -0.0133353248, -0.015426903, 0.0802779272, -0.0733624175, -0.0034486866, -0.0129484432, 0.0173975807, 0.0342390202, 0.0324738733, 0.0148949409, 0.0157049745, 0.0432340167, -0.1247693077, 0.048577819, -0.0110442601, 0.061465811, 0.0137705663, -0.0049448302, 0.0099622002, 0.0798910484, 0.0561461896, -0.0126099214, 0.0289919376, 0.0305394642, -0.0625297353, 0.0588543601, 0.0542601421, 0.0483843759, 0.0444913805, -0.0326673128, 0.0825508535, -0.0440077782, 0.0490372404, 0.0510200076, -0.0481425747, -0.0100528756, 0.0015445038, 0.0224391315, -0.0435967185, 0.0757320672, 0.1090038866, 0.0145564191, -0.015451083, -0.0302976631, 0.0312890485, -0.0310230665, -0.0384221785, 0.0670272335, 0.0155115332, -0.0639805421, -0.0721050575, 0.0014848092 ]
711.2252
Jouravlev Mikhail
M.V. Jouravlev
Asymptotic estimations of power thresholds and anti-Stokes frequency of laser induced thermal scattering in microresonators
6 pages, 3 figures
null
null
null
physics.optics physics.chem-ph
null
A derivation of the asymptotic expressions for the threshold intensity of laser induced thermal scattering in silica microresonator when illuminated with a plane wave is present. The calculation of anti-Stokes thermal combination frequencies are made for the spherical high Q-factor microresonators. The three modes regime of nonlinear interaction is considered. One pump-driven, two signal modes, and one mode of temperature relaxation are taken into account, satisfying morphology-dependent input and output resonances. There are low power thresholds for laser induced thermal scattering at morphology dependent resonances.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:27:01 GMT" } ]
2007-11-15T00:00:00
[ [ "Jouravlev", "M. V.", "" ] ]
[ 0.0373932682, 0.0734304339, -0.0085070319, -0.1021094918, -0.0499497727, 0.0758915097, -0.1377197355, -0.0230035167, -0.0410848819, -0.0082621798, 0.0216976386, -0.0214213971, -0.0614264198, 0.0325213447, 0.0004685146, -0.0257910602, -0.0333500765, 0.0065607736, 0.0659969896, 0.0445002504, 0.0294073336, -0.061677549, -0.0316423923, 0.0143520841, -0.128679052, -0.0582119524, 0.0429683588, 0.024284279, 0.0591662489, -0.0287543945, 0.0141637372, -0.0117403315, -0.0901556984, -0.0842290297, -0.1583124101, 0.0087644402, 0.0017312281, 0.0714716241, -0.0384982415, -0.0237820186, -0.0423154198, 0.0438975394, -0.0643897504, 0.1137116998, 0.0572074316, -0.0276494231, -0.007150929, 0.0015915369, 0.0980914086, -0.0581115, 0.0247237571, -0.0596685074, 0.0008758162, -0.0145781012, -0.0366649926, -0.0709693655, 0.0923154205, -0.0039898292, -0.0275740828, -0.0078478148, 0.069964841, -0.0929181352, -0.0185334012, -0.1104972363, -0.079708688, 0.0235560015, 0.0159216467, 0.0635861382, 0.0113448016, 0.0711200386, 0.0651431456, 0.0493219495, 0.0100514814, 0.0503013544, -0.0096245604, -0.0214841794, -0.0287543945, 0.069613263, -0.0765444487, -0.0111313406, 0.1230537444, -0.0125941737, 0.0668006018, -0.0135233551, -0.0417880453, -0.0716222972, -0.0053490708, -0.0282270219, -0.0395027623, -0.0751883462, -0.0873932689, 0.0441486686, 0.0135359112, -0.0418131575, 0.0961828232, -0.0573581122, 0.0816675052, -0.0485936701, 0.011426419, 0.0081303362, 0.0210572574, -0.0410346575, -0.0053679054, -0.0523857363, 0.0737820193, 0.0215469617, -0.0758412853, -0.0418884978, -0.0058199395, 0.0298593678, 0.1971873492, -0.0298593678, 0.0723756924, -0.0470366664, -0.0287795085, -0.0081617273, -0.1224510297, -0.0831240565, -0.0426670015, 0.0704168752, -0.0629834235, 0.0765946731, 0.089753896, 0.0559015572, 0.1139126047, -0.0919136107, 0.1026619822, -0.0950276256, -0.0729783997, -0.0051450278, 0.0910597667, -0.076444, 0.0879959837, -0.1288799644, 0.0110434452, -0.0945755914, 0.0661476627, 0.0547463596, 0.0916122571, -0.0720743313, 0.1397287846, 0.0884982422, 0.078854844, 0.041963838, 0.0657458529, -0.0058764438, 0.0295077842, -0.0717227533, 0.0782521367, 0.0046459064, -0.0043037417, -0.0850326493, 0.0034153692, 0.0425414369, 0.0368658975, -0.0136865899, 0.0549974889, 0.0556504279, -0.048191864, -0.0824711174, 0.0625816137, -0.0235936716, -0.0477147177, -0.053591162, -0.0184329487, 0.0176293328, -0.0568056256, 0.0375439487, -0.0915620327, -0.0101896031, -0.068759419, -0.1039678529, -0.0537418388, -0.0130462078, 0.0096622305, -0.0433199406, 0.0291059762, -0.1775991917, -0.0372174792, 0.1060773507, 0.0045328978, -0.0219362136, 0.0879457593, 0.041310899, -0.0361878462, -0.0635861382, 0.0240205918, 0.0436464101, 0.0366147682, 0.0044230288, -0.022639377, 0.0439477637, 0.0152184833, 0.0006858991, 0.0365896523, -0.1476644874, -0.0047683325, 0.0212079361, -0.0723756924, -0.063987948, 0.1017579138, -0.0620793588, 0.0925665498, 0.0655449554, 0.0036225514, 0.0036602209, 0.0094801607, 0.0341788046, -0.0364389755, 0.0565544963, 0.1003515795, 0.0963837281, 0.200000003, 0.0310396794, -0.0413611233, 0.0291059762, -0.0162732303, -0.0165118035, 0.1160221025, 0.0741838291, 0.0304871928, 0.0152812656, 0.0884982422, 0.1006027088, 0.040281266, -0.0086200405, 0.0624811649, -0.0237317923, 0.0717729777, -0.0119475136, 0.0233425424, 0.0134103466, -0.0328478143, 0.1030637845, 0.0102837766, -0.0230537411, 0.0194500256, -0.0436464101, -0.0018081366, -0.1108990461, -0.0146534406, -0.0241587143, 0.0365394279, 0.040457055, 0.0354093425, -0.0047181067, -0.0903063789, -0.0165620297, 0.0220241081, -0.0805625319, 0.0617277734, -0.0341285802, -0.0444249138, 0.0340783522, -0.0581115, 0.0993972868 ]
711.2253
Federico von der Pahlen
Herbi K. Dreiner, Olaf Kittel, and Federico von der Pahlen
Disentangling CP phases in nearly degenerate resonances: neutralino production via Higgs at a muon collider
36 pages, 10 figures, minor typos corrected, to appear in JHEP
JHEP 0801:017,2008
10.1088/1126-6708/2008/01/017
BONN-TH-2007-13
hep-ph
null
In the CP-violating Minimal Supersymmetric Standard Model, we study the pair production of neutralinos at center-of-mass energies around the heavy neutral Higgs boson resonances. For longitudinally polarized muon beams, we analyze CP asymmetries which are sensitive to the interference of the two heavy neutral Higgs bosons. Due to radiatively induced scalar-pseudoscalar transitions, the CP asymmetries can be strongly enhanced when the resonances are nearly degenerate, as in the Higgs decoupling limit. The Higgs couplings to the neutralino sector can then be analyzed in the presence of CP violating phases. We present a detailed numerical analysis of the cross sections, neutralino branching ratios, and the CP observables. We find that radiatively induced CP violation in the Higgs sector leads to sizable CP-asymmetries, which are accessible in future measurements at a muon collider. However, we expect that our proposed method should be applicable to other processes with nearly degenerate scalar resonances, even at hadron colliders.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:57:42 GMT" }, { "version": "v2", "created": "Fri, 11 Jan 2008 17:18:09 GMT" } ]
2009-01-06T00:00:00
[ [ "Dreiner", "Herbi K.", "" ], [ "Kittel", "Olaf", "" ], [ "von der Pahlen", "Federico", "" ] ]
[ -0.0168642607, -0.0267154109, -0.0310040023, -0.0600402988, 0.00917002, 0.0187310595, 0.0116422679, 0.1429867297, 0.0027040208, 0.0165363085, 0.0382189304, 0.0427850187, -0.1053480208, 0.0881431922, 0.0319878571, -0.0631684512, 0.0596366674, 0.1025730446, 0.024949519, 0.1198787838, -0.0515640192, -0.0081483265, 0.0221745465, 0.0081861671, -0.0234863516, -0.0535317287, 0.0699797422, -0.019122079, 0.0865286663, 0.0027891619, 0.0224520434, -0.0451059043, -0.1084761694, -0.084258236, -0.0730069876, 0.1066598222, -0.1229060218, 0.0143541722, -0.1188696995, 0.1165488139, -0.0086339461, -0.0319121741, -0.133097738, -0.0075050374, 0.035166461, -0.0051147775, 0.0306508243, -0.0378152989, 0.0444752276, -0.02714427, -0.0533803664, 0.0678102225, 0.050428804, -0.052018106, -0.0916749761, 0.0250252001, 0.0024722475, 0.0087537747, -0.0296921972, -0.0346619189, 0.0019866275, -0.1392531246, 0.0397830047, 0.0386477895, 0.0214429628, -0.0159687009, -0.0000794257, 0.0105385864, 0.0232971497, -0.0518162921, 0.0423561595, 0.0027797017, 0.0514126569, -0.0071707792, -0.0042002983, 0.0206356999, -0.0167885795, 0.0275731292, -0.0422804803, -0.0092961555, 0.009434904, 0.0649343356, -0.0201185457, -0.0276235826, -0.0325933062, -0.0236377139, 0.0238395296, 0.0090438854, -0.1146315634, -0.066397503, 0.113824293, -0.0309283212, -0.0534308217, -0.0321392193, 0.1064580083, -0.123309657, 0.026009053, -0.0087916153, -0.0021947504, 0.0757819563, 0.0100088185, 0.0023760695, 0.093440868, -0.0646316186, 0.0883450136, -0.0004895618, -0.0138117913, -0.0036074633, -0.0502269901, 0.0119512985, 0.154591158, -0.0228556767, -0.1279514283, 0.0364530385, -0.0408677645, -0.084914133, -0.0172931198, 0.0217961427, -0.0625125468, 0.1241169199, -0.0270181336, -0.0200050231, 0.0465942994, -0.0231836271, -0.0765387639, -0.1447021663, 0.0826437026, -0.0442481861, -0.0190211702, -0.0134207727, 0.0416245759, 0.0223763641, -0.0596366674, 0.0092204744, -0.1134206653, 0.0845105052, -0.0073536751, -0.0476033799, 0.0486376882, -0.1019171476, 0.080322817, 0.0116107343, 0.0944499448, 0.1176588014, 0.0124747595, 0.0363773555, -0.0661452338, 0.0317608118, 0.0675579458, -0.0235115793, -0.0004962627, -0.0573662333, -0.0053922748, 0.0561553389, -0.0658929646, -0.0752269626, -0.0556507967, 0.0814328045, 0.0234863516, -0.0683652163, -0.0220231842, 0.0470736101, -0.0668011382, 0.0318869501, 0.1336022764, 0.0271947235, 0.0156155229, 0.03085264, -0.1257314533, -0.1082743555, -0.0287083443, 0.003679991, -0.1456103325, 0.0423561595, 0.0477547422, -0.0319878571, -0.0765387639, -0.1209887713, -0.0539353602, 0.0369323529, 0.0025636954, 0.0585266761, -0.0199545696, -0.0219853446, -0.1048434824, 0.0335267037, -0.0409939028, 0.0689706653, -0.0005719438, -0.0088294558, -0.0568112396, 0.0557517037, 0.0661452338, 0.105448924, 0.0418516211, -0.0736124292, 0.0686679408, 0.1036325842, 0.0895559043, -0.0219601169, -0.0084447432, -0.0205347911, 0.0957617536, -0.0830977932, -0.0234106705, 0.0455095358, 0.0820887089, -0.0606961995, -0.0577194132, -0.0439454615, 0.0166119896, 0.0640766174, 0.1131179407, -0.014631669, -0.0578707755, 0.0352421403, -0.0715438202, 0.0921795145, 0.106558919, 0.0738647059, -0.0761855915, 0.0166246034, 0.0126450416, 0.0661956891, 0.0643793419, -0.0479061045, 0.0102421688, -0.0007749424, 0.059586212, 0.045938395, 0.0255801938, 0.0127270296, -0.1073661819, 0.0683652163, 0.0325428508, 0.0895054564, -0.0011139305, 0.0051053176, -0.072704263, -0.0501765348, -0.0964681059, -0.0415236689, 0.140060395, 0.0976790041, -0.0379918851, 0.0248990655, -0.0124116922, 0.0010335193, 0.1189706102, -0.0209131967, -0.013572135, 0.1159433648, 0.0028632663, 0.042129118, -0.0887990966, 0.0243692975 ]
711.2254
Felix Fehr
Felix Fehr (for the ANTARES Collaboration)
Calibration systems and methods for the ANTARES neutrino telescope
4 pages, 3 figures, to appear in the proceedings of 30th International Cosmic Ray Conference (ICRC 2007), Merida, Yucatan, Mexico, 3-11 Jul 2007
null
null
FAU-ECAP-07-01
astro-ph
null
The ANTARES neutrino telescope is currently being constructed in the Mediterranean Sea. The complete detector will consist of 12 strings, supplemented by an additional instrumentation line. Nine strings are at present deployed of which five are already connected to the shore and operating. Each string is equipped with 75 Optical Modules (OMs) housing the photomultipliers to detect the Cherenkov light induced by the charged particles produced in neutrino reactions. An accurate measurement of the Cherenkov photon arrival times as well as the positions and orientations of the OMs is required for a precise reconstruction of the direction of the detected neutrinos. For this purpose the ANTARES detector is provided with several system s to facilitate the calibration of the detector. The time calibration is performed using light pulses emitted from LED and laser devices. The positioning is done via acoustic triangulation using hydrophones. Additionally, local tilt angles and the orientations of the modules are measured with a set of tiltmeters and compasses. In this paper, it is demonstrated that the ANTARES time and alignment calibration systems operate successfully in situ. In particular, it is shown that the ANTARES read-out electronics is capable of reaching a sub-nanosecond time resolution.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:47:28 GMT" } ]
2019-08-13T00:00:00
[ [ "Fehr", "Felix", "", "for the ANTARES Collaboration" ] ]
[ -0.0263660178, -0.0030190097, 0.0752471387, -0.1208677292, -0.0933880359, 0.0787894428, -0.0096071595, -0.02081104, -0.0185434278, -0.0281237531, -0.0225687753, -0.0504510067, -0.0710071102, -0.0416757502, 0.1164666861, -0.0319075771, -0.0095065264, -0.0072590411, -0.0382676236, 0.096232608, 0.0000245164, -0.028955657, 0.0176041815, -0.0917242244, 0.0565158613, -0.1804428548, 0.010848308, 0.0309414957, 0.0311025083, 0.0496727712, 0.0574282743, -0.0676258206, -0.0474185795, -0.0135251638, -0.0236556176, 0.0837272033, 0.0285262875, -0.0762132257, -0.1467372924, -0.0334103741, -0.0865181088, -0.0297607258, -0.0388580076, -0.0178322848, -0.0767499357, -0.0222735833, -0.0689675957, 0.0943541154, -0.0563548468, -0.0297607258, -0.0736906752, 0.0833515003, -0.0429906994, -0.0111971712, -0.0261781681, -0.0800775513, 0.0524368435, 0.0970913544, 0.0138203558, -0.0305389594, -0.0496727712, -0.1311726123, -0.0256146193, 0.0119418604, -0.1155005991, 0.0159940422, -0.0021971681, 0.0568915606, 0.0177249406, 0.0327394828, 0.0704167262, 0.0623660311, 0.0931733474, 0.0243935976, -0.0031112572, 0.0102445064, 0.0215624385, 0.0691822842, -0.0128073096, 0.0813119933, -0.0068833423, -0.010257924, -0.0213477537, -0.0774476603, -0.0117540108, -0.0981647745, -0.048411496, -0.0249974001, -0.1072352231, 0.098916173, 0.0325784683, 0.0136325061, -0.0049377582, 0.0582333431, 0.0673574582, -0.1771152318, 0.015672015, -0.0821170658, 0.1180768237, -0.0171077214, 0.047847949, -0.0573746003, -0.0212404113, -0.1405114233, 0.0681088567, -0.0137264309, -0.0043071206, -0.0197644494, -0.0556034483, 0.0633857846, 0.0354767181, -0.0738516897, -0.0437689312, -0.0701483712, 0.0630637556, 0.0309683308, -0.04604996, 0.0759985372, 0.0102310888, -0.0069101779, -0.0582870133, 0.0638688281, 0.1281670183, 0.056462191, 0.0532419123, -0.011465528, 0.0133037698, -0.0787894428, -0.0619366616, 0.0501021445, 0.1467372924, -0.0637078136, 0.0249034762, -0.0412463807, 0.0220320616, 0.0382944606, -0.0462378114, -0.1160373166, -0.0074804351, -0.0381871164, 0.1103481576, 0.0557107925, -0.0338934138, 0.0772866458, 0.0453522354, -0.0028579959, 0.0013904216, 0.0890943334, 0.1433023214, -0.1090063751, -0.0758911967, -0.0788967833, -0.0353157036, -0.0203145817, 0.0465330034, -0.0148937814, -0.0313977003, 0.048438333, 0.0037335088, -0.0706314072, 0.0669280887, 0.0259098113, -0.0727245882, 0.0923682824, -0.0287678074, -0.0037234453, -0.0841028988, -0.0190264694, -0.1583302915, 0.0568378903, -0.0235080216, 0.0212135743, -0.0187446959, 0.0765889212, 0.0378382541, -0.0007480435, -0.0397704206, -0.056462191, -0.0890406594, 0.0607558936, -0.0340544283, -0.0166246798, 0.0183689967, 0.050853543, -0.0186641887, 0.02154902, -0.0547715463, 0.0420514494, 0.014759603, 0.052007474, -0.0337592363, 0.0414073952, 0.0815803483, 0.1018144265, -0.0686992407, -0.0390995294, 0.0342154428, 0.0282310955, 0.0600581653, -0.1177547947, -0.0142631438, -0.0293313563, 0.0909728259, -0.0242460016, 0.0232396666, -0.0754081532, 0.0459694527, -0.0050752908, 0.0231457409, -0.0213209167, 0.0841565728, 0.0566232055, 0.0436615907, -0.0381334461, -0.1193649322, 0.0587700568, -0.0951055139, 0.0025074552, -0.0291166715, -0.0304852892, -0.0855520293, 0.0276138745, 0.0725099072, 0.0630100891, -0.0644055381, 0.0390458591, 0.0056052948, 0.0142765613, 0.1129243821, -0.1134610921, -0.0091710808, -0.0042635128, -0.0341081023, 0.1256981492, -0.0815803483, 0.0349131711, -0.0573746003, -0.0672501177, 0.0064036548, 0.0138471909, -0.0338129103, 0.0397435836, 0.0074871439, -0.0514975972, -0.0537249558, 0.0317197293, -0.0880209059, -0.0785210878, 0.1341782063, -0.0313171931, 0.0516317748, 0.0333298668, 0.0513097458, -0.0719195232, -0.0035154691, 0.0999896005 ]
711.2255
Xiang Liu
I. Abt, A. Caldwell, K. Kroeninger, J. Liu, X. Liu, B. Majorovits
Neutron Interactions as Seen by A Segmented Germanium Detector
17 pages, 10 figures, submitted to EPJC
Eur.Phys.J.A36:139-149,2008
10.1140/epja/i2007-10553-8
null
nucl-ex
null
The GERmanium Detector Array, GERDA, is designed for the search for ``neutrinoless double beta decay'' (0-nu-2-beta) with germanium detectors enriched in Ge76. An 18-fold segmented prototype detector for GERDA Phase II was exposed to an AmBe neutron source to improve the understanding of neutron induced backgrounds. Neutron interactions with the germanium isotopes themselves and in the surrounding materials were studied. Segment information is used to identify neutron induced peaks in the recorded energy spectra. The Geant4 based simulation package MaGe is used to simulate the experiment. Though many photon peaks from germanium isotopes excited by neutrons are correctly described by Geant4, some physics processes were identified as being incorrectly treated or even missing.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:55:25 GMT" } ]
2008-11-26T00:00:00
[ [ "Abt", "I.", "" ], [ "Caldwell", "A.", "" ], [ "Kroeninger", "K.", "" ], [ "Liu", "J.", "" ], [ "Liu", "X.", "" ], [ "Majorovits", "B.", "" ] ]
[ -0.0047782268, 0.0408784449, 0.0608709082, 0.0102405529, -0.0682982728, 0.0624345653, 0.0296257026, 0.1121923402, 0.0100730183, 0.0900219306, 0.0477473624, -0.0477752872, -0.0531922393, -0.012125317, 0.0167255383, -0.0031918832, 0.005664764, -0.0053611076, -0.071816504, 0.1024753377, -0.0060103042, 0.0614293553, 0.0268893037, -0.0772892982, 0.0388401076, -0.1007999852, 0.0776243657, 0.0038393347, 0.0921998769, -0.0371089168, -0.0162089728, -0.0371926837, -0.0435589962, 0.0333952308, -0.0817010403, 0.0589721799, 0.061596889, -0.0305750649, -0.1950102895, 0.1199547797, -0.0360757858, 0.0433635414, -0.0742736757, 0.0189453717, -0.0785737336, 0.0247811601, -0.058860492, 0.0471051484, 0.0622111857, -0.0815335065, 0.0352381133, -0.0067118551, -0.0041569523, 0.070141159, -0.0016805815, -0.0940427631, -0.0121462587, 0.0420511849, -0.02637274, 0.0319153443, -0.0857777223, -0.0857218727, -0.0011858309, 0.1023077965, -0.0680748969, -0.0903569981, 0.0152177271, -0.0307984445, 0.1254275739, -0.0119158989, 0.0819244236, 0.0024152906, -0.0000487007, -0.0784061998, -0.0492551737, 0.049003873, 0.0157063697, 0.0391472541, 0.0009022437, 0.0410459787, 0.0760048702, -0.019573627, -0.0838231519, -0.0758931786, -0.0278526284, -0.0574643686, 0.0428330153, -0.0877881348, -0.0472726822, 0.0547558926, 0.0110154003, -0.0444804393, -0.0435031541, 0.1118572727, -0.0309659801, -0.0795789361, 0.0194340143, -0.0590280257, 0.0870063081, 0.0755581111, -0.0141287521, -0.0291230995, 0.0374998301, -0.0309380572, 0.1305653006, -0.1199547797, -0.0731009319, 0.0378069766, -0.0134935165, 0.0221285298, 0.0666787773, 0.0085861487, -0.005975401, 0.0003893871, 0.014980386, 0.0028288916, -0.131570518, -0.0994597152, 0.0832088515, 0.0782386586, -0.1501110047, 0.0830971673, 0.0293464791, -0.0292068664, 0.1002415419, -0.020159997, 0.0333393887, -0.1112429798, 0.0165440422, 0.0319991112, 0.0646683574, -0.0309101343, -0.0295419358, -0.0747762769, -0.0928141698, 0.0286763404, 0.0289834868, -0.0886258036, -0.0295977797, -0.0507909097, 0.034372516, -0.0040278113, 0.0283971168, 0.0536110736, -0.061596889, 0.0226032101, -0.0242645964, 0.1033130065, 0.1211833656, 0.020159997, 0.0001076541, -0.0938752219, 0.0117693059, -0.0676281378, 0.0277409386, -0.0192245953, 0.0326134041, 0.0816451982, -0.0804724544, -0.0879556686, -0.044117447, -0.0191547908, 0.0549234301, 0.0179960094, -0.0001754969, 0.068745032, -0.1189495698, -0.0541415997, -0.168428123, 0.0436427668, 0.0263867006, -0.0012469112, 0.0108199436, -0.0157063697, -0.0050679217, -0.0196713544, 0.0214304682, -0.080528304, -0.094936274, -0.0494227074, -0.0527175553, -0.0322783329, 0.0014816342, 0.0541415997, -0.040292073, -0.0322783329, 0.0110642649, 0.0357127935, -0.0461557843, 0.0377511308, -0.0581903532, 0.1028662473, 0.1572591513, 0.0230080858, -0.0337582231, -0.170438543, 0.0616527349, 0.0429167822, 0.1132533923, -0.0185823794, -0.0070259827, 0.0277688615, 0.0889608786, -0.1166040897, -0.0457648709, -0.037583597, 0.0666229278, -0.0411576703, 0.0101218829, -0.0323621035, 0.0651709586, 0.0034117724, 0.0038498056, -0.0739386082, -0.1080598235, -0.008565207, -0.0366342328, -0.0117972288, 0.0338140689, 0.0502883047, -0.0899660811, 0.0823153406, 0.0495623201, 0.0447038189, -0.0054867584, 0.1080598235, 0.0473564491, 0.0084046526, 0.0320270322, -0.0191827118, -0.0903569981, 0.0295140129, -0.0073366198, -0.029374402, -0.002478116, 0.0019475898, 0.0516006574, -0.0810309052, -0.0092074228, 0.044145368, -0.0640540645, 0.0774568319, -0.0464908518, 0.0295977797, -0.0665670857, 0.058860492, -0.0541695245, -0.0567383878, 0.1087858081, 0.0615410469, -0.0970025361, 0.0982869714, 0.0651151165, -0.0659527928, 0.0459324047, 0.0861686319 ]
711.2256
Antoine Letessier-Selvon
The Pierre Auger Collaboration
Correlation of the highest energy cosmic rays with nearby extragalactic objects
22 pages, 2 figures
Science 318:938-943,2007
10.1126/science.1151124
null
astro-ph
null
Using data collected at the Pierre Auger Observatory during the past 3.7 years, we demonstrated a correlation between the arrival directions of cosmic rays with energy above ~ 6x10^{19} electron volts and the positions of active galactic nuclei (AGN) lying within ~ 75 megaparsecs. We rejected the hypothesis of an isotropic distribution of these cosmic rays with at least a 99% confidence level from a prescribed a priori test. The correlation we observed is compatible with the hypothesis that the highest energy particles originate from nearby extragalactic sources whose flux has not been substantially reduced by interaction with the cosmic background radiation. AGN or objects having a similar spatial distribution are possible sources.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:35:38 GMT" } ]
2012-08-27T00:00:00
[ [ "The Pierre Auger Collaboration", "", "" ] ]
[ -0.0369745865, 0.0382951051, 0.022861518, -0.022967631, -0.020090783, 0.1004539132, -0.0402523056, 0.0017788713, -0.0262217727, 0.0110534672, -0.0870128945, -0.0231209062, 0.0176030155, -0.0709308386, -0.0824853927, 0.0041413656, 0.0557448454, -0.0205741879, 0.0147733279, -0.0388374627, -0.1193184927, 0.0117137274, 0.0263868365, -0.0107410224, -0.0371160693, -0.1171490699, -0.0137121947, 0.1610092223, -0.0006912102, 0.0413370207, -0.0437186733, -0.0358427092, -0.0322348587, -0.0215645786, -0.0767316967, 0.092153497, 0.0134056453, 0.0418557972, -0.077203311, -0.0377055891, 0.0467605889, 0.0284147803, -0.1038495377, 0.0021443726, -0.0836644322, -0.0553203933, -0.0891351625, -0.1284678131, 0.0056063188, -0.0581972413, -0.0742321387, 0.0595177636, -0.0266698059, 0.0690443814, -0.0495195352, -0.0147025855, 0.0095973574, -0.0124506252, -0.0558391698, -0.1408241242, -0.1048870906, -0.0270706788, 0.0825325549, 0.007038848, -0.0026543059, 0.0446147397, 0.0090314196, 0.0468077511, 0.1050757319, 0.0706007034, -0.0223663226, -0.0217414331, 0.0542828403, 0.062913388, 0.1023403704, -0.0280610695, -0.0055650524, -0.107999742, -0.0151741998, -0.0066202902, -0.0024317629, 0.0413134396, -0.0119495355, -0.0379885547, -0.0184519216, -0.0894181281, 0.0466662645, 0.0117432037, -0.0498025008, 0.044685483, 0.0359134525, -0.0363143235, -0.0137829371, -0.0448033884, -0.0419029593, 0.0452985838, 0.0995106846, -0.0975299031, 0.172988236, 0.0254436079, -0.0222837906, -0.0176148061, 0.0464540385, -0.1078111008, 0.1170547456, 0.0162942838, 0.005155337, -0.008954782, 0.038271524, -0.0642339066, 0.0983788073, 0.0149619738, -0.0721570328, 0.0645168796, -0.1175263599, 0.0317868255, -0.0644225553, -0.0094735585, 0.0875316709, 0.0516417995, 0.0414313413, 0.0140894866, 0.0368802622, 0.0447562262, 0.1117726639, -0.0315038562, 0.0343099609, -0.0970582888, -0.0944172442, -0.0672050789, 0.0301833339, -0.0215999484, 0.0939927921, 0.0101338187, -0.0983788073, 0.0262453519, 0.0079526016, -0.103943862, 0.0250898972, 0.0501326323, -0.0118846884, 0.0568767227, -0.045935262, 0.0780050531, 0.0234628264, 0.019454103, -0.0517832823, -0.0348287374, 0.0837587565, 0.0181335807, -0.0382007845, -0.0331545062, 0.0593291186, -0.0403937921, -0.0736662, -0.0805517733, 0.0482461751, 0.0402994677, -0.0403466299, -0.1148853153, -0.0277545191, 0.0173554178, -0.1111124009, 0.0280139074, 0.0070683239, 0.0332959928, -0.131580472, -0.0667334646, -0.119790107, -0.0677238554, -0.1573306322, -0.0581972413, -0.0245003793, 0.0862583145, 0.0651299804, 0.0053056641, -0.0706007034, -0.0062724743, -0.0133702736, -0.0328007974, -0.0105759576, 0.0563107841, 0.1087543294, -0.0030153859, 0.0257029962, 0.0584330484, 0.0202322658, 0.08323998, -0.0869657323, 0.0272829048, 0.0535282567, 0.0268348716, 0.0552260689, 0.0948416963, -0.1145080253, -0.0834757835, 0.0249719936, 0.0467134267, -0.0219536591, -0.0266698059, 0.0275658742, 0.0250663161, 0.0132759511, -0.0569710433, -0.0636208132, -0.1001709402, 0.1273359358, -0.082579717, -0.0632435158, 0.0262453519, 0.1006425545, -0.0479867868, 0.0775334388, -0.0091611138, -0.0536697432, -0.0904085189, -0.0649413317, 0.0986617729, 0.1493131816, -0.0457701981, -0.0947002098, 0.0929080769, -0.0201851055, 0.0554618761, 0.036644455, 0.0245711207, 0.0773919597, -0.0233331323, 0.0459116809, -0.0038200782, -0.0928137526, 0.061262738, -0.0897011012, -0.1396922469, 0.0650828183, 0.0400636606, 0.0173789989, -0.0051229135, -0.0184283406, -0.0466426834, -0.0412662774, 0.0052378699, 0.0498496629, 0.0927665904, -0.0484819822, -0.0289335568, -0.0556033626, 0.028768491, 0.0718740672, 0.0366680361, 0.019666329, 0.0306785293, 0.0102929883, -0.0850321129, 0.0021355299, -0.0469020717 ]
711.2257
Rustem Khasanov
R. Khasanov, A. Shengelaya, D.Di Castro, E. Morenzoni, A. Maisuradze, I.M. Savi\'c, K. Conder, E. Pomjakushina, and H. Keller
Oxygen isotope effect on superconductivity and magnetism in Y_1-xPr_xBa_2Cu_3O_7-\delta
5 pages, 3 figures, 1 table
Phys. Rev. Lett. 101, 077001 (2008)
10.1103/PhysRevLett.101.077001
null
cond-mat.supr-con
null
Oxygen isotope (^{16}O/^{18}O) effects (OIE's) on the superconducting transition (T_c), the spin-glass ordering (T_g), and the antiferromagnetic ordering (T_N) temperatures were studied for Y_1-xPr_xBa_2Cu_3O_7-\delta as a function of Pr content (0.0\leq x \leq 1.0). The OIE on T_c increases with increasing x up to x\approx0.55, where superconductivity disappears. For decreasing x the OIE's on T_N and T_g increase down to x\approx 0.7 where antiferromagnetic order and down to x\approx0.3 where spin-glass behavior vanish, respectively. The OIE's on T_g and T_N are found to have {\it opposite signs} as compared to the OIE on T_c. All OIE's are suggested to arise from the isotope dependent mobility (kinetic energy) of the charge carriers.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:47:10 GMT" } ]
2015-05-13T00:00:00
[ [ "Khasanov", "R.", "" ], [ "Shengelaya", "A.", "" ], [ "Di Castro", "D.", "" ], [ "Morenzoni", "E.", "" ], [ "Maisuradze", "A.", "" ], [ "Savić", "I. M.", "" ], [ "Conder", "K.", "" ], [ "Pomjakushina", "E.", "" ], [ "Keller", "H.", "" ] ]
[ 0.0911708251, -0.0547320768, -0.0605011359, -0.046620883, -0.0193411335, 0.0367345922, 0.0283275489, -0.0264291838, -0.0640020147, -0.1464452893, 0.0446239002, -0.0798792467, -0.0534993745, -0.0362908207, 0.0747018903, 0.0035933335, -0.1080835238, 0.0064901891, 0.0274646562, 0.0723844022, -0.0735184923, -0.1224815175, 0.0326913223, 0.0746525824, -0.0400628932, -0.0051434594, 0.0965454131, 0.0213504415, 0.082098119, -0.0676015094, 0.0743567348, -0.0665660426, -0.0346143395, -0.1035471782, -0.0451909453, 0.0027181134, 0.0405806303, -0.0087953461, -0.0300040264, -0.1205091849, -0.0444020145, -0.03690717, -0.1168603823, 0.0667632744, 0.0478535853, 0.1148880571, 0.0156306922, -0.0863386169, 0.0713489354, 0.0441801287, 0.0151869189, -0.058528807, -0.0344910696, -0.0593670458, 0.0642978624, -0.0470646545, -0.0318284295, 0.0823446587, 0.0167031456, -0.1124226451, -0.0601559766, -0.0777589977, 0.0909242779, 0.0596628971, -0.0359456614, 0.0743567348, -0.0016672328, 0.014447296, 0.0581836514, 0.0430953465, -0.0226694345, -0.0614379905, 0.0696724579, -0.0577398762, 0.0250855349, -0.0181823913, 0.0203642771, 0.0804216415, 0.0667139664, -0.0320256613, -0.06710843, 0.0336774848, 0.1244538426, 0.0911215171, -0.005112642, 0.001947673, 0.0904805064, -0.0418626443, 0.0533514507, 0.0511818901, -0.0918611363, -0.1376684308, -0.0045209434, 0.0271441527, 0.0553237759, -0.0490616374, 0.0222256612, -0.034145914, -0.0498752221, 0.0400382392, -0.0093562268, -0.0064100632, 0.0690314472, 0.1071959808, 0.1539401263, 0.0815557241, -0.027587926, -0.0802244097, -0.1214953512, -0.1303708255, 0.1480231583, 0.0083762268, -0.0679466724, 0.0967426449, -0.1267220229, -0.0951154754, -0.0275139641, -0.0907270461, -0.0449690595, 0.0732226446, -0.0391260386, 0.0305464156, 0.0839718282, 0.0261086803, -0.0339733362, -0.1018706933, 0.0935376137, -0.1227773651, -0.0266757254, -0.0960030258, 0.0345403776, -0.0088877995, -0.0050417613, -0.0321242772, -0.0229159761, 0.0238774847, -0.0131652839, -0.0015655346, 0.0253690574, 0.0188233964, 0.0328145921, -0.0380659141, 0.0595149696, 0.0162593722, 0.0355265439, -0.0198958497, 0.0031649687, 0.0397916995, 0.0587260388, 0.0310148448, 0.0209683031, -0.0782520771, 0.0160005037, 0.0056642769, 0.0437856615, -0.053992454, 0.0810133368, 0.115874216, 0.0195013843, -0.0003326376, 0.069179371, 0.0125920763, -0.0202410072, -0.1025610119, 0.0419119522, 0.0138802519, -0.0823939666, 0.0274400003, -0.0209313221, -0.0972357243, 0.0252211336, 0.0290671717, -0.0544855371, 0.0076366039, 0.0955099389, 0.0305464156, -0.0229529571, -0.0628186166, 0.0522173606, 0.1009338424, -0.0072298115, -0.0342445299, -0.0211655349, 0.0274153464, 0.0113162268, 0.0004133412, -0.0810626447, 0.0270701908, -0.0525132082, 0.0528090596, 0.021029938, 0.0378686823, 0.1030540913, 0.0721378624, 0.0090973591, -0.109168306, 0.0474837758, -0.0022758807, 0.0198465418, 0.0125674224, 0.0267496873, 0.0563592464, -0.0013120598, -0.0122962268, -0.0531049073, -0.0391013846, 0.0540910698, -0.024974592, -0.0053376104, -0.0596628971, 0.036857862, 0.0154581135, 0.0710530877, -0.066220887, 0.0575919524, -0.0486671738, -0.1263275594, -0.0204998758, 0.0137200002, 0.0948196277, -0.0254923273, -0.0147431456, 0.0243705679, 0.1123240292, -0.074159503, 0.0377700664, 0.087472707, 0.0754415095, 0.0311627686, 0.045388177, -0.0047705662, -0.0084255347, 0.114986673, 0.0654812604, 0.0130789941, -0.0890998766, -0.043317236, -0.0162593722, 0.0735184923, -0.0780055374, -0.1146908253, 0.0005524057, -0.0764769837, 0.1134088114, -0.095411323, 0.0571974851, -0.0620296896, -0.0276865419, 0.0186754726, 0.0723844022, -0.1021665484, -0.0436130837, -0.0134364786, -0.0711517036, 0.0161237735, -0.0727788731 ]
711.2258
Pawel Urbanski
Wlodzimierz M. Tulczyjew
Density operators and selective measurements
5 pages
null
null
null
math-ph math.MP
null
It is widely believed that statistical interpretation of quantum mechanics requires that density operators representing quantum states be normalized. We present a description of selective measurements in terms of density operators. The description is inspired by Schwinger's Algebra of Microscopic Measurements. Density operators used are not normalized. We do not know applications of density operators requiring normalization.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:45:57 GMT" } ]
2007-11-15T00:00:00
[ [ "Tulczyjew", "Wlodzimierz M.", "" ] ]
[ 0.0408322327, 0.0461253002, -0.0735293105, 0.031497661, 0.0016369723, 0.1041925922, -0.0281080119, -0.0141061544, -0.116186738, -0.0222282745, 0.0012442293, 0.034313675, -0.0374165103, 0.046542488, 0.1158738434, 0.0219284203, -0.0383812562, -0.0005198548, 0.0039600227, 0.0598142669, -0.0022326054, -0.077388294, -0.0330881886, -0.0232321322, -0.0052506966, -0.1779304892, 0.05731114, 0.0307675824, 0.1138922051, -0.0850019678, 0.0338182673, -0.079422079, -0.054495126, -0.0286034215, -0.0714955181, -0.0229062047, 0.0056157354, 0.0419534221, -0.0223064963, 0.0561117269, -0.057415437, -0.0818730593, -0.0975697413, 0.0563724674, 0.0573632903, -0.036608208, 0.0375729539, -0.048706647, 0.06101368, 0.0037155766, -0.1119105592, -0.0064729257, 0.0482112356, -0.0971525535, 0.0322277397, 0.0585627034, -0.0693574324, 0.0531392656, 0.0300114304, -0.0416926816, 0.0223586448, -0.0621609464, -0.0523831137, 0.0540257879, -0.1272422075, -0.0198424831, -0.0769711062, 0.084532626, -0.0261394083, 0.0575197339, -0.0002173531, 0.0274822302, 0.0127046648, 0.0751459077, -0.0307936557, -0.0000932459, -0.0799435675, 0.0332707092, -0.0897996202, 0.1033582166, -0.0066261119, -0.019334035, 0.0134803727, -0.0173132829, -0.0205986351, 0.0374686569, 0.0891216919, -0.015527199, 0.0599707104, -0.0078809336, 0.0058732186, 0.0323059596, 0.0157357939, 0.0587712973, 0.0639339909, -0.1009072438, 0.1345429868, 0.078900598, -0.0534521565, -0.0166614279, -0.0130697042, -0.0075093759, 0.0611179769, -0.0189038105, 0.1121191531, -0.0274822302, -0.1112847775, -0.0352523476, -0.035747759, 0.0550166108, -0.0214330107, -0.0727992281, 0.0281080119, -0.002703571, -0.0123005146, -0.0372339897, -0.0618480556, -0.0568939522, -0.0719648525, 0.0684187561, -0.0414580144, -0.0559552796, 0.1366289258, -0.0477679744, 0.0290466845, -0.093032822, 0.0175870638, -0.0520962961, -0.0542865321, 0.0475593805, 0.089695327, -0.0725384876, 0.0001329174, -0.1611386985, -0.0107882097, -0.0548601635, 0.0473768637, 0.0357999057, 0.0742593855, 0.0681580156, 0.0249660686, 0.0552252047, 0.0649248138, 0.1279722899, -0.0870357528, 0.0303764697, -0.1466414332, 0.0974654406, 0.1269293129, -0.024405472, -0.0254745148, -0.0241186563, 0.0019588259, -0.01367593, -0.0309240278, -0.1374633014, 0.0855234489, 0.096109584, -0.004576026, -0.0502711013, 0.0396328196, 0.0301157273, -0.0594492257, -0.0429703183, 0.0614830144, -0.0413276441, -0.0522527397, -0.0800478607, 0.0020093448, -0.0733207166, 0.0094193127, -0.0305329151, -0.0362431705, -0.0503232479, 0.0082916031, 0.0308718793, -0.0454212949, -0.1148308739, -0.0942322388, -0.0039176517, -0.0384855531, -0.1108675897, 0.1039839983, -0.0302200243, 0.0381987356, 0.0185257345, -0.0340529345, 0.1144136861, 0.0783791095, -0.0729556754, -0.1221316606, 0.0535564534, 0.0785877034, 0.1037232578, -0.0235841349, -0.0736857504, 0.05731114, 0.1034625173, 0.0444044024, -0.0327492245, -0.0166483913, -0.0562160239, 0.0630474687, -0.0937107578, -0.0285773482, -0.0225020535, 0.1349601746, -0.0697224736, -0.1435125172, -0.0101363538, 0.0519398525, -0.0587712973, 0.0823423937, -0.0310283247, -0.0097126476, 0.0537650473, -0.1042968929, 0.0590841882, -0.0900603607, 0.167083621, -0.0250312537, 0.0400239304, 0.0947015733, -0.0249008816, -0.044456549, 0.042162016, 0.0140800802, -0.0374947302, -0.0072877454, -0.0756152421, 0.0053680306, 0.0188777372, -0.0657070428, -0.0136889666, -0.0526438542, 0.0337661169, -0.0062512946, 0.0348351598, -0.0640904382, -0.063986145, -0.0162572768, -0.0265565962, -0.0180694368, 0.0530088954, 0.0034906864, -0.0065707038, 0.0011782289, 0.042944245, -0.0269607455, -0.0270911176, 0.0009134126, 0.0698789135, -0.0496453196, -0.0504275449, -0.0512879938, -0.0478722714 ]
711.2259
Anthony Thomas Prof
A. W. Thomas
The Pion Cloud: Insights into Hadron Structure
Invited talk at Yukawa Institute Kyoto
Prog.Theor.Phys.168:614,2007
10.1143/PTPS.168.614
null
nucl-th
null
Modern nuclear theory presents a fascinating study in contrasting approaches to the structure of hadrons and nuclei. Nowhere is this more apparent than in the treatment of the pion cloud. As this discussion really begins with Yukawa, it is entirely appropriate that this invited lecture at the Yukawa Institute in Kyoto should deal with the issue.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:48:22 GMT" } ]
2009-11-13T00:00:00
[ [ "Thomas", "A. W.", "" ] ]
[ -0.0455518588, -0.0652373284, 0.0312162694, 0.022334436, 0.0460193269, 0.0053661079, -0.025463853, 0.0701197386, 0.10351751, -0.0458115637, 0.0204386059, 0.0926619396, -0.0389813818, -0.0282037165, -0.0439157337, 0.0161275398, 0.0510575585, 0.0369037576, 0.0777030587, 0.0453181267, -0.1131265089, -0.1031019837, -0.0238926522, 0.0500187464, -0.0314240307, -0.0016620975, -0.0444870777, 0.0027950506, 0.0203347243, -0.0313201509, 0.05770595, -0.0555763841, -0.045240216, -0.1130226329, -0.0245289244, 0.0731322914, -0.0255807191, 0.0416822881, -0.0458375327, 0.0581214726, -0.0064341351, -0.0114463978, -0.0180882961, 0.0505121835, 0.0045058425, -0.0282556582, -0.0820660666, -0.0592122227, -0.0580175929, 0.0150367888, -0.0315279141, -0.0196594968, -0.0074989167, -0.0652892664, -0.1987245381, -0.0023519329, -0.0070379442, 0.0853383169, 0.0183350127, -0.0050187553, 0.0302034281, -0.0649256855, 0.0130760325, 0.0866368338, -0.0417861715, -0.0360207707, 0.0235550385, 0.0426951312, -0.0056972289, -0.0694964528, 0.1023228765, 0.0324368738, -0.0649776235, 0.0666916594, 0.0249704178, 0.0173611287, -0.0106543051, -0.0356312171, -0.0024249742, 0.0446169302, 0.0381503329, 0.0018081804, -0.018776508, -0.0626922399, 0.0331640393, 0.0247107148, -0.0061549549, 0.0919867083, -0.0581214726, -0.0372933149, 0.0511614382, 0.0785860494, -0.0866368338, -0.0023064849, 0.0353455432, -0.0060575665, 0.1064781249, 0.0391372032, 0.0283335689, -0.0166729148, 0.0290347654, -0.0047330824, -0.0740152821, 0.0573943034, 0.0859096646, -0.1187360883, -0.0298658144, -0.0599393919, -0.0869484767, 0.0157639571, -0.0071028699, 0.0542259328, -0.1308901757, 0.0924022347, -0.1227874532, -0.0192569587, 0.0371894315, 0.111360535, -0.0297359638, 0.0223214496, 0.0511614382, -0.0208281595, 0.0546933971, 0.0301514883, 0.02560669, -0.0871562362, 0.037864659, -0.0959341899, -0.0872081816, 0.0384879448, 0.1305785328, -0.0266455002, -0.0418900512, 0.0113230394, -0.049862925, -0.0043889764, 0.0280219261, -0.0286452118, 0.0775472373, -0.1253844798, 0.0882989317, 0.0083948914, 0.1037252769, 0.0418381095, 0.0443312563, -0.0074534686, -0.0013650625, 0.0293723792, 0.1212292388, 0.0810272545, -0.0787418708, -0.0154912686, 0.104816027, 0.0442533456, -0.0616534315, -0.1259038895, 0.0854941383, 0.0465647019, 0.051187411, -0.0401500426, -0.0041325199, -0.0061549549, -0.0978040546, -0.0085961604, 0.0925061181, 0.0111347549, -0.1015957147, -0.0161664952, -0.118216686, -0.1669369191, -0.1068936437, -0.0888702795, -0.0210489072, 0.0331640393, 0.0641465783, 0.0644582212, -0.0348261371, -0.0159067921, -0.0775991753, 0.0959861353, 0.0172312763, 0.123410739, 0.0422276668, -0.054485634, -0.0287750624, -0.0315019414, 0.0310344771, 0.0447467826, -0.014153799, 0.023568023, -0.0234381724, 0.0552128032, 0.0073690652, 0.1125032231, 0.0511095002, -0.0741191581, 0.0218669698, 0.1278776228, 0.0083948914, 0.0697561577, 0.0010704622, 0.0000375098, 0.0360207707, -0.0338912085, -0.0129137188, 0.0984792784, 0.1642360091, 0.0324888118, -0.161846742, -0.0615495481, 0.0563035533, -0.0482527688, 0.083624281, 0.0192959141, -0.1006607786, -0.0859616026, -0.1054393128, 0.0797806829, 0.0154393278, 0.0701197386, -0.0422276668, 0.0468503721, 0.0241783243, 0.0306189526, 0.0093622841, 0.0705872029, 0.0410849713, -0.0547453389, 0.0545375757, 0.068873167, 0.0435521491, -0.0256586298, -0.0556283258, -0.0343586728, -0.1061145365, -0.0279180445, 0.0504083, -0.0393969044, 0.0133227501, -0.0161275398, -0.0692886934, -0.0697561577, -0.0169845596, 0.0631077662, 0.009329821, -0.0479930677, 0.0214514453, 0.0110698296, 0.153744027, -0.0776511207, 0.0827412903, 0.1132303923, -0.0312941782, 0.0005705344, -0.034618374, -0.0506939739 ]
711.226
Elio Conte
Elio Conte
A Quantum Like Interpretation and Solution of Einstein, Podolsky, and Rosen Paradox in Quantum Mechanics
9 pages
Proceedings Fundamental problems of Sciences,271-304,S.Petersburg 2002
null
null
quant-ph
null
We discuss the Einstein, Podolsky, and Rosen paradox as it was formulated by Asher Peres in 1992 [4]. On this basis we realize an algebraic quantum like elaboration showing that in this formulation the paradox may be still interpreted and solved.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 17:51:53 GMT" } ]
2008-08-28T00:00:00
[ [ "Conte", "Elio", "" ] ]
[ 0.0422155522, -0.0342425294, -0.0907910913, -0.0147362696, -0.0308551453, 0.0302099288, -0.041362945, 0.0581155159, -0.0824493691, -0.0475616269, 0.0653050616, -0.0141832279, -0.0077080256, 0.0217990801, 0.0095687816, 0.0148053998, 0.0000950541, -0.0135610551, 0.0524929203, 0.1119910404, -0.0232738592, -0.001628882, 0.0387820825, -0.0079557421, 0.0019514899, -0.0853067562, -0.0475616269, 0.0343807898, 0.0953997746, -0.0667798445, 0.0902380496, -0.0185499564, -0.0040268386, -0.0230434239, 0.0340351388, 0.0768267736, 0.0306707975, -0.0395194739, -0.0818963274, -0.0741537362, 0.0606042072, -0.0223751646, -0.0871963203, 0.0069303098, 0.0384133868, 0.0074718301, -0.0222484265, -0.0318229683, 0.0550276972, 0.0306707975, -0.0127084488, 0.0812050253, 0.0701902732, 0.0183425657, -0.0765041709, -0.0858137086, 0.041962076, 0.0533224829, 0.0571937785, 0.0130656213, 0.0688998401, -0.0681624487, -0.1242501438, 0.1287666559, -0.1342970729, 0.0836937204, -0.0953076035, -0.0288042799, -0.1071980074, -0.0520320535, 0.0183540881, 0.0635537654, 0.063185066, 0.0779328644, -0.0166373532, 0.0394503437, -0.0748911276, 0.1446205378, 0.0406025127, 0.0060661812, 0.0707433149, -0.0414781645, 0.0363164358, -0.105723232, -0.0127314916, 0.0430681594, -0.0179969147, 0.0327447057, -0.1581700593, -0.0946623832, 0.0139527936, 0.0351873077, -0.0194025636, -0.0151049644, 0.1065527946, -0.0309242755, 0.0476538017, 0.0741998255, 0.1206553727, 0.0108188875, -0.0105711706, -0.0276060216, 0.0247255936, 0.0265460256, 0.0693607107, 0.1191805899, 0.0055995523, -0.0651668012, 0.008203459, 0.0468703248, -0.0841545835, 0.0043465658, -0.0650285408, -0.0228360333, -0.0269838497, -0.0484833643, -0.0468242392, -0.0021732829, -0.0555807389, 0.0649363697, -0.1169684231, -0.0307629704, 0.0747528672, -0.0093729133, 0.0432525091, -0.0974275991, 0.0516633578, -0.1522709429, -0.0300025381, 0.0214879923, 0.1010223702, 0.0163723528, -0.0463864133, -0.0040441211, -0.0574702993, -0.0535990037, 0.1692309082, -0.0459255427, 0.0515711829, -0.0129158394, 0.0121554062, -0.0263616778, 0.0337816589, -0.0345190503, 0.0148630086, 0.0760893896, 0.0150358342, -0.0133190993, 0.0463172831, -0.0748450384, 0.021856688, -0.0422385968, -0.0091597615, 0.0532303117, -0.0010643181, -0.1395509839, 0.072771132, 0.0190453902, -0.0287581943, -0.0478381477, -0.0451651104, 0.0323529691, -0.0993632451, -0.0678859279, 0.1698761284, 0.0062850942, -0.0465707593, -0.0237347279, -0.0419390313, -0.1325457692, -0.0995475948, -0.027652109, -0.0741998255, -0.0076331343, 0.0544285662, -0.090975441, -0.001870838, -0.1008380279, -0.0252555925, 0.0446351133, -0.0625398532, -0.0296338443, 0.0290577579, 0.0852145851, 0.0573320389, -0.0429990292, 0.0177664794, -0.0317999236, -0.0059797685, -0.0466398895, -0.0370538272, 0.0659963638, 0.0911137015, 0.1107927859, 0.0785780773, -0.1342049092, 0.0964136869, 0.0368925221, -0.0464324988, -0.0408329479, 0.0384594761, 0.0453264154, 0.0644294173, -0.0435059853, 0.010991713, -0.0307860151, 0.0962293372, -0.0710198358, -0.0627702847, 0.0254860278, 0.0499120578, 0.0108937789, 0.0502346642, 0.0832789317, 0.0375377387, -0.048068583, -0.0468933694, 0.0313390568, -0.1170605943, 0.0959528163, -0.1289509982, 0.1497822553, 0.0763198212, 0.0450959802, 0.0109398654, 0.0500503182, 0.0821728483, 0.0504190139, -0.0106230183, -0.0324451402, 0.0292190611, -0.0173632205, -0.0555346534, 0.0972432494, 0.1089493111, 0.0196560416, -0.0111587783, -0.0199556053, -0.1119910404, -0.0237116832, 0.0631389841, 0.0088256318, -0.0061641159, 0.0396577343, 0.0275368914, -0.0053057484, 0.0124664921, 0.0314312316, 0.0208658203, -0.0852606669, 0.0126623614, 0.022859076, 0.083924152, -0.0962293372, -0.0333668776, 0.0050033033 ]
711.2261
T. K. Sridharan
F. M. Fazal, T. K. Sridharan, K. Qiu, T. P. Robitaille, B. A. Whitney, Q. Zhang
Spectral Energy Distributions of High Mass Proto Stellar Objects - Evidence for High Accretion Rates
10 pages; 3 figures; 3 tables
null
10.1086/593975
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The spectral energy distributions (SEDs), spanning the mid-infrared to millimeter wavelengths, of a sample of 13 high-mass protostellar objects (HMPOs) were studied using a large archive of 2-D axisymmetric radiative transfer models. Measurements from the Spitzer GLIMPSE and MIPSGAL surveys and the MSX survey were used in addition to our own surveys at millimeter and submillimeter wavelengths to construct the SEDs, which were then fit to the archive of models. These models assumed that stars of all masses form via accretion and allowed us to make estimates for the masses, luminosities and envelope accretion rates for the HMPOs. The models fit the observed SEDs well. The implied envelope accretion rates are high, $\approx 10^{-2.5} \msun/yr$, consistent with the accretion-based scenario of massive star formation. With the fitted accretion rates and with mass estimates of up to $\sim 20 \msun$ for these objects, it appears plausible that stars with stellar masses $M_{\ast} > 20 \msun$ can form via accretion.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:36:44 GMT" }, { "version": "v2", "created": "Wed, 30 Apr 2008 21:22:12 GMT" }, { "version": "v3", "created": "Wed, 24 Sep 2008 18:58:39 GMT" } ]
2009-11-13T00:00:00
[ [ "Fazal", "F. M.", "" ], [ "Sridharan", "T. K.", "" ], [ "Qiu", "K.", "" ], [ "Robitaille", "T. P.", "" ], [ "Whitney", "B. A.", "" ], [ "Zhang", "Q.", "" ] ]
[ 0.0631217882, 0.0634653717, 0.0357330181, -0.0404205211, -0.0019541495, 0.0813809633, 0.0230571218, 0.0707297772, 0.0675884113, -0.0797121152, -0.0196703393, -0.0309473462, -0.0940445885, -0.0562500507, 0.0542866997, 0.0592932478, -0.0098781176, -0.013056295, -0.0746074021, 0.031634517, -0.0003272893, 0.036984656, -0.0929647461, -0.0252781641, -0.0991983935, 0.0017302044, -0.0457215756, -0.0311927646, 0.0623855293, -0.0329597816, 0.0490101911, -0.0426292941, -0.0499182418, -0.0371073633, -0.1476441175, 0.1084752306, -0.1101440787, 0.1035668477, -0.0879581943, -0.0880072787, -0.0349722169, 0.0228485167, -0.0072644046, 0.0012761792, -0.0167866647, -0.0164185353, 0.0415003672, -0.0493783168, 0.0625327826, 0.0555628799, -0.1547121853, 0.0393161364, 0.1127946079, -0.0400523916, 0.0097431373, -0.0406904817, 0.0300392956, -0.0075527718, -0.1315446198, 0.0300392956, -0.0088964412, -0.0536976941, -0.010442582, -0.0279041491, 0.0399296843, -0.020259345, 0.0059452769, -0.0112586003, -0.0634653717, 0.1369438469, -0.012375257, -0.0784359351, 0.0134121524, -0.0316836014, 0.0532068573, -0.0876636952, -0.0685700923, 0.0114058517, -0.0655759797, -0.046359662, 0.0703861937, -0.0034420025, -0.0156086534, -0.077797845, -0.0532068573, 0.0684719235, 0.0107002715, -0.0123691214, -0.1543195099, -0.0401751027, 0.0227380767, 0.058606077, 0.032174442, -0.0180505738, 0.0735275522, -0.1397906989, -0.0138048232, -0.1115184277, 0.0893325433, 0.0654778108, 0.0102646528, 0.0272169746, -0.0382608324, -0.0737238899, 0.010387362, -0.0338187478, -0.0315854363, 0.0166516844, 0.0448135249, -0.0243946556, 0.119666338, -0.0123384437, -0.0492065251, 0.0158908851, -0.007153966, 0.0362238549, -0.1888745278, 0.076767087, -0.0703371093, 0.0600785911, -0.0216336921, -0.0166762266, 0.0198053196, 0.0531577729, 0.0711715296, -0.0157559048, 0.0155841112, 0.0310700554, -0.0570844784, -0.1168194786, 0.0472922549, -0.0945845097, 0.0492310673, -0.1232003793, 0.0033714445, -0.0078902235, 0.0038162665, 0.0000920322, 0.0758835748, 0.0113997161, 0.0187622886, -0.0501145758, -0.0405432321, 0.0536976941, 0.0375736617, 0.0297693331, -0.0513416715, 0.0180014893, -0.0638089627, 0.1036650166, -0.0221613422, -0.0470222943, 0.0034143929, 0.0166394133, -0.0417703278, -0.0569863096, 0.0317572281, -0.0516852587, -0.0343341269, 0.0030953481, 0.0061814929, -0.0156700071, -0.0267752204, -0.0143447453, 0.0259898808, 0.1163286418, -0.0311682224, -0.0441018082, -0.1531414986, -0.06704849, -0.0054206937, 0.0193267521, -0.0585079081, -0.0637598783, 0.0026305858, 0.1001800671, -0.0178051535, -0.0832952335, -0.0930629149, -0.0222840514, -0.0169584583, 0.0356348492, 0.0979712978, -0.0126145408, -0.0186027661, -0.0403959788, -0.0380890407, 0.1093587428, 0.1205498502, -0.0591459982, 0.0052519683, 0.0057520098, 0.1008181572, 0.0446171872, -0.1639399379, -0.1146597937, 0.0344322957, 0.0618946925, -0.0520288423, 0.0811355487, 0.1361584961, 0.0043469854, 0.0639071241, -0.0834915712, -0.0661649853, 0.0008221539, 0.0751473233, 0.0501636602, 0.0686191767, 0.0050709718, 0.1068063825, 0.0787795261, 0.0148723964, 0.0992965549, -0.0278796069, 0.0419175774, -0.1753273904, 0.0737238899, 0.0728403851, 0.0444944799, -0.0810373798, 0.0277078133, 0.0859948471, 0.122022368, 0.0096756471, 0.0172406901, -0.0248977654, 0.0536486097, 0.0714660361, -0.0042580208, -0.0284931548, -0.0004478898, -0.0686191767, -0.0068901405, -0.0199034866, -0.0619437732, -0.0003846177, 0.0941427574, -0.0178051535, -0.0858966783, 0.0114917485, -0.0195599012, 0.0334506184, 0.0525196828, -0.045647949, 0.0078718169, -0.0000156143, -0.0064974702, 0.0454516113, 0.0157559048, 0.1116165966, -0.0756872445, -0.0917867348, -0.0176210888, -0.039782431, -0.0031474996 ]
711.2262
Mustapha Bentaiba
S.-A. Yahiaoui, M. Bentaiba
Weak-Pseudo-Hermiticity of Non-Hermitian Hamiltonians with Position-Dependent Mass
17 pages
null
null
null
math-ph math.MP
null
We extend the definition of eta-weak-pseudo-Hermiticity to the class of potentials endowed with position-dependent mass. The construction of non-Hermitian Hamiltonians through some generating function are obtained. Special cases of potentials are thus deduced.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:03:20 GMT" } ]
2007-11-15T00:00:00
[ [ "Yahiaoui", "S. -A.", "" ], [ "Bentaiba", "M.", "" ] ]
[ 0.0494245104, -0.0195245668, 0.0141600277, 0.0656006634, -0.0507450104, 0.0123797078, -0.0456280671, 0.1012070552, 0.0150207123, 0.0086304247, -0.0398037061, -0.0172490589, -0.0251367018, 0.0264807846, 0.0740424395, 0.0354177542, -0.0082236631, 0.01428972, -0.0078581665, 0.0364788733, 0.0363373905, 0.0547065176, 0.055649735, 0.0387425907, -0.014537314, 0.031456247, 0.0026852177, -0.0172490589, 0.114978008, -0.033696387, 0.0532445349, -0.0880491957, -0.0598470457, -0.0618277974, -0.0455101654, 0.1118653938, -0.0109413033, 0.075221464, -0.0714957565, 0.0828143507, -0.058715187, -0.0352998525, -0.1038480625, 0.0590924732, -0.0095972214, 0.0817296505, -0.028744502, 0.0044802753, 0.063950032, 0.0216703843, -0.0628653318, -0.0058626761, 0.0697508082, -0.0205974765, -0.0274711605, -0.0996979102, 0.0399451889, 0.047137212, -0.0565457903, -0.0116781909, -0.0202201884, -0.1228066981, 0.0419023633, 0.1517634243, -0.1134688631, -0.0086716907, -0.0189822186, -0.0911146477, -0.0355828181, 0.0513581, -0.0444490463, 0.0653176978, 0.038436044, 0.023462493, 0.0170604158, -0.0328946523, -0.0734293535, 0.093236886, -0.0452036187, 0.0813052058, -0.0435294099, 0.0528672487, -0.0618749596, -0.0159167666, -0.0887094513, 0.012238225, -0.0470428877, -0.1095073596, -0.0952647999, 0.093236886, 0.0223188438, 0.0025791058, -0.0293575935, 0.0688547567, 0.0120613724, -0.0655063391, 0.0672984496, -0.0141718183, -0.0231323689, 0.0026749012, 0.0153508373, 0.0708355084, 0.006077847, 0.0310318004, 0.1438404173, -0.0302300677, -0.0461704135, 0.0662137493, -0.0668268427, 0.0597998835, -0.0144901527, -0.0437416323, 0.0270231329, -0.0321872383, -0.0406526029, -0.1279943883, -0.0562156625, 0.0220594611, -0.0304187108, -0.0328474902, 0.0304187108, -0.0089841308, 0.063950032, -0.0674399287, 0.0203145109, -0.0318099521, -0.12176916, 0.0296877176, -0.0528200865, -0.0756459087, 0.011660506, 0.0569230765, 0.0193123445, 0.0274711605, 0.0339793488, -0.0432936065, 0.1175246909, -0.0986603722, 0.0940857753, -0.0451800376, 0.0764004812, -0.017437702, -0.00327178, 0.03996877, 0.0462647378, 0.127900064, -0.0468306653, -0.0462411568, 0.0197485816, -0.0106583387, 0.0111240521, -0.0195127781, 0.0837104023, 0.0349933058, -0.0192062315, -0.0591867939, 0.0251602829, -0.0066319862, 0.0121203233, -0.0416429788, 0.0388840735, 0.0449678153, 0.022554649, 0.0100157727, 0.1238442361, 0.0524428003, -0.01489102, -0.0318099521, -0.028225733, -0.0772022158, 0.0161643606, -0.0971512273, -0.1061117798, 0.0045539639, 0.0485756136, 0.0329418145, -0.0047661876, -0.0750328228, -0.1175246909, 0.0359129421, 0.0527729243, 0.0164944865, -0.0573946834, 0.0438595377, -0.0913976133, -0.0144312019, 0.0099980878, 0.2044891864, 0.1346912235, -0.00274859, 0.0040970938, 0.0828615129, 0.1730801016, 0.0420910046, 0.0306073539, -0.127900064, 0.0276598036, 0.067911543, 0.0518768691, -0.026527945, 0.0080644954, -0.0845121369, 0.1146007255, 0.062110763, -0.1100732908, 0.0224131662, 0.1079038903, 0.018534191, -0.0218472369, -0.0581020936, 0.0114011215, -0.0146905864, 0.0800318643, -0.0044478523, -0.0052377954, 0.0591867939, -0.0760231987, 0.0682416633, 0.0253960863, 0.1083754972, -0.1771359295, 0.0762590021, 0.0029726035, 0.0573946834, -0.018451659, -0.0843706578, -0.0359129421, -0.0133229233, 0.0084889429, -0.0021178143, 0.0659307837, -0.0502262414, 0.0131224906, 0.0072273915, -0.045911029, -0.0283200555, 0.0342858955, -0.0211398248, -0.0778624639, -0.1008297727, -0.0111476323, 0.0452271998, 0.0261742398, -0.0771550536, -0.0402045734, -0.0405111201, 0.0050520999, 0.0713542774, 0.0566401109, -0.1240328848, -0.0540462658, 0.057677649, 0.031975016, 0.1629876941, -0.0741367638, 0.1444063485 ]
711.2263
Benjamin Zwickl
B. M. Zwickl, W. E. Shanks, A. M. Jayich, C. Yang, A. C. Bleszynski Jayich, J. D. Thompson, and J. G. E. Harris
High quality mechanical and optical properties of commercial silicon nitride membranes
4 pages, 4 figures
null
10.1063/1.2884191
null
quant-ph
null
We have measured the optical and mechanical loss of commercial silicon nitride membranes. We find that 50 nm-thick, 1 mm^2 membranes have mechanical Q > 10^6 at 293 K, and Q > 10^7 at 300 mK, well above what has been observed in devices with comparable dimensions. The near-IR optical loss at 293 K is less than 2E-4. This combination of properties make these membranes attractive candidates for studying quantum effects in optomechanical systems.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:07:29 GMT" } ]
2009-11-13T00:00:00
[ [ "Zwickl", "B. M.", "" ], [ "Shanks", "W. E.", "" ], [ "Jayich", "A. M.", "" ], [ "Yang", "C.", "" ], [ "Jayich", "A. C. Bleszynski", "" ], [ "Thompson", "J. D.", "" ], [ "Harris", "J. G. E.", "" ] ]
[ 0.019151466, 0.1283189505, -0.0603043996, 0.0098235589, 0.0499783047, 0.0054384107, -0.0669130981, -0.0245485716, -0.0409464128, -0.0585971512, 0.0580464266, -0.0626174435, -0.1218203977, -0.0530899018, 0.110145025, 0.0279217642, -0.0808464438, 0.0320797376, -0.0333188698, 0.031005824, 0.0907044262, 0.0218775552, -0.0719247013, -0.0637188926, -0.0308681428, -0.0209688582, 0.095991388, -0.0445536636, 0.0861884803, -0.0666928142, 0.118295759, -0.0533652641, 0.0285550971, -0.0621217936, -0.1419769377, 0.0602493286, 0.1192870587, 0.0186282769, -0.1098145917, -0.0165217537, 0.0119645027, -0.0032923035, 0.0149521865, 0.0085018193, -0.0637739673, 0.0355217718, 0.0314464048, 0.034172494, -0.01698987, -0.0463159829, -0.0688406378, 0.0125634167, 0.0081644999, -0.0762754306, 0.0577710643, 0.0561464243, -0.0525391772, -0.0362652503, -0.1016638577, 0.0323826373, -0.0207348, -0.122040689, 0.0415522084, 0.0266550966, -0.0157645065, -0.1008377671, -0.0280594453, 0.039927572, 0.0154891443, 0.0424333699, 0.0992406681, -0.0038585179, 0.0179398712, 0.0109318933, -0.0400377177, -0.0256913267, 0.036182642, 0.0224007443, -0.0048050769, -0.0228275564, 0.0289681405, 0.018050015, -0.022841325, -0.0743478909, 0.0141398674, -0.0162326228, 0.0611855611, -0.0104775457, -0.1936349571, -0.0141811715, -0.0202391483, -0.0069701145, -0.0015360068, 0.0256913267, -0.0746232569, 0.0424333699, 0.0139333457, 0.0939537063, 0.0770464465, 0.0876203626, -0.0816725343, 0.0053420337, 0.0896580517, 0.1164232865, 0.0202666838, 0.0134789972, -0.0074554412, -0.0950000808, -0.0385782942, 0.1217102483, 0.1210493818, -0.0152275497, 0.0484638102, -0.0367058292, -0.0430391692, 0.0353290178, -0.0916406587, -0.0634986088, 0.0589826591, 0.0378348157, -0.0459029377, -0.0322174206, 0.0255536456, 0.0023681179, 0.037862353, -0.0478304774, 0.1173044518, -0.0810667351, -0.0665826648, -0.0270956755, 0.0441956893, -0.1170841604, 0.0102021825, -0.079965286, -0.0348333642, 0.0819479004, 0.0640493333, -0.0537783094, 0.0125909531, 0.0350261182, 0.0422130786, 0.0006483928, 0.120168224, -0.0630029514, 0.0366782919, 0.0316391587, 0.0098648639, 0.0149521865, 0.0242319051, 0.0060820705, -0.125234887, -0.0716493353, -0.0632232428, -0.057826139, 0.0558435284, -0.0995711014, 0.1154319867, 0.1169740185, -0.0079579782, -0.0254159644, 0.0997913927, 0.0532826558, -0.0096101537, 0.0168384202, 0.0617362857, 0.0276601687, 0.0136235626, -0.013224287, -0.1334957629, 0.0015153546, 0.085582681, 0.0024214694, -0.0054143164, 0.0214232076, 0.0494275801, 0.0946696475, 0.1040319726, -0.107611686, -0.0514927991, 0.0596435294, -0.0258427765, 0.0063195708, 0.0828290582, 0.0128456634, -0.0125634167, 0.0118818944, -0.0439754017, 0.070107311, -0.1055740044, -0.1483653486, -0.0877855867, 0.0746232569, 0.048188448, -0.0257601682, -0.0784232542, -0.1165334359, 0.0203079879, 0.0249891523, 0.0517956987, -0.0779276043, -0.010656531, -0.0376971327, 0.1284290999, 0.0143050849, 0.0108561693, -0.0625073016, -0.0677391887, 0.0292985756, -0.0417449623, -0.0378072783, 0.0420753993, 0.1588291228, 0.0744029656, 0.031776838, 0.0284174159, 0.0008187733, -0.0532000475, 0.0525391772, 0.0444985889, 0.0753942654, -0.0408638045, -0.0494551174, 0.0312536508, 0.1032609567, 0.0808464438, 0.1421972215, 0.0219601635, 0.0414145291, 0.0157507379, -0.0611855611, -0.031721767, -0.006323013, -0.0494275801, 0.0571652688, -0.0124119669, 0.0062954766, 0.0203905981, 0.0346681476, 0.002476542, -0.0808464438, -0.0613507777, 0.0289956778, -0.0702725276, 0.0791942701, 0.0387710482, 0.0536406264, -0.0791942701, -0.0473072864, -0.0043713804, -0.0727507845, -0.0636638254, 0.0878957286, -0.0143876933, -0.056063816, -0.0147043606, -0.0848667398 ]
711.2264
Ian Hunter
I. Hunter, D.J. Lennon, P.L. Dufton, C. Trundle, S. Simon-Diaz, S.J. Smartt, R.S.I. Ryans, C.J. Evans
The VLT-FLAMES survey of massive stars: atmospheric parameters and rotational velocity distributions for B-type stars in the Magellanic Clouds
25 pages with tables. 11 figures. Submitted to A&A and corrected for referee's comments
null
10.1051/0004-6361:20078511
null
astro-ph
null
We provide atmospheric parameters and rotational velocities of a large sample (~400) of O- and early B-type stars, analysed in a homogeneous and consistent manner, for use in constraining theoretical models. Comparison of the rotational velocities with evolutionary tracks suggest that the end of core hydrogen burning occurs later than currently predicted. We also show that the large number of the luminous blue supergiants observed in the fields are unlikely to have directly evolved from main-sequence massive O-type stars as neither their low rotational velocities or position on the H-R diagram are predicted. We suggest that blue-loops or mass-transfer binary systems may populate the blue supergiant regime. By comparing the rotational velocity distributions of the Magellanic Cloud stars to a similar Galactic sample we find that (at 3sigma confidence level) massive stars (above 8Msun) in the SMC rotate faster than those in the solar neighbourhood. However there appears to be no significant difference between the rotational velocity distributions in the Galaxy and the LMC. We find that the vsini distributions in the SMC and LMC can modelled with an intrinsic rotational velocity distribution which is a Gaussian peaking at 175km/s (SMC) and 100km/s (LMC). We find that in NGC346 in the SMC, the 10-25Msun main-sequence stars appear to rotate faster than their higher mass counterparts. Recently Yoon et al. (2006) have determined rates of GRBs by modelling rapidly rotating massive star progenitors. Our measured rotational velocity distribution for the 10-25Msun stars is peaked at slightly higher velocities than they assume, supporting the idea that GRBs could come from rapid rotators with initial masses as low as 14Msun at low metallicities. (abridged).
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:11:59 GMT" } ]
2009-11-13T00:00:00
[ [ "Hunter", "I.", "" ], [ "Lennon", "D. J.", "" ], [ "Dufton", "P. L.", "" ], [ "Trundle", "C.", "" ], [ "Simon-Diaz", "S.", "" ], [ "Smartt", "S. J.", "" ], [ "Ryans", "R. S. I.", "" ], [ "Evans", "C. J.", "" ] ]
[ 0.0306120049, 0.0673908591, 0.0106183654, -0.0857802778, -0.0210422818, 0.0598906353, 0.0571127795, -0.1016696319, -0.0323342755, -0.0200978089, -0.0928916037, 0.0485291928, -0.1223369017, 0.0022795803, 0.0590572804, 0.0380011089, -0.1551156342, 0.0082780197, -0.0339732133, 0.0205422658, 0.0190283339, -0.0912248865, 0.030862011, 0.0769466907, -0.1555600911, -0.0401678383, -0.0128475968, -0.0020139476, 0.023597911, -0.0387789086, 0.0871692076, -0.0612795651, -0.0177921858, -0.0400289446, -0.1198923886, 0.1712272167, 0.0101669636, 0.0106808674, -0.0190700013, -0.0999473631, -0.0408900827, 0.0461402349, -0.034056548, 0.1019474193, -0.0184033141, -0.0060904557, 0.0665019378, -0.0937805176, 0.0081946841, 0.0330842994, -0.1425597221, 0.0447235294, -0.0259868689, 0.027667474, -0.0568627715, -0.0434734896, -0.0114378342, 0.0397511609, -0.0051286221, -0.078113392, -0.100891836, -0.1021140888, -0.0110836569, -0.0650018975, 0.0229451135, -0.0532237776, -0.0807245821, 0.0391400307, 0.0544460341, 0.0231951214, -0.056640543, -0.0196672399, 0.0275008027, -0.0432790406, -0.0151532199, -0.0118961809, 0.0680019855, -0.0635574088, -0.0692797974, 0.0260979831, -0.002425418, 0.117225647, 0.0232506786, -0.0233201254, -0.0727799013, 0.029417526, 0.0791689754, 0.0405289605, -0.0390289165, -0.0104447491, 0.0048265299, -0.0248201694, 0.0048126406, 0.0223478749, 0.0437234975, -0.0518626235, -0.032362055, -0.0706131756, 0.1731161624, -0.0101808524, -0.0539182387, 0.1063364372, 0.0664463863, -0.0713354126, 0.0367232934, -0.0683908835, 0.0364732854, 0.0450568721, -0.0233617928, -0.0180005245, 0.0361955017, 0.009451665, -0.075057745, 0.1121143848, -0.0546404831, 0.0314453617, -0.071557641, 0.0922249109, -0.1056697518, 0.0356399305, 0.0405845195, 0.0051841792, -0.0189588871, -0.0050487584, 0.0159865785, -0.0250562876, -0.0031059934, -0.0523904189, -0.0445012972, -0.0443624072, 0.0589461662, -0.1030030102, 0.0485569723, -0.0485847518, -0.084169127, 0.114114441, -0.005159873, -0.048945874, -0.0013333722, 0.0340843275, -0.0318342634, 0.0156671237, 0.042501241, 0.0631129518, 0.0009687783, 0.0026094511, -0.0888359249, 0.0029757812, -0.0408900827, 0.053834904, -0.0265563298, 0.015333781, -0.0014757375, -0.0019010971, 0.0307508968, -0.1017807499, 0.058779493, 0.0711687431, -0.0892803818, -0.0287230611, 0.0241395943, -0.0054897438, -0.0473347157, 0.0163060315, 0.0117711769, 0.0405845195, -0.0993362293, -0.0202089231, -0.1632269919, -0.0456679985, 0.1039474756, 0.0135003943, -0.0030452278, -0.1156700402, 0.040945638, 0.0226534382, 0.0463902429, -0.1026696637, -0.0661685988, 0.0413067602, -0.0056494703, 0.0771689191, 0.0536126755, -0.1290037632, -0.0081113474, 0.0061182342, -0.0510014892, 0.0826690793, 0.027917482, -0.0140281869, -0.0358066, 0.104225263, 0.0461124554, 0.0125073092, -0.0870025381, -0.0121392431, 0.0238895863, -0.0038160835, -0.0775022656, 0.0473069362, 0.1796719134, 0.0813357085, 0.0086669195, -0.214672938, -0.1130032986, -0.0325842835, 0.0409734175, 0.0381400026, -0.0521959662, -0.0002478371, 0.0598906353, -0.021028392, -0.0458068922, 0.0609462224, -0.0499181226, 0.0013533381, -0.056890551, 0.0393344797, 0.1073920205, 0.0410845317, -0.0418345556, 0.0018837355, 0.0325009488, 0.0734465867, 0.0216256306, 0.1118365973, 0.1005584896, 0.0023212484, 0.0709465146, 0.060335096, 0.0510014892, -0.0241395943, -0.0595572926, -0.1184478998, -0.0031459252, 0.0025139623, -0.0526404269, 0.0446401909, -0.0073682708, -0.0831690952, -0.0832802057, 0.1079475954, 0.0129587119, 0.0183894262, -0.0248201694, 0.0476402789, -0.0356399305, -0.0244034901, 0.1093920842, 0.0718354285, 0.027917482, -0.0807245821, 0.0435568281, -0.0301953256, -0.0250562876, 0.0053508505 ]
711.2265
Mustapha Bentaiba
S.-A. Yahiaoui, M. Bentaiba
Exactly Solvable Potentials by SO(2,2) Dynamical Algebra
22 pages
null
null
null
math-ph math.MP
null
The differential realization of the potential group SO(2,2) is used. The spectrum-generating algebra for a kind of exactly solvable potentials endowed with position-dependent mass is constructed.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:13:35 GMT" } ]
2007-11-15T00:00:00
[ [ "Yahiaoui", "S. -A.", "" ], [ "Bentaiba", "M.", "" ] ]
[ 0.0338048711, -0.0066956198, -0.0369060002, 0.036777854, -0.078681536, -0.0039020404, -0.0493874028, 0.0235403888, 0.0097967489, -0.0723255053, -0.0005418166, -0.0876517445, -0.0187605489, 0.1302986741, 0.0894457921, 0.0470038913, -0.018850252, 0.0246808864, 0.0558715835, -0.0717616677, 0.0037546728, -0.1082575992, 0.0580756888, 0.0939052626, 0.0399814993, -0.008105224, 0.0754522681, 0.0077656372, 0.0281408243, -0.010046633, 0.0283971168, -0.0664307997, -0.0969295055, -0.0472858101, -0.034625005, 0.101952821, -0.0184273701, 0.0374698415, -0.1029267311, 0.0761186257, 0.0268593654, -0.0948791727, -0.0758623332, 0.0766824633, 0.0748884231, 0.0580756888, 0.0017507924, 0.0032629131, 0.0657131821, -0.0455942862, -0.0058210245, 0.0248602908, 0.1021578535, -0.0209005848, -0.0134553118, -0.0299348664, -0.0670458972, 0.1049770638, -0.0294479113, -0.0192859471, 0.0383668616, -0.0588958226, 0.0242323764, 0.1503919512, -0.064688012, 0.0444153436, -0.0661232471, -0.0172868725, 0.0122122979, 0.1091802493, -0.0969807655, -0.0032340803, 0.0571017824, 0.0713515952, -0.0237966813, 0.0298836082, -0.009399497, 0.0998512283, 0.0257188678, -0.0353938788, -0.0199138615, -0.0081821112, -0.0102196299, 0.0111935381, -0.0433901772, -0.0172227994, -0.0057217111, 0.0096750101, -0.0980059281, 0.0193372052, -0.041980572, 0.0057921917, -0.0141088562, 0.087959297, 0.1639241427, -0.1334766895, 0.0708902702, 0.0124109238, -0.0538212471, -0.0148264728, -0.092367515, -0.0206955522, 0.0407503732, -0.0248218477, 0.0660207346, 0.0623813905, 0.0161079317, 0.0548976734, -0.06914749, -0.009399497, -0.0110717993, 0.0023915216, -0.0084576244, -0.0007740809, 0.0038219495, -0.1886306554, -0.1274282187, -0.0404171944, -0.0136219021, -0.0356757976, -0.036803484, 0.044184681, 0.006791729, -0.0675584823, 0.0594596639, 0.0317289084, -0.0890357196, -0.1127683297, -0.001654683, 0.0604848303, 0.0251165833, -0.0565379411, 0.0059651886, -0.022745885, -0.0113024618, -0.0731968954, 0.019708829, -0.0374185815, 0.158183217, -0.0147880288, 0.1216872782, -0.010719399, -0.0113152768, 0.0341636799, 0.0245527402, -0.016197633, -0.0279357918, 0.0718129203, 0.0294479113, -0.0385462642, 0.0134937558, -0.0586395301, 0.1382949799, 0.0506688617, 0.0035816759, -0.101440236, 0.0445434898, 0.0024732144, 0.0517965443, 0.074529618, 0.0036489526, 0.0156337917, 0.0402634181, -0.0552564822, 0.0847300217, 0.0209262148, -0.101645276, 0.021861678, -0.0081116315, -0.0563841648, -0.0347018912, -0.0330103673, -0.1022091135, -0.0291147325, 0.0587933064, 0.0077400082, -0.0135962721, -0.087446712, -0.1165614501, 0.0472345538, 0.1050795838, -0.0312675834, 0.0429801121, -0.0933414251, 0.0226561818, -0.0163385924, 0.0569480062, 0.0300630126, -0.0377517603, 0.0004721373, -0.0332153998, 0.0432620309, 0.1715103835, 0.0856526718, 0.0196447559, -0.1866828501, 0.0067212489, 0.069557555, -0.009425126, -0.0340099037, 0.0195550527, -0.0841149241, 0.2072886974, 0.0214259829, -0.0849863142, 0.0596647002, 0.0169921368, 0.0117701944, -0.0254369471, -0.1357320696, 0.0141216703, 0.0125775132, 0.0608948991, -0.0259623453, 0.0226305537, 0.049079854, -0.0981597081, 0.0888819471, -0.0600235052, 0.065303117, -0.0340611599, 0.1109230295, -0.0236685351, 0.0183376689, 0.0656106621, 0.0072530541, 0.044261571, 0.0040974631, 0.0374698415, -0.052949857, 0.0904709548, -0.0445691198, -0.0777076334, 0.0355732813, -0.0383412316, -0.0170177668, 0.0220795274, 0.0392382517, -0.0694037825, -0.034573745, -0.000188915, -0.017543165, 0.0553077385, 0.1061047465, 0.044261571, -0.0341636799, 0.0016578867, 0.0489773378, 0.0776563734, -0.124762781, -0.0189527683, 0.0893432721, 0.0042800708, 0.0532061495, -0.0983134806, 0.0152621679 ]
711.2266
Antoine Mellet
L. A. Caffarelli and A. Mellet
Random Homogenization of Fractional Obstacle Problems
null
null
null
null
math.AP
null
We use a characterization of the fractional Laplacian as a Dirichlet to Neumann operator for an appropriate differential equation to study its obstacle problem in perforated domains.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:18:20 GMT" } ]
2007-11-15T00:00:00
[ [ "Caffarelli", "L. A.", "" ], [ "Mellet", "A.", "" ] ]
[ 0.0144526735, -0.0827649534, -0.0075382651, 0.0445277505, 0.0429941043, -0.0424742252, -0.1039760709, -0.0163632333, 0.0322065875, 0.0226407889, 0.0277096219, -0.0104885856, -0.1175969318, -0.0189496391, 0.0184687488, 0.0535476767, 0.0840126649, -0.0422922671, 0.064413175, 0.0900432765, -0.0015490809, -0.0341561399, -0.0048771277, -0.0680003464, -0.0817251876, -0.0428901277, 0.0197294597, -0.0593703352, 0.013360925, 0.0529758073, 0.0357937627, -0.077618137, -0.1319456249, -0.0758505389, -0.0351699069, 0.127890572, -0.0029129547, 0.0778260902, 0.0021997436, 0.1311138272, -0.0358457491, -0.0198984202, -0.0845845342, 0.0241354443, -0.0018878155, 0.0569268987, 0.1279945374, -0.0855203196, 0.018767681, -0.0301790535, 0.0178318955, 0.0652449802, 0.0566149689, -0.1692730337, -0.0347540006, -0.0456714891, 0.0194045343, 0.0022436087, -0.0032460028, -0.0658168495, -0.0320766158, -0.1133339182, -0.0066739637, -0.0971136466, -0.1112543941, -0.0040940577, -0.1040800437, 0.0225498099, 0.0258380529, 0.010566568, -0.1209241673, -0.0391209945, 0.0001735304, 0.0210811477, -0.0263709314, -0.0140627632, 0.0095852939, 0.0924867168, -0.0360277072, -0.0005913639, 0.0649330541, -0.0016051306, 0.0120157348, -0.0249932483, 0.0650370345, -0.0224068426, -0.0005808038, -0.0487907715, -0.1152054816, -0.0639972687, 0.1513891518, 0.0790738016, -0.077618137, 0.0901472494, 0.0529758073, -0.1215480268, 0.0467112474, 0.0152065, 0.1678173691, 0.026695855, -0.0790218115, -0.0107030366, 0.0618137717, -0.0951900929, 0.1239394769, -0.0273717009, -0.0791777745, -0.0019625484, -0.0793337375, 0.0766823515, 0.1338171959, -0.0207172316, -0.0227837563, -0.0338442102, 0.024850281, 0.0150245419, -0.061189916, -0.0429941043, -0.0342861079, -0.0539635792, -0.0780340433, -0.0369634926, 0.0245383531, -0.0830768794, 0.0369374976, -0.0508442968, 0.0462433584, -0.1167651266, -0.0920188203, -0.1064195037, 0.0863001347, -0.0342081264, -0.0488947481, -0.0342341214, 0.0019170588, 0.0137248412, 0.1227957383, -0.0277096219, 0.1050678194, 0.0023670802, -0.0108330064, 0.062541604, 0.0396668687, 0.0155574195, 0.0654529333, 0.0516241193, -0.0022224884, -0.0308808926, 0.0834927857, 0.0753306597, -0.0069209072, -0.0666486621, 0.0401607566, -0.0035741774, -0.0113918781, -0.142655164, 0.0479849577, 0.0168181285, 0.010566568, 0.0121976929, 0.0125681078, 0.0605660602, -0.0210941453, -0.0680003464, 0.1358967274, 0.0518840589, -0.0312188156, -0.0013297565, -0.0305689648, -0.0358457491, -0.0451776013, -0.1221718788, -0.0755906031, -0.0669605881, -0.0040323217, -0.0302830301, -0.0096437801, -0.1343370825, -0.0097737508, -0.0039120996, 0.0528978258, 0.1238354966, 0.1136458442, 0.0462173633, -0.0382631943, 0.0429941043, 0.0307769161, 0.0197164621, 0.0204962827, 0.0479329675, -0.0438259132, 0.0712755919, 0.0851564035, 0.1121901795, -0.0633214265, -0.0813092887, 0.1050678194, 0.0504023992, -0.0357157812, -0.0183907673, 0.0484268554, -0.0568229221, 0.0433320254, 0.0178708863, 0.0466072746, -0.0014199232, -0.0059916209, 0.0678963736, 0.0371194556, 0.0169610959, 0.0430200994, 0.0814652517, -0.0189496391, -0.0653489605, -0.0390170217, 0.0825570002, -0.086404115, 0.1316336989, 0.0275796521, 0.0530537888, 0.0089419419, 0.0816732049, -0.0467372425, 0.0584865399, 0.0574467778, -0.0532877371, 0.0077917068, -0.0647770911, 0.0437219366, -0.0341041498, 0.017662935, 0.0502724312, -0.0551593043, 0.0128865344, 0.0521439984, -0.0356897861, -0.0367555395, -0.0011429244, -0.0153104765, -0.0764743984, -0.0506363474, 0.0592143722, -0.0477770045, -0.0768903047, 0.0413044952, 0.0306469463, -0.0586944893, 0.0248632766, -0.0107355295, 0.032284569, -0.0144006852, -0.0081361271, 0.0283594728, 0.0647770911, -0.0322325826, 0.1382881701 ]
711.2267
Ian Hunter
I. Hunter, I. Brott, D.J. Lennon, N. Langer, P.L. Dufton, C. Trundle, S.J. Smartt, A. de Koter, C.J. Evans and R.S.I. Ryans
The VLT-FLAMES survey of massive stars: rotation and nitrogen enrichment as the key to understanding massive star evolution
ApJL. 10 pages, 1 figure. Updated to match accepted version
null
10.1086/587436
null
astro-ph
null
Rotation has become an important element in evolutionary models of massive stars, specifically via the prediction of rotational mixing. Here, we study a sample of stars, including rapid rotators, to constrain such models and use nitrogen enrichments as a probe of the mixing process. Chemical compositions (C, N, O, Mg and Si) have been estimated for 135 early B-type stars in the Large Magellanic Cloud with projected rotational velocities up to ~300km/s using a non-LTE TLUSTY model atmosphere grid. Evolutionary models, including rotational mixing, have been generated attempting to reproduce these observations by adjusting the overshooting and rotational mixing parameters and produce reasonable agreement with 60% of our core hydrogen burning sample. We find (excluding known binaries) a significant population of highly nitrogen enriched intrinsic slow rotators vsini less than 50km/s incompatible with our models ~20% of the sample). Furthermore, while we find fast rotators with enrichments in agreement with the models, the observation of evolved (log g less than 3.7dex) fast rotators that are relatively unenriched (a further ~20% of the sample) challenges the concept of rotational mixing. We also find that 70% of our blue supergiant sample cannot have evolved directly from the hydrogen burning main-sequence. We are left with a picture where invoking binarity and perhaps fossil magnetic fields are required to understand the surface properties of a population of massive main sequence stars.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:23:47 GMT" }, { "version": "v2", "created": "Mon, 18 Feb 2008 18:55:51 GMT" } ]
2009-11-13T00:00:00
[ [ "Hunter", "I.", "" ], [ "Brott", "I.", "" ], [ "Lennon", "D. J.", "" ], [ "Langer", "N.", "" ], [ "Dufton", "P. L.", "" ], [ "Trundle", "C.", "" ], [ "Smartt", "S. J.", "" ], [ "de Koter", "A.", "" ], [ "Evans", "C. J.", "" ], [ "Ryans", "R. S. I.", "" ] ]
[ 0.056349799, 0.0718719512, 0.0175444093, -0.0862463415, 0.0613234453, 0.0750419721, 0.0397618599, -0.0626351759, -0.0748780072, 0.0466757789, -0.0294046476, 0.0033015325, -0.1106773391, -0.0294046476, 0.0878313556, 0.0651493296, -0.0713800564, 0.0072418507, -0.0339410529, 0.0593011938, 0.0203045104, -0.1329221278, 0.082092531, 0.0924224108, -0.0840054676, -0.014333399, -0.0234881919, 0.0132539533, 0.0839508176, -0.1004567668, 0.1134647727, -0.0368104652, -0.0137731805, -0.0027652255, -0.1662619561, 0.0160413831, 0.1269100159, 0.0054792115, -0.0584813617, -0.0795783773, -0.0178176854, -0.0062614684, 0.0156861227, 0.095975019, 0.0087995315, 0.028940076, 0.0640562177, -0.0658051968, 0.0150849121, 0.0290493872, -0.1354362667, -0.0222857706, 0.044052314, -0.0669529587, -0.0491626039, -0.0217938721, -0.0149072818, 0.0274233855, -0.0687565878, -0.0103913723, -0.0124751125, -0.1523794681, 0.037684951, -0.0028882003, 0.0575522184, -0.0291860253, -0.1236306876, 0.0213429648, 0.0141830966, 0.0243626796, -0.0292953365, -0.0587546378, -0.0297599081, -0.0747686923, 0.0359359756, -0.0429592058, -0.0155221559, -0.0228459891, -0.1026976407, 0.0248819068, 0.0532344356, 0.0286121424, -0.0041264887, -0.0406636745, 0.0375756398, 0.0333398432, 0.0832949504, 0.0072623468, -0.0452547371, -0.0569510087, -0.0236658212, -0.0324653536, -0.018828813, 0.0636189729, 0.0682100356, -0.1083271578, 0.0413741954, -0.0922037885, 0.1125902832, 0.0070573888, -0.0788132027, 0.0741674826, 0.1172906533, -0.0575522184, 0.0471676774, -0.0589186065, 0.0442162827, 0.0119558861, -0.0323287137, -0.0133905923, 0.0251688473, -0.0445442162, -0.0466757789, 0.0426859297, -0.1053757593, 0.0003456532, -0.0987077951, 0.1079445705, -0.088104628, 0.0216025785, 0.0113888355, -0.0401171222, -0.0316728503, 0.0582080856, 0.014879954, -0.0899082646, -0.0117167681, 0.0105690034, 0.0193480384, 0.0412375592, 0.0552020334, -0.1016045362, 0.0443802476, -0.0711614341, -0.1394807845, 0.0427679121, 0.0004131185, 0.0300878398, -0.0116552804, 0.0688659027, -0.0222447794, 0.0017933829, 0.0252098385, 0.0332032032, 0.0373843461, -0.0217392165, -0.0604489595, 0.0160277188, -0.0258930326, 0.0412375592, -0.1053757593, -0.0103572132, -0.0712707415, 0.0199082587, 0.020495804, -0.082256496, 0.045008786, 0.025770057, -0.0483974256, -0.0031461059, 0.0789225101, -0.0030777866, -0.0619793124, 0.0129601806, -0.0280655883, 0.0109925829, -0.1077259481, -0.0526332259, -0.1358735114, 0.0388873741, 0.0717079863, -0.0373570174, -0.0291586965, -0.0060975016, 0.0680460706, 0.0362639092, 0.0459106006, -0.1421042383, -0.0545461662, 0.0247316044, -0.0032178413, 0.103080228, 0.0079250447, -0.1086004376, -0.0404450521, 0.0230646115, -0.0637829453, 0.0149619374, 0.018965451, -0.0871754885, -0.0986531377, 0.0813273489, 0.0748233497, 0.0545188375, -0.0467577614, -0.0389966816, 0.056349799, -0.0096808514, -0.0097218435, 0.0849892646, 0.1577357054, 0.0904548168, 0.03213742, -0.16844818, -0.1051571369, -0.0228596535, 0.0412375592, 0.0095715402, -0.0131446421, 0.0095100533, 0.0230782758, 0.0155358193, -0.0969588161, 0.0917118937, 0.0073238341, -0.0029240681, -0.0803982094, 0.0237341411, 0.0417021289, 0.0471950062, -0.0432598107, -0.0522506386, 0.070396252, 0.0693031475, 0.0005657696, 0.0819832161, 0.1210072264, 0.0408003144, 0.0488073416, 0.0729104057, 0.0375483148, 0.0133359367, -0.094062075, -0.0841147825, 0.011812415, -0.0373296924, -0.1383876652, 0.0291586965, 0.0477142334, -0.0282842088, -0.1010033265, 0.1139020175, -0.0355260596, 0.0810540766, -0.0482334606, 0.0567870401, -0.0782119855, -0.0364005491, 0.0762443915, 0.0349521786, 0.0650400221, -0.0495178625, 0.0345422626, -0.0564044528, -0.0519773588, -0.0203864928 ]
711.2268
Fabrizio Illuminati
M. Blasone, F. Dell'Anno, S. De Siena, M. Di Mauro, F. Illuminati
Multipartite entangled states in particle mixing
18 pages, 7 figures
Phys. Rev. D 77, 096002 (2008)
10.1103/PhysRevD.77.096002
null
quant-ph hep-ph hep-th
null
In the physics of flavor mixing, the flavor states are given by superpositions of mass eigenstates. By using the occupation number to define a multiqubit space, the flavor states can be interpreted as multipartite mode-entangled states. By exploiting a suitable global measure of entanglement, based on the entropies related to all possible bipartitions of the system, we analyze the correlation properties of such states in the instances of three- and four-flavor mixing. Depending on the mixing parameters, and, in particular, on the values taken by the free phases, responsible for the CP-violation, entanglement concentrates in preferred bipartitions. We quantify in detail the amount and the distribution of entanglement in the physically relevant cases of flavor mixing in quark and neutrino systems. By using the wave packet description for localized particles, we use the global measure of entanglement, suitably adapted for the instance of multipartite mixed states, to analyze the decoherence induced by the free evolution dynamics on the quantum correlations of stationary neutrino beams. We define a decoherence length as the distance associated with the vanishing of the coherent interference effects among massive neutrino states. We investigate the role of the CP-violating phase in the decoherence process.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:24:56 GMT" }, { "version": "v2", "created": "Tue, 18 Mar 2008 22:11:56 GMT" } ]
2009-07-02T00:00:00
[ [ "Blasone", "M.", "" ], [ "Dell'Anno", "F.", "" ], [ "De Siena", "S.", "" ], [ "Di Mauro", "M.", "" ], [ "Illuminati", "F.", "" ] ]
[ -0.0068183569, -0.0258766748, -0.0251905508, 0.0781691223, 0.0405793302, 0.0201793946, 0.0823348761, 0.0835600942, -0.0664069951, 0.0559191033, 0.042833738, 0.0169570632, -0.0306060296, 0.0912544876, 0.0239898339, -0.0295768436, 0.0030676478, 0.0912544876, 0.0400157273, 0.0232179444, -0.1146807149, -0.0879708901, -0.0543508194, 0.0849813521, -0.0886570141, -0.0919896141, -0.0077311466, 0.0253130719, 0.0329829566, 0.0299934186, 0.0431277901, -0.0447205789, -0.0340856574, -0.0942930356, -0.0036603487, 0.1451642215, -0.0485432707, 0.0395746492, -0.1197776347, -0.0363645703, -0.0864026099, -0.0208655186, -0.1228161901, 0.1572204083, 0.0545958616, -0.0416330211, -0.0150824748, 0.0004874084, -0.0085888011, 0.0347472765, -0.0250067674, 0.0969885215, 0.0043525989, -0.0660639331, -0.0311206225, -0.0124114919, -0.0240143389, 0.0597908013, 0.0050724163, -0.0905193537, -0.0159033723, -0.0805215463, 0.0764048025, 0.107623443, -0.0734642744, -0.0735132769, -0.044353012, -0.0007542769, 0.0612120591, 0.0283761267, -0.044353012, 0.0977726653, -0.0077556511, -0.0080680829, 0.0111311357, 0.0388150103, -0.0827759504, -0.0197505672, -0.0544978455, -0.0167977847, 0.0331544876, 0.0076086246, 0.0049590832, -0.0228013694, -0.0173491333, 0.0277635157, 0.011945908, 0.0821878463, -0.104976967, -0.0548409075, 0.0041963831, -0.0075596157, -0.1043888554, -0.0301404446, 0.0886080042, -0.1281091422, 0.1033106595, -0.0642016008, -0.0376142934, -0.0455782339, -0.0676812232, 0.0048059309, -0.0598398112, -0.0211228151, 0.1236983463, -0.0706707686, 0.0141390543, 0.0083560096, -0.0492538959, -0.0144453598, 0.1206597984, -0.010965731, -0.0440834649, 0.0437894091, -0.0411184281, -0.1123282909, -0.044353012, -0.0597908013, -0.0090788901, 0.0743954405, -0.0585655794, -0.04067735, 0.0353353843, -0.019995613, 0.0079149297, -0.0728761628, -0.0018148591, -0.0804235265, 0.0268568508, 0.0426377021, 0.1192875504, 0.0255336128, -0.0050571011, -0.0124605009, -0.0657208711, -0.0262932498, 0.0192114711, 0.0002601681, 0.0483717397, -0.0348697975, 0.0500870496, -0.0493519157, 0.1007622033, 0.0516553298, 0.0311696306, 0.0107268132, -0.0640545711, 0.0303364806, 0.0323458426, -0.0822368562, -0.1075254232, -0.1051729992, -0.070768781, 0.021490382, 0.0911564678, -0.135558486, -0.0226298384, 0.0799334422, 0.0072900672, -0.0628293529, 0.0428827479, -0.0012145006, -0.0071491664, -0.0744444504, 0.0571933314, 0.0762087703, -0.0822858661, 0.0696905926, -0.0748855248, -0.159474805, -0.1021344513, -0.0749345347, -0.0842462182, -0.0658188909, 0.1392831653, -0.0612610653, -0.021343356, -0.1495750248, -0.0526845157, -0.0474895798, 0.0708177909, 0.0541057736, -0.0133549124, -0.0116457287, -0.0293563027, 0.0577324294, -0.0411429331, 0.0625843033, 0.0303609855, 0.0561641455, -0.0170550812, 0.1015463471, 0.045700755, 0.0185743552, -0.0027521534, -0.1088976711, 0.1021344513, 0.1210518703, 0.0509692058, -0.0274449587, -0.0413144641, 0.0368546583, 0.0639565513, -0.063417457, 0.003335665, 0.0258521698, 0.1600629091, -0.0339141265, -0.0301404446, 0.0588106252, 0.0030308913, 0.1000760794, 0.0074615981, 0.0328604355, -0.1583966166, 0.0283516217, -0.1512413174, 0.0578304455, -0.0166017488, 0.0994879752, -0.0700336546, -0.0538607314, 0.0326889046, 0.0907643959, -0.0323948525, -0.0380798802, 0.0326398946, -0.0534196496, 0.0491313748, 0.0386189781, 0.0221152455, -0.0081660999, -0.0758657083, -0.0018868409, -0.0222867765, 0.0185253471, -0.0884609818, -0.0366831273, 0.0003078369, 0.0299689136, -0.0360460132, 0.0253375769, 0.0194687676, 0.0346002504, 0.0242103729, 0.0736603066, -0.0210493021, 0.0357764624, 0.0029451258, -0.0563111715, -0.0458967909, 0.0710628405, -0.0192237236, 0.0159891378, -0.0013607615, 0.0347717814 ]
711.2269
Luke Rogers
Jessica L. DeGrado, Luke G. Rogers, Robert S. Strichartz
Gradients of Laplacian Eigenfunctions on the Sierpinski Gasket
LaTex, 8 pages, 4 figures
null
null
null
math.CA math.FA
null
We use spectral decimation to provide formulae for computing the harmonic gradients of Laplacian eigenfunctions on the Sierpinski Gasket. These formulae are given in terms of special functions that are defined as infinite products.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:28:12 GMT" } ]
2007-11-15T00:00:00
[ [ "DeGrado", "Jessica L.", "" ], [ "Rogers", "Luke G.", "" ], [ "Strichartz", "Robert S.", "" ] ]
[ -0.0081078773, 0.0267171469, 0.0526322797, -0.0160528459, 0.0518803895, -0.0640610009, -0.0740360767, -0.0226694755, -0.0183461085, 0.0093171671, 0.0113347378, -0.0421810113, -0.088773109, -0.0190478731, 0.1154902577, 0.0862166882, 0.0495244674, -0.0158523414, -0.0624068454, 0.0500507914, 0.0115853669, -0.1157910153, -0.0117294798, 0.0533340424, -0.0503014214, -0.0150503255, 0.040627107, 0.0284715574, 0.0441609882, 0.0833093822, 0.0260153841, -0.0438852943, -0.0150879202, -0.1026078835, 0.0162282865, 0.0566924848, -0.0345368013, 0.0980464146, -0.062055964, 0.0423313901, -0.1201018468, 0.000772645, -0.1699270755, 0.0185967386, 0.0534342937, -0.0648630187, 0.0739358217, 0.0149751371, 0.0614544526, 0.03443655, -0.0543866903, 0.0462161526, 0.0233211126, 0.0262409505, -0.0612038225, 0.0637602508, -0.0588479005, 0.0582965165, -0.0218048021, -0.0700259954, 0.0203636792, -0.0494743437, 0.0274439752, -0.0690736026, -0.000627358, -0.0073873163, -0.0508528091, 0.0937857106, -0.0139224911, 0.0551385805, -0.094938606, -0.0018515284, 0.0556899644, -0.0431334078, -0.1168937907, -0.0079888282, 0.0164037272, 0.0613040738, 0.0534844212, 0.0176568758, 0.0851640403, 0.0406772345, -0.0133585734, -0.0168924555, -0.040501792, -0.0527826585, 0.0541360602, -0.0584970191, -0.1535860002, 0.0607025623, 0.0489981472, -0.0059179985, -0.0892242491, 0.0130076921, -0.0266670212, 0.009987602, 0.12230739, -0.0013275553, 0.0669181868, 0.0768431276, -0.0096304538, 0.0745373368, 0.0944874734, -0.1109789237, 0.1342373788, -0.0069173854, -0.09178067, 0.0202634279, -0.0031657689, -0.0083522415, -0.0408777371, 0.0222935304, -0.0285216831, -0.0348626189, 0.0720811635, 0.047343988, -0.1522827297, -0.0421308875, -0.0899761319, -0.0158398096, -0.0845625326, -0.0395493992, 0.0726826712, -0.0936353356, 0.1034600213, -0.0209275968, -0.0165791679, -0.0680209547, -0.0373438559, -0.0021585501, -0.0332335234, -0.0683718398, 0.0339603536, -0.1342373788, 0.011040247, 0.0260905735, -0.0143610938, -0.004069603, 0.158999607, 0.1400519907, 0.0326570757, 0.0475194305, 0.056542106, -0.0088785645, 0.0549380742, 0.0945376009, -0.0085840737, 0.1273199916, -0.0550383255, 0.0651637763, -0.0084274309, 0.0143986875, 0.0545370653, -0.0062500834, -0.0502262339, -0.1198010966, 0.1056655645, 0.0181456059, 0.0438351706, 0.0530332886, -0.0154012078, 0.1191995814, 0.062055964, -0.0106956307, 0.0501761064, -0.0901766419, -0.0372436047, -0.023270987, 0.0290480051, -0.0921315551, 0.0070489659, -0.1186983213, -0.0301257148, -0.0399253443, 0.042732399, 0.0407524221, -0.0276194159, -0.0203386173, -0.0560408458, -0.0832592547, 0.0122808656, 0.0340355411, 0.0693242326, 0.0563416034, -0.0384967513, 0.0663667992, 0.0467675403, -0.0009328132, -0.0289978795, 0.0906779021, -0.0212659482, 0.0516297594, 0.0686224699, 0.0086028716, -0.0395744629, -0.0722315386, 0.0483214445, -0.0520808958, -0.0049405419, 0.055990722, 0.0672690645, 0.0056705014, 0.1032595187, 0.0868683234, -0.0019799762, 0.0479454994, -0.0113973953, -0.1018559933, 0.0246870462, 0.0181581359, -0.0639607534, 0.008151738, -0.0340355411, -0.0364666507, -0.1327335984, 0.0370681621, -0.0292986352, -0.0126630757, 0.0699257404, 0.1103774086, -0.1630096883, 0.0183461085, -0.0296996441, 0.0553892069, 0.0441609882, -0.065765284, 0.1243124306, -0.1151895002, 0.0792491734, 0.0124625722, -0.0085214172, 0.0170428343, -0.0499004126, 0.0017465771, 0.0680710822, -0.0372937284, -0.0839610174, -0.0016666888, -0.0270179044, -0.0476948693, -0.0576448776, 0.0311532971, -0.0872192085, -0.020764688, 0.0594494119, 0.0267171469, -0.0273437221, 0.0917305425, 0.0779459029, 0.0010448134, -0.1200015992, 0.1049638018, 0.0851640403, 0.0470933579, 0.0048308913, 0.0394491479 ]
711.227
Igor M. Suslov
I. M. Suslov (P.L.Kapitza Institute for Physical Problems, Moscow, Russia)
Can a Computer Laugh ?
English translation of the paper in Russian; 18 pages, 6 figures included
Computer Chronicle (Moscow), 1994, issue 1, p.1
null
null
cs.CL cs.AI q-bio.NC
null
A computer model of "a sense of humour" suggested previously [arXiv:0711.2058,0711.2061], relating the humorous effect with a specific malfunction in information processing, is given in somewhat different exposition. Psychological aspects of humour are elaborated more thoroughly. The mechanism of laughter is formulated on the more general level. Detailed discussion is presented for the higher levels of information processing, which are responsible for a perception of complex samples of humour. Development of a sense of humour in the process of evolution is discussed.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:32:09 GMT" } ]
2007-11-27T00:00:00
[ [ "Suslov", "I. M.", "", "P.L.Kapitza Institute for Physical Problems, Moscow,\n Russia" ] ]
[ -0.0095832041, -0.0244728085, -0.0785136297, 0.0335544124, -0.0013554755, -0.0772992298, -0.0081180027, 0.080731228, -0.0008745003, 0.0172788072, 0.035217613, -0.090182431, -0.0132198054, 0.0510576181, -0.0096822036, -0.0418704152, -0.0219252091, 0.0183876064, 0.0032356512, 0.0187044069, 0.0507672206, 0.0853248313, -0.0332112126, -0.0093984036, 0.0291456115, -0.1213344485, -0.042345617, 0.0752928257, 0.0422664173, -0.0666336268, 0.0113058044, -0.0506880209, -0.0770880282, 0.0066231024, -0.0931392387, 0.151641652, -0.0397848152, -0.1146816462, 0.0054549021, 0.0771936327, -0.098577641, -0.0666864291, -0.0132924048, 0.0524304211, 0.0419496149, 0.0131736053, 0.0255156104, 0.0128964046, -0.0855888352, 0.0295680109, -0.0696960241, 0.0901296362, 0.1067616418, 0.0030591011, -0.09820804, -0.0404712148, -0.0091344034, 0.0587664209, -0.0042867018, -0.0514800213, 0.1103520393, -0.0404448137, -0.0515064187, -0.0496848188, -0.1893408746, -0.0238788091, -0.0847440287, -0.0239580087, -0.0449328162, 0.0128106046, 0.0043461015, 0.075345628, 0.0453024171, 0.0694320276, -0.0795696303, -0.0239580087, 0.0166320056, 0.0601392239, 0.104913637, 0.0167640056, 0.0107646044, -0.0119658047, 0.0902880356, -0.040128015, -0.0520080216, 0.039652817, -0.0264792107, 0.0537240207, -0.1239744499, -0.0829488337, 0.0305448119, 0.0607728213, -0.0541200191, 0.0936144367, 0.0947232395, -0.0845328346, 0.0027291011, 0.02455201, 0.0273504108, -0.0167508069, -0.0254892092, -0.039283216, 0.0136488052, 0.0193512067, 0.1038048416, 0.2297856808, 0.0222684089, -0.0221892092, -0.0604032241, 0.046648819, -0.0404448137, -0.0814176276, -0.1156320423, -0.0362736136, 0.0105204042, -0.0772464275, 0.0064251022, -0.1039104387, 0.0000681657, -0.0358776152, -0.1200672463, 0.05718242, 0.0372504145, -0.0766128302, -0.0057981024, -0.0960432366, 0.0718608275, -0.0733392313, 0.0106590036, 0.0467544161, 0.0309408121, -0.0072006029, -0.020248808, 0.0099858036, 0.0416064151, -0.0427680165, 0.030201612, -0.062092822, -0.0706464276, -0.0051876018, 0.0398112163, -0.0350064151, -0.0413424149, 0.0555984229, -0.0042141015, 0.0221628081, -0.0277728103, -0.0143220052, -0.0172128063, -0.0240372084, 0.0196284074, -0.0408408158, -0.0000925547, 0.0307032112, 0.0277728103, -0.037303213, -0.0875952318, 0.0814704299, -0.1062336415, -0.0384384133, -0.0187572073, 0.0286440104, 0.0451440178, 0.0141768055, 0.0276936106, 0.05118962, 0.0079794032, -0.0253308099, 0.0176484063, -0.0332112126, -0.0118734045, -0.0289872102, -0.0694320276, -0.0385440141, 0.0825792328, -0.0291720107, -0.0164868068, -0.1692768633, 0.0154836057, -0.0245916098, -0.0379632153, 0.0637824237, 0.0201036073, 0.0149952061, -0.0145332059, -0.1233408451, -0.0151800057, 0.0232716091, 0.0531432219, 0.0280896109, -0.0443520173, -0.0277200099, 0.1146816462, 0.1163712442, -0.025832409, -0.1057584435, -0.0089364033, 0.0431904159, 0.0252120104, -0.1304160506, 0.010863604, 0.0799392313, 0.0460680164, -0.1015872359, -0.0246444102, -0.0045738015, 0.0873312354, 0.0715440288, -0.0051216017, 0.0268752109, 0.0760848299, -0.0058971024, 0.075820826, 0.0133254053, -0.0124542052, -0.0254496094, -0.0622512251, 0.1426656544, -0.0751344264, 0.0931392387, -0.1399200559, 0.0861168355, 0.1243968457, -0.020248808, -0.0532752201, 0.0637296215, 0.0632016212, -0.0625152215, 0.0396792144, 0.0457512178, 0.05448962, -0.087542437, -0.0378840156, -0.0602976233, 0.0015823506, 0.0246312097, -0.0711216256, 0.0469920188, -0.0258588102, 0.0202092081, 0.0377784148, 0.0840576291, -0.0519816205, 0.1014816388, 0.009233404, 0.0804144293, -0.0872256309, 0.0327360108, 0.0196152069, -0.1211232468, 0.0192060079, -0.0840048343, 0.0835824311, -0.0635712221, -0.0515328199, -0.1287264526 ]
711.2271
Roger Francis Picken
J. E. Nelson and R. F. Picken
A quantum Goldman bracket in 2+1 quantum gravity
9 pages, 4 figures, dedication added, very minor corrections
J.Phys.A41:304011,2008
10.1088/1751-8113/41/30/304011
null
math-ph gr-qc hep-th math.MP
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
In the context of quantum gravity for spacetimes of dimension 2+1, we describe progress in the construction of a quantum Goldman bracket for intersecting loops on surfaces. Using piecewise linear paths in R^2 (representing loops on the spatial manifold, i.e. the torus) and a quantum connection with noncommuting components, we review how holonomies and Wilson loops for two homotopic paths are related by phases in terms of the signed area between them. Paths rerouted at intersection points with other paths occur on the r.h.s. of the Goldman bracket. To better understand their nature we introduce the concept of integer points inside the parallelogram spanned by two intersecting paths, and show that the rerouted paths must necessarily pass through these integer points.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:41:57 GMT" }, { "version": "v2", "created": "Tue, 29 Jul 2008 17:05:33 GMT" } ]
2008-11-26T00:00:00
[ [ "Nelson", "J. E.", "" ], [ "Picken", "R. F.", "" ] ]
[ -0.0693481266, -0.0093617514, 0.0838263258, 0.0532994084, -0.0493240394, 0.0212633219, 0.015447503, 0.096390456, -0.0781822801, 0.0102819763, 0.0045397747, -0.0080857063, -0.0226129852, 0.017582424, 0.0116500435, 0.0412996784, -0.000296389, 0.0279012099, 0.0168217048, 0.1267210543, -0.0081715947, -0.0594342388, 0.0047974377, 0.0697898343, 0.0165517721, -0.0612501465, 0.0313612521, 0.0390175208, 0.1410520226, 0.0466737896, 0.1301565617, -0.0254963562, -0.0678266883, -0.0219013449, -0.0432382859, 0.140463084, -0.0335207134, 0.0638022348, 0.037815094, 0.1195555776, 0.0218890756, -0.0190915931, 0.0169321317, 0.0238767602, 0.0753357187, 0.0535448007, 0.0097298408, -0.0289318617, -0.0114046503, 0.005260617, 0.0151407616, 0.0279257484, -0.0179873239, -0.0211283565, -0.1172979623, -0.0340360403, -0.0544772968, 0.0281956811, 0.025422737, 0.0051471228, 0.0153002674, -0.0868692026, -0.0862311795, 0.0601704195, -0.0791147724, 0.0019922862, -0.1282915771, -0.0243061986, 0.0337661058, 0.0248951428, -0.0795564801, 0.0927586406, 0.0424530283, 0.0367599055, 0.0230546929, 0.0049354713, -0.0496430472, 0.1093472168, 0.0124107618, -0.0269441754, 0.0745995417, 0.0110856388, 0.0143064251, -0.0430910513, -0.0643421039, 0.0519252047, -0.0446861051, 0.0048434488, -0.1061080322, -0.0136193242, 0.0596796311, -0.0538883507, 0.0102022234, 0.0482443087, 0.0940346792, -0.0201345142, 0.0620844848, 0.0161468741, 0.0366372094, -0.0101408744, -0.0311649386, -0.0389193632, 0.1215187237, -0.1104269475, 0.2230133563, 0.0198523123, -0.0081593245, 0.0490786433, -0.0478271395, 0.0208338853, -0.0355574787, 0.0658144653, -0.0529067777, -0.0013143874, 0.0603667311, -0.0453732051, -0.1142550856, -0.0844152719, 0.0009777386, 0.0632132962, 0.0758265033, -0.1087582782, 0.0450541973, -0.0540355891, 0.0220117718, -0.0600722618, 0.0085274149, -0.0513362624, -0.0959978253, 0.1005130634, 0.0598268658, 0.0526123084, -0.0477780588, -0.0536429584, -0.0751394033, -0.0490050279, 0.1152366549, 0.0033250782, 0.1379109919, 0.0679248422, 0.0296925791, -0.0900593102, 0.0246129408, -0.0480725318, 0.0108647849, 0.1394814998, 0.0316311866, 0.0222326256, -0.0594342388, 0.0008841825, -0.0579128005, -0.0108586503, 0.0730290264, 0.0538883507, 0.0023097638, -0.1085619628, -0.0143309645, 0.0856422335, 0.050501924, 0.0359255672, -0.0019524099, 0.0554588698, 0.0104844254, 0.0056287069, 0.1266229004, -0.0290545579, -0.0125273243, -0.003047477, -0.0839244798, -0.0487350933, 0.0170057509, -0.0608084388, -0.129763931, -0.0202449411, 0.1259358078, -0.0007055055, -0.0764645264, -0.1254450083, -0.0424284898, 0.1049301401, 0.0234350525, -0.0300606694, 0.0265024677, -0.0592379235, -0.0651764423, 0.1118011549, 0.0705750883, 0.0506491624, 0.0625752732, -0.0323428251, -0.0492504202, 0.0726854727, 0.1349662691, 0.127113685, -0.0006824999, -0.1941551119, 0.0286128502, -0.0014669914, 0.0055305497, -0.0195578393, 0.0371034555, 0.0054139881, 0.031483952, -0.0710167959, -0.0409561284, 0.0170180202, 0.0878016949, 0.0026901232, -0.0566367544, -0.0765626878, 0.0230669621, -0.0144782001, 0.021962693, 0.0209933892, -0.0381831862, 0.0166867394, -0.0869673565, 0.0733725727, -0.0353120863, 0.0673849806, 0.0066256169, 0.1302547157, 0.0031717075, 0.0457167588, 0.0698879883, 0.1144514009, 0.0179505143, -0.0327354558, 0.0292263329, -0.0195087604, 0.0350666903, 0.0234841313, -0.0320728943, -0.1307455152, -0.0506491624, 0.0180977508, -0.0014125447, -0.096341379, -0.1111140475, -0.1068932861, -0.0064047631, 0.0227234121, -0.0295208041, -0.0328581519, 0.0060765496, 0.0172756836, -0.0007074227, -0.0076071899, 0.0678757653, -0.0341587365, -0.0072452347, 0.0505510047, 0.008386313, 0.0405389592, -0.0600722618, 0.0720474496 ]
711.2272
Dmitry V. Belyaev
Dmitry V. Belyaev, Peter van Nieuwenhuizen
Tensor calculus for supergravity on a manifold with boundary
20 pages, JHEP format; published version
JHEP0802:047,2008
10.1088/1126-6708/2008/02/047
DESY-07-208, YITP-SB-07-33
hep-th hep-ph
null
Using the simple setting of 3D N=1 supergravity, we show how the tensor calculus of supergravity can be extended to manifolds with boundary. We present an extension of the standard F-density formula which yields supersymmetric bulk-plus-boundary actions. To construct additional separately supersymmetric boundary actions, we decompose bulk supergravity and bulk matter multiplets into co-dimension one submultiplets. As an illustration we obtain the supersymmetric extension of the York-Gibbons-Hawking extrinsic curvature boundary term. We emphasize that our construction does not require any boundary conditions on off-shell fields. This gives a significant improvement over the existing orbifold supergravity tensor calculus.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:51:59 GMT" }, { "version": "v2", "created": "Thu, 14 Feb 2008 15:01:59 GMT" } ]
2008-11-26T00:00:00
[ [ "Belyaev", "Dmitry V.", "" ], [ "van Nieuwenhuizen", "Peter", "" ] ]
[ 0.005761005, -0.0240659844, 0.0777190402, 0.0362672247, -0.070540376, 0.0212368909, 0.0325034112, -0.0009658797, -0.0499764867, 0.0201401506, -0.0693937838, 0.0050475006, -0.0654554889, -0.0259478912, 0.0959149748, 0.0092662135, 0.0017292362, 0.0752763003, -0.0071537415, 0.0419752635, 0.0338494107, -0.0348713733, 0.1552386731, 0.0038915605, -0.0083938064, -0.0614174865, 0.0683468953, 0.0880383775, 0.0432963371, -0.0301603731, 0.0160398353, -0.0353948176, -0.0109798713, -0.121339418, -0.0149680199, 0.1339020878, 0.0488298945, 0.1164539382, 0.0377627797, 0.0822057128, 0.0591243021, 0.0210499465, -0.0642590448, 0.0627634898, -0.010898862, 0.0415764488, 0.0100576123, 0.0174606126, 0.0534411892, -0.064209193, 0.0306339655, -0.0069543337, 0.0152048161, 0.0096151764, -0.122535862, -0.000553044, -0.1220373437, 0.0310327802, 0.0177721865, -0.12193764, -0.0411776341, -0.0437948555, -0.0094780838, -0.0034210836, -0.1103720069, 0.0436453, -0.0195045397, 0.0118398154, 0.0341235958, 0.0420749672, -0.0962639377, -0.0430720039, 0.0584762283, -0.0103504919, 0.0274185203, -0.0255490765, 0.1470629722, 0.0669011921, -0.0663528219, -0.0570305251, -0.0342980772, -0.0216232426, 0.0225205757, 0.0944194123, -0.0729831159, 0.0447420403, 0.0649071187, 0.0462375954, -0.0907802284, -0.005605218, 0.0603207462, -0.0541391149, -0.064209193, -0.0067923153, 0.0368405208, 0.0124006495, 0.0249508545, -0.0160273723, 0.0065929079, -0.0267455205, -0.0495028943, 0.0243526325, 0.0915778577, -0.0291134845, 0.130213052, -0.0330019295, -0.0360927433, -0.038884446, -0.0153543716, -0.0582269691, 0.0742792636, -0.037688002, -0.0764727443, 0.0930734128, -0.0294873733, -0.0640097857, -0.0423242263, 0.030783521, -0.0580774136, 0.0408785231, 0.0519456342, 0.0339491144, 0.0242529288, 0.0067985468, 0.0778187439, -0.0285651144, -0.0763730407, -0.1139613464, -0.1352979392, -0.0127620753, 0.0927743018, -0.0659041554, 0.0610685237, -0.0336250775, -0.0208630022, 0.0506494865, 0.0151425013, 0.0887363032, 0.1880411953, -0.0044274679, -0.0024442989, 0.0246517435, 0.0886365995, 0.0167751499, 0.0643587485, 0.1140610501, -0.0269449279, 0.0063062599, 0.0814080834, 0.0011684028, -0.1020966023, 0.0641593412, 0.0016560163, 0.0007672512, -0.0509485975, -0.0476334505, 0.0590245984, 0.0535907447, 0.1303127557, -0.0646578595, 0.0509236716, 0.0101947049, 0.015242205, -0.0582269691, 0.1282189786, 0.0748774856, 0.0092537506, -0.0917274132, -0.0531919301, -0.1116681546, 0.0217727982, -0.0711884499, -0.1123660803, -0.0214612242, 0.0706899315, -0.0147935385, -0.0254867617, -0.12961483, -0.0610685237, 0.0364167802, 0.062165264, 0.0791647509, 0.052892819, 0.0146190571, -0.0748774856, 0.1257263869, 0.0327028185, 0.1221370474, -0.019454686, 0.0917274132, -0.1145595685, 0.0965131968, 0.0838009715, 0.075376004, -0.0247015953, -0.0493533388, 0.0565320067, 0.0078703621, -0.0341983736, 0.0047515049, 0.0943197086, -0.0706400797, 0.0835517123, 0.0216107797, -0.0578281544, 0.0069917226, 0.1127649024, 0.1417786777, -0.0910294876, -0.0674495623, 0.0026733058, -0.0543385223, -0.0458138548, 0.0336500034, -0.1111696362, 0.1239317134, -0.0429224484, 0.0133353714, 0.0025128452, 0.1301133484, 0.0326778926, 0.0565320067, -0.0006901366, -0.0325781889, 0.0435954481, -0.0205265023, -0.0087926211, 0.0390090793, -0.0489046723, 0.0118522784, 0.0441188924, -0.0428476706, -0.1089761555, -0.0626139343, 0.0008833126, -0.065106526, 0.0493034869, -0.0140083712, 0.0338244848, -0.0144695016, 0.0505248569, 0.0535408929, -0.0727338567, 0.049876783, 0.0270197056, 0.050799042, 0.036491558, -0.0834021568, 0.0491290055, -0.0005861488, -0.009858205, 0.0749771893, -0.0105249733, -0.0092163617, -0.064508304, 0.0247639101 ]
711.2273
Jun Takahashi
Jun Takahashi (for the STAR collaboration)
Energy and System Size Dependence of Strangeness Production from SPS to RHIC
6 pages, SQM2007 conference proceedings, to be published in Jornal of Phys. G
J.Phys.G35:044007,2008
10.1088/0954-3899/35/4/044007
null
nucl-ex
null
Strange particle production is an important experimental observable that allows the study of the strongly interacting matter created in relativistic heavy-ion collisions. The STAR experiment at RHIC has a unique capability of measuring identified strange particles over a wide range of acceptance providing a rich set of data to perform a systematic study. In addition to the data from Au+Au collisions, strange particles from p+p and d+Au collisions are also available for comparison and normalization. A new set of data from Cu+Cu reactions at 62 GeV and 200 GeV provides the chance to compare the system size dependence observed in Au+Au collisions with this smaller system size. In addition to the comparison of the yields, a statistical thermal model was used to extract freeze-out characteristics for the different system sizes and collision energies.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 18:54:23 GMT" }, { "version": "v2", "created": "Fri, 16 Nov 2007 12:32:22 GMT" } ]
2019-08-13T00:00:00
[ [ "Takahashi", "Jun", "", "for the STAR collaboration" ] ]
[ -0.0079948083, -0.0351988003, -0.0133111523, -0.017085351, -0.0165307205, 0.0497003794, -0.0496462695, 0.0073657748, 0.0159760881, -0.0724537894, 0.0019868654, 0.0765120685, -0.0682331845, 0.0093340399, 0.0685578436, 0.0703976005, -0.0202237535, 0.0390947461, -0.0031231833, 0.0237679817, -0.0620104894, 0.0033142604, 0.0509178638, -0.0720209107, -0.0258512311, -0.0695859417, 0.079596363, -0.0121545428, 0.0972904563, -0.0394194089, 0.0337648727, -0.0896608904, 0.0009325585, -0.1497775167, -0.036416281, 0.1221812293, -0.0509719737, 0.0359292887, -0.0031485474, 0.0230374914, 0.0189115759, 0.0373902693, -0.0597378537, 0.1335444003, 0.0280291736, -0.0177211482, 0.036091622, -0.1183935031, -0.0010044238, 0.0005833775, 0.0055091125, -0.014379832, 0.028732609, -0.062389262, -0.013209695, 0.0031181104, 0.0904725492, 0.0156378988, 0.0266223047, -0.1191510484, 0.0200478937, -0.0863601565, -0.0350635238, 0.0365786143, -0.0153808743, -0.0453174375, 0.0240791161, 0.045155108, 0.0372549929, 0.0372820497, 0.0392029658, -0.0564371198, 0.0253236555, 0.0213871263, 0.0888492391, 0.016422499, 0.0000714954, -0.0621187091, -0.0402581207, 0.0701270476, -0.014920936, -0.1022145003, -0.0311405212, -0.0186680797, -0.0120936688, -0.0300312582, 0.0306264721, -0.0614693873, -0.0398793481, 0.0317357369, -0.0060062516, 0.0351176336, 0.0185057484, 0.0411238857, 0.0793799236, -0.1112509295, 0.0674756393, -0.0167065784, 0.0569782257, 0.114605777, 0.0177211482, -0.0117148962, 0.0367680006, -0.0567076728, 0.1465308964, -0.0867389292, 0.0527576171, 0.005928468, 0.0095640086, 0.0404204503, 0.0667180941, -0.0606577322, -0.1154715419, 0.0759709701, -0.1305142194, -0.0481311791, -0.0512154698, 0.0903643295, 0.0021880884, 0.1229387745, 0.0484558418, 0.0294360444, 0.0523247346, 0.0290302169, 0.0688283965, 0.035009414, 0.0840334147, -0.1147139966, -0.0746182054, -0.0415297113, 0.1322457641, -0.041313272, -0.0700188279, 0.0338189863, -0.0302206445, -0.0069464194, 0.0402851738, -0.0412591621, 0.0281103402, 0.0248366632, 0.1087077409, 0.039365299, 0.0863060504, 0.1612489223, 0.0173153207, 0.0400416777, -0.0292196032, -0.0052926713, 0.1479377598, -0.025972981, -0.0254724585, -0.069153063, 0.0134126097, -0.0474006869, -0.0531634428, -0.1814862043, -0.0168959647, 0.0428554155, 0.0258918144, -0.1196921468, 0.0977774486, 0.0052453247, -0.0944767147, 0.0130270729, 0.0764579624, 0.0181810856, -0.0402581207, -0.002130596, -0.1296484619, -0.0841416344, 0.0300853681, -0.1300813407, -0.0249989927, -0.0111399731, 0.0150697399, -0.0193309318, -0.0214682911, -0.0903643295, -0.0695859417, 0.0024383487, 0.0055023488, 0.0879293606, -0.0517565757, -0.1006994098, -0.0018634261, -0.0383913107, 0.0274880715, 0.1165537462, 0.1017816141, -0.0786764845, 0.0418002643, 0.1131989062, 0.0326285549, 0.0061516734, 0.0372549929, -0.0522165112, 0.0296524856, 0.1108180508, 0.0815443322, 0.0386889167, 0.0913383141, 0.0682872906, 0.1667681783, -0.0172206275, -0.0599542968, -0.072832562, 0.0484287851, 0.0059386138, -0.0186680797, -0.0243902523, -0.0279750638, -0.0155161498, 0.0792175904, 0.0080015715, 0.0260541458, -0.0219282303, -0.0966952369, 0.090039663, 0.0857649446, 0.0497274362, -0.0702352673, 0.0298418719, 0.0680167452, 0.0803539082, 0.0392300226, 0.0030386357, 0.0994548723, -0.0610906146, 0.020805439, -0.0872259215, 0.0057796645, 0.0723455697, -0.0264329184, 0.0288137756, -0.0223746393, -0.0821395516, -0.0111264456, 0.0898232237, -0.0930698439, -0.080191575, -0.0366868339, -0.0725620165, -0.0051573953, 0.1212072372, 0.0104635935, 0.0378772616, -0.0047414214, 0.0163413342, 0.1125495806, -0.0398793481, -0.0348741375, 0.0370114967, 0.00118451, -0.0375796556, -0.0019750288, -0.0584392063 ]
711.2274
Jose Geraldo Pereira
R. Aldrovandi, J. G. Pereira
de Sitter Relativity: a New Road to Quantum Gravity?
18 pages, no figures. v3: Important presentation changes intended to clarify some points of the previous version; title slightly changed and references added. Version to be published in Foundations of Physics
Found.Phys.39:1-19,2009
10.1007/s10701-008-9258-5
null
gr-qc hep-th
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The Poincare' group generalizes the Galilei group for high-velocity kinematics. The de Sitter group is assumed to go one step further, generalizing Poincare' as the group governing high-energy kinematics. In other words, ordinary special relativity is here replaced by de Sitter relativity. In this theory, the cosmological constant is no longer a free parameter, and can be determined in terms of other quantities. When applied to the whole universe, it is able to predict the value of the cosmological constant and to explain the cosmic coincidence. When applied to the propagation of ultra-high energy photons, it gives a good estimate of the time delay observed in extragalactic gamma-ray flares. It can, for this reason, be considered a new paradigm to approach the quantum gravity problem.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:35:41 GMT" }, { "version": "v2", "created": "Wed, 23 Jan 2008 14:17:55 GMT" }, { "version": "v3", "created": "Wed, 12 Nov 2008 11:08:54 GMT" } ]
2009-01-16T00:00:00
[ [ "Aldrovandi", "R.", "" ], [ "Pereira", "J. G.", "" ] ]
[ -0.0186085738, -0.0388536453, -0.0625564829, 0.0476960205, -0.0243231226, 0.0550074726, -0.0394079462, 0.0452148765, -0.0666213334, -0.0966062173, -0.1204674244, 0.0257220641, -0.1313422173, -0.0535293445, 0.0607088245, 0.0439215153, -0.0266194995, -0.0073246513, 0.101990819, 0.1261687726, -0.0348679796, -0.0968173742, -0.0349999554, 0.0575414076, -0.0850979313, -0.0606032424, 0.0187141541, 0.1130767837, 0.1349319518, -0.0213668663, 0.0168928895, -0.0314102173, 0.0155467372, -0.0342344977, -0.0671492368, 0.0820360929, -0.0762291625, 0.0896378979, -0.0770738125, -0.0538196899, -0.0480655506, 0.013514312, -0.0617118366, 0.0272925757, -0.0226074383, -0.0624509007, 0.0493589118, 0.0143061662, 0.0602337122, -0.0287443083, -0.0472209044, -0.0568551309, 0.025167767, -0.0228449944, -0.0473000929, 0.033046715, 0.0472209044, -0.0184897967, 0.0323076509, -0.0377978422, -0.0138574485, -0.0252865441, -0.0325188115, 0.0449509248, -0.055482585, 0.0261443872, -0.0495964698, 0.0360293649, -0.0674659759, 0.1146604866, -0.1198339388, 0.0538460873, -0.038378533, 0.0244814921, -0.0680466741, -0.0110859592, 0.0475376472, 0.0523415618, 0.0388536453, 0.0289290734, -0.0133361444, 0.0328091606, -0.0615534671, 0.0382993482, -0.1431672424, 0.0696831718, 0.0351583287, -0.0601809211, -0.0199943185, 0.0904297531, 0.0530542322, 0.0079713324, -0.1249018013, 0.0601809211, 0.0292458162, -0.0635067075, 0.1175111681, 0.0359501801, 0.0503091365, -0.0057739369, -0.0308823138, -0.0483822934, 0.0182918329, -0.0387480669, 0.1334538311, 0.0031344229, -0.0647736713, 0.0076743872, -0.0069551193, -0.0276357122, 0.0666213334, 0.0208125673, -0.0475904383, -0.0137650659, -0.0845172405, -0.0329675302, -0.0778128728, -0.0372699387, -0.0483031087, 0.1451732665, -0.0903241709, 0.0376130752, 0.1035745293, -0.0456635915, 0.0282428004, -0.0948113427, -0.0513121523, -0.1310254782, -0.1127600372, 0.065882273, 0.1922622025, -0.0519456379, -0.0464554466, -0.123001352, -0.0454524308, -0.0175527688, 0.0247850362, -0.0641401932, 0.0526055135, 0.0341289155, -0.019651182, -0.0355278589, -0.0101885246, -0.0178695098, 0.096395053, 0.0019928331, 0.0230957475, -0.0093108853, 0.0936499611, -0.0483031087, -0.1546755284, 0.0422850139, 0.0727450103, 0.0769682303, -0.0258408431, -0.0641929805, 0.0573302433, 0.0199283306, -0.0102215186, -0.0151112182, -0.0154015645, 0.0421266444, -0.0099377707, -0.0343664736, 0.0602337122, -0.0577525683, -0.065196, -0.0486462452, -0.0477488078, -0.0750149861, -0.0274773408, -0.055482585, -0.0730617493, 0.0213932618, 0.202925846, 0.0557993278, 0.0014195637, 0.0115412753, -0.0244418997, -0.0134417256, 0.0249961987, 0.0268834513, 0.0811914504, -0.0333106667, 0.0053384174, 0.0067142639, -0.0278996639, 0.1141325906, 0.0124057159, 0.0072982563, -0.0434463993, 0.1220511273, 0.0724282637, 0.1336649954, 0.0092448983, -0.0845172405, 0.0287443083, 0.0451884791, -0.003177315, -0.0583332591, 0.0710029304, 0.0097398069, 0.1260631979, -0.0178167205, -0.0720059425, -0.0463498682, 0.131764546, -0.0819833055, -0.0537669025, 0.0508370399, -0.016985273, -0.0525263287, -0.0251809638, 0.0552186333, 0.0073510464, -0.0092448983, -0.0542684086, -0.0234256871, -0.026104793, 0.146017924, -0.0961838886, 0.0613423064, 0.0051008607, 0.0857842043, 0.0742231384, 0.0105712535, 0.0264347326, 0.0746454597, -0.0691552684, 0.006908928, 0.0409388617, 0.0401997976, -0.0253261365, -0.0022171917, 0.0012694413, 0.0450301096, -0.046745792, -0.0610783547, -0.0840421245, -0.0647736713, -0.0873679146, 0.0234256871, -0.058702793, 0.0266458951, -0.0984010845, -0.0302224364, -0.0567495525, 0.0377714448, 0.0202318747, 0.0383257456, 0.0186217707, 0.0466930047, -0.0031740156, -0.003319189, -0.0571190827, 0.0438687243 ]
711.2275
Joseph Schechter
Amir H. Fariborz, Renata Jora, Joseph Schechter
Scalar mesons from an effective Lagrangian approach
10 pages, 5 figures, menu 2007 talk
ECONFC070910:107,2007
null
null
hep-ph
null
A brief discussion of the recent interest in light scalar mesons motivates the study of a generalized linear sigma model. In an SU(3) flavor invariant version of the model there is a prediction that the the lighter scalars have sizeable "four quark" content. It is further predicted that one of the singlet scalars should be exceptionally light. Due to the presence of scalar mesons, the model gives "controlled" corrections to the current algebra formula for threshold pion pion scattering. These corections act in the direction to improve agreement with current experiments.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:13:08 GMT" }, { "version": "v2", "created": "Fri, 16 Nov 2007 17:08:59 GMT" }, { "version": "v3", "created": "Wed, 16 Jan 2008 20:14:59 GMT" } ]
2008-11-26T00:00:00
[ [ "Fariborz", "Amir H.", "" ], [ "Jora", "Renata", "" ], [ "Schechter", "Joseph", "" ] ]
[ -0.0060533658, 0.0110909604, -0.0163539276, 0.0131923379, -0.0314381421, 0.0268163793, -0.0345108509, -0.0207598396, -0.0015942858, 0.0191346034, -0.0743037164, -0.0345108509, -0.1209784374, 0.1393639147, -0.0087229414, 0.0488586314, 0.0002180339, 0.0388532765, 0.0867469236, -0.05038229, -0.0078150956, -0.0464969613, 0.0269687455, 0.0272226874, -0.0230834167, -0.0350695252, -0.0155540081, -0.0302700046, 0.0120495949, -0.0048217424, 0.0404531173, -0.0451510623, -0.1034055874, -0.1392623335, -0.0472587906, 0.1500295103, 0.0151096079, 0.0181569234, -0.0915210545, 0.0033076075, -0.0574419051, 0.0579497889, -0.0412657335, 0.0711040348, 0.0925876126, 0.0054724715, 0.0839027613, -0.0570863821, -0.0228421707, 0.0296605416, 0.0042027566, -0.0593210831, 0.0190457236, 0.0744560808, -0.0519567356, -0.0009435569, 0.0004876499, 0.0002749726, 0.1091954857, 0.0151223047, 0.0007197696, -0.139871791, -0.0279337279, 0.112039648, -0.1146806553, 0.0215343647, -0.0286701638, 0.0893879309, 0.0187536888, -0.0019172695, -0.0257752128, -0.0677519888, 0.115391694, -0.0583560988, -0.0582545213, -0.0326062776, 0.0669393688, 0.0414434969, 0.0262830984, 0.0978188366, 0.0181061346, 0.0266894083, 0.0124495551, -0.0197313707, -0.0822775289, -0.0765892044, -0.0466239303, 0.0672948882, -0.0865437686, 0.0035805961, -0.0340791494, -0.0419005938, -0.0769447237, 0.012373372, 0.1244320646, -0.0918257833, 0.0641459972, -0.0122210057, -0.0189314503, -0.0078595355, 0.027070323, -0.027806757, 0.0655172914, -0.0533280261, 0.0697327405, -0.1109222993, 0.0862898231, -0.081464909, 0.053734336, 0.0003221902, 0.0514742434, -0.0111544458, -0.0415196791, 0.0010602119, -0.1123443767, -0.0506362319, -0.1293077618, 0.0084309075, -0.0755226463, 0.1065544784, 0.0212042388, 0.0823791027, 0.0212423299, 0.0177379176, 0.057492692, -0.0852740556, 0.0101577193, -0.1617108881, -0.025686333, 0.0459382869, 0.0757258013, -0.0444146283, 0.0362884514, -0.0683614537, -0.0952794105, 0.0141319269, 0.0611494705, -0.0331141651, 0.1062497422, 0.0134970695, -0.0116242403, 0.0514742434, 0.028009912, 0.0991393402, 0.0124812974, 0.0442876555, -0.0489348136, 0.0138271954, 0.0865945593, -0.0147540877, -0.045531977, -0.0376343504, 0.0284416135, 0.0375073776, -0.0269179568, -0.0447447523, -0.0323015489, 0.0018172795, -0.009148296, -0.0853248462, 0.0701898411, 0.0719166547, -0.041240342, -0.0146652078, 0.1092970595, 0.0279083345, -0.1538894475, 0.0100624906, -0.0893879309, -0.1836515665, 0.0426116325, -0.0274512377, -0.0272226874, -0.1376370937, -0.0195917021, 0.0118337432, -0.0227278974, -0.0485538989, -0.0908100083, 0.0516773984, -0.0142462011, 0.111836493, -0.0780620724, -0.0300922431, -0.0178267974, 0.0654157102, -0.012741589, 0.07684315, -0.01420811, -0.0101386737, -0.0635365322, 0.0722213835, 0.082074374, 0.0909623802, 0.0397420786, -0.071002461, 0.045531977, 0.1538894475, 0.104522936, 0.0396151058, 0.0603876412, -0.0633841679, 0.0649078265, -0.0767415687, -0.0898958147, -0.0374311954, 0.0915718377, -0.0430941246, -0.0784683824, -0.0225120448, 0.0603368543, -0.0099355197, 0.1167121977, 0.0563245527, -0.1007645801, 0.0470556356, -0.0773002431, 0.0188933574, 0.0230580233, 0.0643491521, -0.0366947614, -0.0049169711, 0.092333667, 0.0405292995, 0.0399960205, -0.019642489, 0.0878642723, -0.008697547, -0.0086277127, 0.0051391711, 0.0731863678, -0.0545977429, -0.045328822, -0.0460398644, 0.0136240413, -0.0355774127, -0.061657358, -0.0093324045, -0.0516266078, -0.041037187, -0.0532772392, -0.0892355666, 0.0763860494, 0.0465223566, 0.0190584213, 0.0687677637, 0.0233754516, 0.0183092896, 0.0885245278, -0.0030568386, 0.021801006, 0.1380434036, 0.0231976919, -0.0191726945, -0.0411641598, 0.0717642903 ]
711.2276
Valeri Dvoeglazov
Valeri V. Dvoeglazov (Universidad de Zacatecas)
Fermion-fermion and boson-boson amplitudes: surprising similarities
7 pages, no figures, talks given at the 5th International Symposium on "Quantum Theory and Symmetries", July 22-28, 2007, Valladolid, Spain and the 10th Workshop "What comes beyond the Standard Model?", July 17-27, 2007, Bled, Slovenia
J.Phys.Conf.Ser.128:012002,2008
10.1088/1742-6596/128/1/012002
null
math-ph hep-ph hep-th math.MP
null
Amplitudes for fermion-fermion, boson-boson and fermion-boson interactions are calculated in the second order of perturbation theory in the Lobachevsky space. An essential ingredient of the model is the Weinberg's 2(2j+1)-component formalism for describing a particle of spin j. The boson-boson amplitude is then compared with the two-fermion amplitude obtained long ago by Skachkov on the basis of the Hamiltonian formulation of quantum field theory on the mass hyperboloid, p_0^2 - p^2=M^2, proposed by Kadyshevsky. The parametrization of the amplitudes by means of the momentum transfer in the Lobachevsky space leads to same spin structures in the expressions of T-matrices for the fermion case and the boson case. However, certain differences are found. Possible physical applications are discussed.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:15:01 GMT" } ]
2011-09-02T00:00:00
[ [ "Dvoeglazov", "Valeri V.", "", "Universidad de Zacatecas" ] ]
[ -0.0431415439, -0.0154870106, -0.0457640551, 0.0305487476, -0.0220787358, 0.0784391686, 0.0213108826, 0.0336437896, 0.0097871767, 0.0069874651, -0.0327459909, -0.0162430499, -0.0456695519, 0.022728458, -0.1056566164, 0.0262723956, -0.0162903033, 0.1003643349, 0.0040371362, 0.0052775149, -0.1457267404, -0.0960170999, -0.0344707072, 0.0136205368, -0.0218306594, -0.0523085296, 0.008257376, -0.0345179588, 0.0805182755, -0.052261278, 0.0962533653, -0.0363135561, -0.0339509286, -0.0508437008, -0.0753205046, 0.1688804775, -0.0558997206, 0.0616172738, -0.0363608077, 0.0200468786, -0.0670985654, 0.0212045647, -0.1441201568, 0.0908665806, 0.0409206748, -0.0336437896, -0.0340690613, -0.0466854796, -0.0253037196, -0.0034641996, 0.0443701074, -0.0338564254, 0.0904885605, 0.0131834503, -0.0426690169, 0.0500876606, 0.0460239463, 0.0156523939, 0.0282097496, -0.0370932221, -0.0355338901, -0.0661062598, 0.0527338013, 0.0572700426, -0.1185093001, 0.002064344, -0.0599634349, -0.0442047231, 0.0682326257, 0.048670087, -0.0384399183, 0.0477959141, 0.0834006816, 0.0533008315, 0.003298816, -0.0189128183, 0.0547656603, 0.0065680989, 0.0024527006, 0.0591601431, 0.0216062106, 0.0296036974, 0.0732886419, -0.0697919577, -0.0415349565, 0.0871808827, 0.0322970897, 0.0020141383, -0.1202103868, -0.0242169127, 0.0561832339, 0.0353685059, 0.0026210377, 0.0219015386, 0.1158631593, -0.1289993525, 0.0546239018, -0.056750264, -0.0178614501, 0.0193971563, -0.0037772476, 0.0001456337, -0.0043058852, 0.0049437941, 0.0804710239, -0.0267685484, 0.0460948236, -0.1230455413, -0.0494733788, 0.034494333, 0.1076412201, -0.0409206748, -0.0507491976, 0.0163848083, 0.0441102199, -0.1099093407, -0.0440629683, 0.0050619254, -0.1163356826, 0.0627513379, -0.0026741968, -0.03343115, 0.0516469963, 0.0046100733, 0.0918116271, -0.1277707964, -0.0468981154, -0.0893072486, -0.0143293235, -0.0078143841, 0.0940797478, -0.0384162925, -0.036526192, -0.015640581, -0.0745172128, 0.0828336552, 0.0294619408, 0.0509382077, 0.1083027571, -0.0130771324, 0.0321317092, 0.0209801141, 0.1068851799, 0.05382061, 0.0272883251, 0.0974346772, 0.0239333976, -0.0732886419, -0.0019624559, -0.0305487476, -0.0246185586, -0.1087752804, 0.0468508638, 0.0280916169, -0.0218779128, -0.0674765855, 0.0686106458, 0.0151916826, 0.0408025421, -0.0570810325, 0.0455041677, 0.0716348067, -0.0625150725, -0.0096040731, 0.0588766299, 0.0702172294, -0.1406234801, -0.0417239666, -0.076832585, -0.2373966128, -0.0253037196, -0.0013976407, -0.0294619408, -0.0737139136, 0.0221850537, -0.0259180032, -0.0493316203, -0.1080192402, -0.0634128675, 0.0157587118, 0.0796677321, -0.0490481071, 0.028375132, 0.0161131062, -0.0567975193, 0.0234254319, -0.0026431873, 0.1188873202, -0.0001914096, -0.0320608281, 0.0205784682, 0.0436140671, 0.1328740567, 0.0769743398, 0.0425745137, -0.1010258719, -0.005856358, 0.0940797478, -0.0072237276, 0.0582150929, 0.0304306168, -0.0507964492, 0.0978126973, -0.1587684304, -0.0796677321, -0.0072001014, 0.0838732049, -0.0364789367, -0.0497568958, 0.0145892128, 0.0399756245, 0.0133488346, 0.0834006816, -0.0994192809, -0.1003643349, 0.027500961, -0.1352366805, 0.0912918523, -0.0616645254, 0.060152445, -0.0986632407, 0.0310685262, 0.0682798773, 0.0434250571, 0.0260125082, -0.0254927296, -0.0057323202, -0.0291311722, 0.0247839428, 0.0766435713, 0.0320844539, 0.0034376201, -0.0162903033, 0.0045628208, 0.0389833227, -0.0929456875, 0.0095922593, -0.0116536506, -0.052261278, -0.0419129767, -0.0083046285, -0.0314465463, 0.0391723327, 0.0789589435, -0.0026417107, 0.0136087229, 0.0213108826, -0.0215825848, 0.1690694839, -0.042456381, 0.0068929601, 0.1283378154, -0.0600106902, 0.0005452497, -0.0434959382, 0.0816523358 ]
711.2277
Ignacio Taboada
Ignacio Taboada and Michelangelo V. D'Agostino
Correlating prompt GRB photons with neutrinos
null
null
null
null
astro-ph
null
It is standard in theoretical neutrino astrophysics to use a broken power law approximation, based on the Band function, to describe the average photon flux of the prompt emission of Gamma-Ray Bursts. We will show that this approximation overestimates the contribution of high energy gamma-rays (and underestimates low energy gamma-rays). As a consequence models that rely on this approximation overestimate neutrino event rate by a factor of approx 2 depending on Earth's column density in the direction of the GRB. Furthermore the characteristic energy of neutrinos that trigger a km^3 detector is typically 10^{16} eV, higher than previously predicted. We also provide a new broken power law approximation to the Band function and show that it properly represents the photon spectra.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:24:45 GMT" } ]
2007-11-15T00:00:00
[ [ "Taboada", "Ignacio", "" ], [ "D'Agostino", "Michelangelo V.", "" ] ]
[ -0.0326390527, 0.0513671488, -0.0475604348, -0.0296077803, 0.0020722509, 0.0273754466, 0.0349418782, 0.053763967, -0.009863385, -0.0839357078, -0.0807869434, 0.108467862, -0.0248611346, 0.0029284679, -0.0292788036, -0.0264355168, -0.0230400227, 0.0468789861, -0.0305477083, 0.0180466473, -0.1312141567, -0.0402994789, -0.0554558411, -0.0225230604, -0.1204989627, -0.0576176792, -0.0102628553, 0.0134057449, 0.1088438407, 0.0405344591, -0.0675339326, -0.0361637883, -0.0661710352, -0.1223788187, 0.0021926793, 0.0432367586, 0.0646201521, 0.0617063716, -0.0552678555, -0.0081480136, 0.0440591946, -0.0843586698, -0.0531530119, 0.0540459454, -0.0589335784, 0.049017325, -0.0624113195, -0.0974706933, 0.0727035478, -0.0400644951, -0.0387015976, 0.0660300478, 0.0123718223, -0.0731735155, -0.0166954976, 0.0308296885, 0.0226992983, 0.0494402908, -0.0954968408, -0.0313936472, -0.0560667962, -0.0292788036, 0.014839137, 0.0144749144, -0.0209721774, 0.0182933789, 0.0289968252, 0.0157320704, 0.0925830603, -0.0039653275, -0.0481243916, 0.0149096316, 0.0320280977, -0.0317226201, -0.0396415256, 0.1053660959, 0.0584636144, -0.0328505374, -0.0054192808, 0.0465265103, 0.0877894163, -0.0284328684, -0.0791890621, -0.0135584828, -0.0971887112, -0.0076193037, 0.0152151091, -0.0069966004, -0.0886353552, -0.0288793333, 0.0346364006, -0.0724215657, 0.0091878111, 0.0878364146, 0.0294197928, -0.057570681, 0.0734084919, -0.0214421414, 0.1596940309, -0.0310411714, 0.0032368822, 0.0013489457, -0.0056748246, -0.1745449156, 0.0692728013, 0.0186458509, -0.0650431216, -0.0025686512, -0.0388190895, -0.0279629026, 0.1677774191, -0.023298502, -0.1240706965, 0.0251901112, -0.0058863084, 0.0551738627, -0.0603434741, -0.0094051696, 0.0193390492, 0.0353883468, -0.0294432919, 0.0274694394, 0.0248611346, 0.0885413587, 0.0539519526, -0.0265060123, 0.0576646738, -0.0582756288, -0.0442001857, -0.021630127, 0.1736049801, -0.081914857, 0.0186106041, -0.0477719158, -0.0185283609, 0.0118724843, 0.0617063716, -0.0540459454, 0.0900452435, -0.0070612202, -0.0351533629, 0.0952618569, 0.0713876486, 0.0320985913, 0.0518841073, 0.03611679, -0.0166250039, 0.0256835744, 0.0932410061, -0.0827137977, 0.0202789791, -0.0019944129, -0.0339314565, -0.0632102564, 0.0138757089, -0.0830897689, 0.112321578, 0.0563017763, -0.0604374669, -0.1048961356, 0.0744894147, 0.0851106197, -0.0627402961, 0.0756173283, -0.0973766968, 0.0581346415, -0.0655130893, -0.0440122001, -0.1157993153, -0.049487289, -0.1041441932, 0.0628812835, 0.0653720945, -0.057711672, 0.0792830512, 0.0254485924, -0.0254485924, -0.1018883586, 0.026952479, 0.0289733279, -0.0036745369, 0.0214303937, 0.1146714017, 0.05174312, 0.0372447073, 0.0348008908, -0.0652311072, 0.1131675094, -0.0156028299, -0.0619413555, 0.0179526545, 0.0542809293, 0.0423438251, 0.141553387, -0.0363517739, -0.0802699775, 0.0052724169, -0.0209956747, 0.0047172713, -0.0125363097, 0.0140284477, 0.0743954182, 0.0884473696, -0.0940399468, 0.0437302217, -0.0396650247, 0.1421173364, -0.0327565446, -0.0372917019, 0.0195975304, 0.1043321788, 0.0327330455, 0.0363517739, -0.0929590315, -0.143433243, 0.000357981, -0.006291653, 0.1486028582, 0.0593095534, -0.0681448877, -0.046737995, -0.0612834021, -0.0647141486, 0.0001224478, 0.0760402977, 0.0687558427, 0.0829487815, -0.0417093709, 0.0218533613, -0.0394770391, 0.0015479464, 0.0559258051, -0.0340019502, -0.0227227956, 0.0482183844, 0.0298897587, 0.0597325191, -0.0240856931, -0.0151681127, -0.0985986069, -0.0178586598, 0.1240706965, -0.0183403753, 0.0524480678, -0.0195035376, 0.0204787143, -0.0579466559, 0.0116727492, 0.0409809276, 0.1692813039, 0.0974706933, -0.0457040742, 0.0554558411, -0.0439417027, -0.0150153739, 0.0595445335 ]
711.2278
Valeri Dvoeglazov
Valeri V. Dvoeglazov (Universidad de Zacatecas)
Antisymmetric Tensor Fields, 4-Vector Fields, Indefinite Metrics and Normalization
9 pages, no figures, talks given at the VII Mexican School on Gravitation and Mathematical Physics "Relativistic Astrophysics and Numerical Relativity", November 26 -- December 1, 2006, Playa del Carmen, QR, Mexico; and the 10th Workshop "What comes beyond the Standard Model?", July 17-27, 2007, Bled, Slovenia
J.Phys.Conf.Ser.91:012009,2007
null
null
math-ph gr-qc hep-th math.MP
null
On the basis of our recent modifications of the Dirac formalism we generalize the Bargmann-Wigner formalism for higher spins to be compatible with other formalisms for bosons. Relations with dual electrodynamics, with the Ogievetskii-Polubarinov notoph and the Weinberg 2(2J+1) theory are found. Next, we introduce the dual analogues of the Riemann tensor and derive corresponding dynamical equations in the Minkowski space. Relations with the Marques-Spehler chiral gravity theory are discussed. The problem of indefinite metrics, particularly, in quantization of 4-vector fields is clarified.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:22:19 GMT" } ]
2011-09-15T00:00:00
[ [ "Dvoeglazov", "Valeri V.", "", "Universidad de Zacatecas" ] ]
[ 0.0195144638, 0.0528384112, -0.0773233101, -0.0190614946, -0.0315120667, 0.0260519329, 0.0076882583, -0.0361397117, -0.0723773614, -0.0016297761, -0.0172251258, 0.0454194881, -0.0606735796, 0.0650808588, 0.0815347135, 0.0962256491, 0.0000014825, 0.086039938, 0.0530832596, 0.0994086862, -0.0811919272, -0.0803104714, 0.0789882839, -0.0209835581, 0.0589596368, -0.1057747602, 0.0399593562, -0.0169925205, 0.122228615, -0.0630730987, 0.0743851215, -0.020420406, -0.0101245055, -0.0760011226, -0.0642483756, 0.0822692588, -0.0233708359, 0.091034852, -0.0352827385, -0.0152540924, -0.0269333888, 0.0281576347, -0.1087129489, 0.0747279152, 0.0373884402, 0.0070149237, 0.0355275869, 0.0039696144, 0.0424323305, -0.0500716195, 0.0012839269, -0.0158172455, 0.0840811431, 0.0448073633, -0.064884983, 0.0605756417, -0.0263457522, 0.0089431098, 0.0549441129, -0.1338834316, -0.0212528929, -0.0348420106, 0.005717224, 0.0263947211, -0.1014654189, 0.0751686394, -0.0843259916, -0.0038074018, 0.061310187, 0.0026137629, -0.0352582559, 0.0539647155, 0.1092026457, 0.0660112873, 0.0108835371, -0.0266395696, 0.035478618, -0.006892499, -0.0184004009, 0.065668501, -0.0167721566, 0.026835449, -0.0270313285, 0.0162090026, -0.032295581, 0.0233341083, -0.0686066896, -0.0180086438, -0.0336177647, -0.0103632333, 0.0600859411, 0.0146786971, -0.0449542738, -0.0320262462, 0.0857461169, -0.0996045694, 0.1313370019, 0.0239095036, -0.013503422, -0.0304102451, -0.0849136263, -0.0003307374, 0.0302143656, 0.0150582129, 0.1603271216, -0.0435586348, 0.0117955999, -0.0437545143, -0.0499247089, 0.0203347094, -0.0191227067, -0.0030514305, -0.0654236525, 0.015009243, 0.07531555, -0.1149810851, -0.0953441933, 0.0101428693, -0.0925529152, 0.0287207868, 0.0008424335, -0.01124469, 0.0979885682, -0.0212284066, 0.0290880594, -0.1093005911, -0.079282105, -0.1534713507, -0.0749727637, 0.0286473315, 0.0970091671, -0.0131361485, 0.0152663346, -0.1125325933, -0.0060998006, 0.0331525542, 0.1055788845, -0.0416977815, 0.0955890492, -0.0106448103, 0.0643463135, 0.027227208, 0.108615011, 0.0720835403, 0.0600369722, 0.0253908411, -0.0910838246, 0.0761970058, 0.0764418542, -0.0449787602, -0.0654726177, -0.014225726, 0.0872152075, 0.0271782372, -0.0190002806, -0.10175924, 0.0496308915, 0.0983803272, 0.08457084, -0.0863827243, 0.0348420106, 0.0499736778, -0.05053683, 0.0051387683, 0.0571477525, 0.0016083518, -0.0897616372, -0.0973519608, -0.0343278274, -0.1323163956, -0.0357234664, -0.0952462554, -0.1250688583, -0.0139441499, 0.0998494178, -0.0170414895, 0.011324266, -0.0460071266, -0.0833955631, 0.0806532577, -0.0259050224, 0.0048877979, -0.0094634136, 0.0095980801, -0.0869213939, 0.1085170731, -0.0137115438, 0.1201718822, 0.0486759804, 0.0651788041, -0.0460316092, 0.1407392025, 0.1112593785, 0.1139037535, 0.0016971095, -0.0678231716, -0.0230525322, 0.0200898591, -0.0296512134, -0.0106570525, 0.0182657354, -0.0272027235, 0.0283290278, -0.0859419927, -0.1213471591, -0.0059957397, 0.0872152075, -0.007167954, -0.1209554002, -0.0115935998, 0.0453460328, -0.0626813397, 0.0326628536, 0.0347195864, -0.0308020022, 0.0739933625, -0.1004860252, -0.0160620939, -0.007920865, 0.0483576767, -0.0403511152, 0.0629751608, 0.0191839188, 0.0797228292, 0.0926508605, -0.0610653386, 0.0319527946, -0.0752176121, -0.0011974645, 0.0048082219, 0.1023468748, -0.0146542117, 0.0159396697, -0.0024071715, -0.0812408924, -0.0627792776, -0.0215956811, 0.0210570134, -0.0715938434, -0.0695860833, 0.0339360684, -0.0156091228, 0.0164905787, 0.0954421386, -0.0091389883, 0.0281331483, 0.0292594545, 0.020420406, 0.0836893842, -0.0573926046, -0.0825141072, 0.1352545768, 0.0167966411, 0.0680190474, -0.0519569553, -0.0067884382 ]
711.2279
Andrew DeBenedictis
A. DeBenedictis
Developments in Black Hole Research: Classical, Semi-classical, and Quantum
59 pages, 17 figures (some are quality reduced due to file size restrictions). Version 2 has extra references and minor changes to match version for publication. Invited chapter to appear in an edited collection 'Classical and Quantum Gravity Research', Nova Science Publishers
Classical and Quantum Gravity Research, 371-426, (2008), Nova Sci. Pub. ISBN 978-1-60456-366-5
null
null
gr-qc
null
The possible existence of black holes has fascinated scientists at least since Michell and Laplace's proposal that a gravitating object could exist from which light could not escape. In the 20th century, in light of the general theory of relativity, it became apparent that, were such objects to exist, their structure would be far richer than originally imagined. Today, astronomical observations strongly suggest that either black holes, or objects with similar properties, not only exist but may well be abundant in our universe. In light of this, black hole research is now not only motivated by the fascinating theoretical properties such objects must possess but also as an attempt to better understand the universe around us. We review here some selected developments in black hole research, from a review of its early history to current topics in black hole physics research. Black holes have been studied at all levels; classically, semi-classically, and more recently, as an arena to test predictions of candidate theories of quantum gravity. We will review here progress and current research at all these levels as well as discuss some proposed alternatives to black holes.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:25:27 GMT" }, { "version": "v2", "created": "Fri, 21 Mar 2008 01:01:53 GMT" } ]
2008-11-15T00:00:00
[ [ "DeBenedictis", "A.", "" ] ]
[ -0.0148058087, -0.0112060616, -0.0315840803, 0.0338031016, 0.0584835596, 0.0104294037, -0.0021774154, 0.05601798, 0.029069189, -0.0028893517, 0.0171357822, -0.0346660577, -0.1538521945, 0.0033377791, 0.0928537473, 0.0303759463, -0.0249763262, 0.0311895888, 0.1001518667, 0.095171392, -0.0020079068, -0.076778166, 0.0446763113, 0.0968479887, -0.0121984575, -0.0603080913, -0.0095048109, 0.0938399807, 0.0620833077, 0.038117867, 0.1018777713, -0.0159892868, -0.1339303106, 0.1146001667, -0.0378466547, 0.1582902372, -0.0684445053, -0.061442256, 0.0099671073, 0.0268748235, 0.0000170592, -0.009788353, -0.037353538, 0.0811175853, -0.053305842, -0.066866532, -0.0196999852, -0.0982780233, -0.0306471605, 0.0703183413, -0.0480788127, -0.0097020576, 0.0598642863, -0.0174193233, -0.0096465824, -0.0212656278, -0.1161781326, -0.045046147, -0.0184055548, -0.0209574308, -0.051629249, 0.028748665, -0.0559686683, -0.0093507124, -0.079490304, -0.0773205906, 0.0482760593, -0.0019262345, -0.043073684, 0.049533505, 0.0526154786, -0.0464761853, 0.0079145124, 0.1059213206, -0.0144729549, -0.0279103667, 0.0773205906, 0.0630202293, -0.0367864557, 0.0823996887, 0.014300365, -0.0139798392, -0.0242243242, -0.0382164903, -0.0286253858, 0.029365059, 0.0011965769, -0.040953286, -0.1298867613, -0.0308937188, 0.0623791777, -0.0419641733, -0.1019763947, 0.0091966139, 0.100891538, 0.0020633824, 0.0642037094, 0.108386904, 0.025444787, 0.1348179281, -0.068345882, 0.0253954753, 0.0268748235, -0.0376987197, 0.1688429266, -0.0904374793, 0.041397091, -0.02771312, 0.0296116173, -0.0107191093, -0.0293404032, -0.0513826907, -0.04097794, -0.0443064757, -0.11499466, -0.074657768, -0.051481314, 0.0217094328, 0.0297348965, 0.1826501787, -0.0385863297, -0.0113416687, -0.0032145001, -0.0081425784, 0.0940865353, -0.1338316947, -0.0153482361, -0.0868377313, -0.1425105333, 0.051333379, 0.0552289933, 0.0290445331, 0.0237558652, -0.127026692, -0.033260677, -0.0230901577, 0.0154468594, 0.04186555, 0.0308444072, -0.0658802986, 0.0536510237, -0.0796382353, 0.020168446, 0.0317320153, 0.1004477367, 0.0477829427, 0.034197595, -0.0100472393, 0.0711073279, -0.0341236293, -0.0598642863, -0.0286500417, 0.0312389005, 0.0291924682, -0.0481527783, -0.0580397546, 0.0107314372, 0.123476252, -0.0884650126, -0.0425805673, 0.0561166033, 0.0612450093, -0.0181220137, -0.0863446146, 0.061442256, 0.0241503567, -0.0829421133, -0.0670637786, -0.1076965407, -0.0583849363, 0.1165726259, -0.0682472587, 0.0104663875, 0.0522209853, 0.0042315517, 0.1056254506, 0.0545879453, -0.0983766466, -0.0793423653, -0.0235093068, 0.0865911767, 0.0223504845, 0.0272693168, -0.0815613866, -0.0143250208, 0.0268994793, -0.0853090733, 0.1325495839, -0.0019139065, -0.02830486, -0.0568069667, 0.0721428767, 0.0365152434, 0.0401642993, 0.0228682552, -0.0613929443, -0.01415243, 0.0798354819, -0.0177275203, -0.0422846973, 0.042629879, 0.0216108095, 0.0014485284, 0.0393753126, 0.0209451038, -0.0328661837, 0.1567122787, 0.019576706, -0.0067926734, -0.0567083433, 0.0053472267, -0.100595668, -0.0556234866, 0.03523314, -0.0467473976, 0.0018091194, -0.0744605213, 0.0431476533, 0.0112553732, 0.0257653128, 0.0065830988, 0.0535524003, 0.0355783217, 0.09877114, 0.0054427683, 0.046993956, 0.0871829093, 0.0720442533, 0.0277624317, -0.0188616887, 0.0884650126, 0.0075508393, -0.050125245, 0.0431723073, -0.016100239, -0.1212079152, -0.0175919142, 0.0507909507, -0.0432955883, -0.1762396693, 0.0202917252, -0.0114464555, -0.0469446443, 0.1058226973, -0.0636612773, 0.0553769283, 0.032521002, -0.0126977377, 0.0402875803, -0.0066632302, 0.0197123121, -0.088810198, 0.0107376017, 0.003467222, 0.042136766, -0.0746084526 ]
711.228
Peter Petreczky
Peter Petreczky
Properties of quark gluon plasma from lattice calculations
Invited talk at Zimanyi 75 Memorial workshop, 8 pages, uses svjour.cls
Eur.Phys.J.ST155:123-130,2008
10.1140/epjst/e2008-00596-y
null
hep-lat
null
I discuss lattice QCD calculations of the properties of strongly interacting matter at finite temperature, including the determination of the transition temperature Tc, equation of state, different static screening lengths and quarkonium spectral functions. The lattice data suggest that at temperatures above 2Tc many properties of the quark gluon plasma can be understood using weak coupling approach, although non-perturbative effects due to static magnetic fields are significant in some quantities.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:28:12 GMT" } ]
2008-11-26T00:00:00
[ [ "Petreczky", "Peter", "" ] ]
[ -0.0313746855, 0.0010479733, -0.0530032925, -0.0043359241, 0.0556918643, 0.0014433075, -0.0579003356, -0.0307505522, 0.016323477, -0.0671663135, -0.0068834666, 0.1085991412, -0.0663981438, 0.0811852962, 0.0242451653, -0.0368718542, -0.0225768108, 0.0751840174, 0.0718713105, 0.0349754505, -0.1128240377, -0.0888189226, 0.0087858718, -0.0485383421, -0.1785020381, -0.0535794161, 0.0153032606, -0.0305105001, 0.069086723, 0.0007497848, 0.1033180133, -0.0426330827, -0.0513709448, -0.1232902706, -0.0307025407, 0.0730235577, -0.0415048413, 0.0678384528, -0.0841139182, -0.0839218795, -0.0649578422, -0.0789768249, -0.0819534585, 0.0715832487, 0.0270297583, -0.0881467834, -0.0118705295, -0.0110783605, -0.0449135676, -0.0507948212, -0.0028926162, -0.0032826995, -0.0495465547, 0.0630854443, -0.0801770836, 0.0157233495, -0.0155673167, 0.0720153451, -0.0103402035, -0.0440973938, -0.0560759492, 0.0050200694, 0.0430651754, 0.0219406746, -0.0978928581, -0.0132028135, -0.0750880018, -0.0065113874, -0.0076816366, 0.0379760899, -0.0005213611, 0.00497506, 0.0437853299, -0.0477941819, -0.0229008794, -0.0209804699, -0.0583324283, -0.017379703, 0.0519470684, 0.0038348171, 0.0393923931, 0.0076516303, 0.0943401009, -0.0719673336, -0.0588125326, 0.0124346493, 0.0649578422, 0.101109542, -0.0913634673, -0.0219886843, 0.035431549, 0.0136829149, -0.0146071119, -0.0240771305, 0.0368718542, -0.1172409803, 0.1521924287, -0.0669262558, -0.0146431196, 0.001638349, -0.105910562, 0.0948682129, -0.053195335, -0.0883388221, 0.1160887331, -0.0694227889, -0.0269577429, -0.0293582547, -0.0488504097, -0.1026458666, 0.1018777043, 0.184071213, -0.0610690117, 0.0457297415, -0.1648671329, -0.0277499128, 0.0864664242, -0.0262855999, -0.0951082632, 0.1375012994, 0.0075436071, 0.0312546603, 0.0973167345, -0.0199242458, 0.0298623629, -0.1037981138, 0.0417689011, -0.0733116195, -0.1525765061, 0.0039908504, 0.0533393659, -0.1081190333, -0.001938413, -0.07619223, -0.0356235914, -0.002388509, 0.0610210001, 0.0201162864, -0.02309292, -0.1616984457, 0.0490424484, 0.0788808092, 0.0778245851, 0.0856502503, 0.0487063788, 0.0232369509, 0.0863223895, 0.0979888812, -0.004942053, -0.0108323079, 0.033055041, -0.0159994084, 0.1149364859, -0.0728315189, -0.0565080382, -0.1132081226, 0.1024538279, 0.0601088069, 0.0085698264, -0.0963565335, 0.0461618342, -0.0472900756, -0.0216886215, 0.0812813193, 0.1192574129, -0.0423210189, -0.079168871, 0.0500746705, -0.0532913543, -0.0546836518, 0.0135748927, 0.0483943112, -0.0309665985, 0.0006935227, 0.0827696323, 0.1215618998, 0.057996355, -0.0373519585, -0.0810892805, 0.0154232858, 0.0464498959, -0.023621032, -0.0629414096, -0.041000735, -0.0386242308, 0.0201883018, -0.0635655448, 0.0728315189, -0.0325989462, -0.0429931618, -0.0269577429, 0.1192574129, -0.0028521076, 0.0346873924, -0.0115044508, -0.0861783624, 0.0437133126, 0.0042489055, 0.0100101326, -0.0173556972, -0.0134308618, 0.0261895806, 0.020164296, -0.051755026, 0.0007749151, -0.0101121543, 0.0677904412, -0.0001807885, -0.1395177245, -0.0772964656, -0.0260455497, 0.0731675923, 0.0591966137, -0.0083177723, -0.1014936268, 0.0074175806, -0.0405206345, 0.0560759492, 0.0630374327, 0.0735996813, -0.0480102301, 0.0142830433, -0.0061873184, 0.0417208895, -0.0071355202, -0.0163354799, 0.0581883974, -0.0066914256, 0.032622952, 0.0508428328, -0.0435932875, -0.0071535241, -0.0208964515, -0.0197442062, 0.060636919, -0.0681745261, 0.0436893068, 0.0731195807, -0.0539154857, -0.0437853299, -0.0236810464, -0.0527152307, -0.07379172, -0.0015295759, 0.0882908106, -0.0132268183, -0.002853608, -0.0408326983, 0.0775365233, -0.050554771, 0.0062713362, 0.0393443815, 0.0288061369, 0.0093319882, -0.0357676223, -0.0437853299 ]
711.2281
Eduardo Gonz\'alez-Alfonso
Eduardo Gonz\'alez-Alfonso, Howard A. Smith, Matthew L. N. Ashby, Jacqueline Fischer, Luigi Spinoglio, Timothy W. Grundy
High-excitation OH and H_2O lines in Markarian 231: the molecular signatures of compact far-infrared continuum sources
16 pages, 6 figures, accepted for publication in The Astrophysical Journal
null
10.1086/527292
null
astro-ph
null
The ISO/LWS far-infrared spectrum of the ultraluminous galaxy Mkn 231 shows OH and H_2O lines in absorption from energy levels up to 300 K above the ground state, and emission in the [O I] 63 micron and [C II] 158 micron lines. Our analysis shows that OH and H_2O are radiatively pumped by the far-infrared continuum emission of the galaxy. The absorptions in the high-excitation lines require high far-infrared radiation densities, allowing us to constrain the properties of the underlying continuum source. The bulk of the far-infrared continuum arises from a warm (T_dust=70-100 K), optically thick (tau_100micron=1-2) medium of effective diameter 200-400 pc. In our best-fit model of total luminosity L_IR, the observed OH and H2O high-lying lines arise from a luminous (L/L_IR~0.56) region with radius ~100 pc. The high surface brightness of this component suggests that its infrared emission is dominated by the AGN. The derived column densities N(OH)>~10^{17} cm^{-2} and N(H_2O)>~6x10^{16} cm^{-2} may indicate XDR chemistry, although significant starburst chemistry cannot be ruled out. The lower-lying OH, [C II] 158 micron, and [O I] 63 micron lines arise from a more extended (~350 pc) starburst region. We show that the [C II] deficit in Mkn 231 is compatible with a high average abundance of C+ because of an extreme overall luminosity to gas mass ratio. Therefore, a [C II] deficit may indicate a significant contribution to the luminosity by an AGN, and/or by extremely efficient star formation.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:33:18 GMT" }, { "version": "v2", "created": "Thu, 15 Nov 2007 17:26:58 GMT" }, { "version": "v3", "created": "Mon, 19 Nov 2007 08:44:48 GMT" }, { "version": "v4", "created": "Tue, 20 Nov 2007 18:57:27 GMT" }, { "version": "v5", "created": "Mon, 24 Dec 2007 09:18:52 GMT" } ]
2009-11-13T00:00:00
[ [ "González-Alfonso", "Eduardo", "" ], [ "Smith", "Howard A.", "" ], [ "Ashby", "Matthew L. N.", "" ], [ "Fischer", "Jacqueline", "" ], [ "Spinoglio", "Luigi", "" ], [ "Grundy", "Timothy W.", "" ] ]
[ -0.0471450947, 0.0844126791, -0.0503219143, -0.0275502484, -0.0409516282, 0.0526711605, 0.0569692142, -0.0391629972, -0.0307537653, 0.0231587589, -0.0059231697, 0.0832380578, -0.0729334056, -0.0448492393, 0.0329695307, 0.0674340352, -0.0688756183, 0.0346513763, -0.0426067784, 0.0715986118, -0.1085992306, 0.0022791689, -0.0636432096, 0.0783259943, -0.1819597781, -0.0177528244, -0.0578234866, -0.0679145679, 0.0998963416, -0.0570226051, 0.0511227958, -0.0352386907, 0.0109453509, -0.145973593, -0.1053423211, 0.0783793852, -0.0117128594, 0.0178729557, -0.0628423318, -0.0116327722, -0.0624685846, -0.0616677068, -0.0781124309, -0.0210230816, 0.1151130497, -0.0751224756, -0.0506155714, -0.0081556207, -0.0151366191, -0.0683950931, -0.0707443357, 0.0772047639, 0.0605464764, -0.0338771939, -0.0795006156, -0.0059031476, 0.0275769439, 0.1251507401, 0.0166182462, -0.0622016266, -0.002319213, -0.0932223499, 0.0332364924, -0.0016651616, -0.0761903152, -0.030940637, 0.0496545173, 0.0130877029, 0.0786997378, 0.024333382, 0.0127540026, -0.0527512506, -0.0517901964, -0.0203289855, 0.0800345391, -0.0353454724, -0.0035171949, -0.1026727259, -0.1218404397, -0.0658856705, 0.046958223, 0.0009193427, -0.1138316467, -0.0499481708, -0.013521512, -0.0243867747, -0.0055894703, 0.0321419574, -0.0853203386, -0.0475188382, 0.0286447834, 0.0883636847, 0.0262554921, -0.0341708511, -0.051336363, -0.0732003674, 0.0892179534, -0.0191944074, 0.0913536325, 0.0374010615, 0.0092034377, -0.0283511281, 0.0460238643, -0.0418325961, 0.0395634361, 0.0036640228, -0.0256681815, -0.0168051179, 0.0406312756, 0.0490138121, 0.1030998603, 0.0416457243, -0.0028180941, 0.1135112941, -0.1543027461, 0.0624151938, -0.0597455949, 0.0220508762, -0.1278203428, 0.1034202129, 0.0076550711, 0.0793938339, -0.0457836017, 0.0186604876, 0.0077485074, 0.0118730357, 0.0457035117, -0.0294456631, -0.0746419504, 0.0247338228, 0.087189056, -0.0037975027, -0.0728800148, 0.0341174565, -0.1096670702, -0.0006690679, -0.0012480369, -0.07117147, 0.0192344505, -0.0005581127, -0.009583856, 0.0134414239, 0.0507490523, 0.062148232, 0.0904993638, -0.0256815292, -0.1530213356, -0.098988682, 0.0954114199, -0.014442523, -0.0628423318, 0.0243066866, 0.090979889, -0.1060364172, 0.0132078342, -0.0926350355, 0.0055627739, 0.040043965, 0.0243467316, -0.0148563106, 0.0322754346, 0.0731469765, -0.0131878126, 0.1245100349, 0.026522452, 0.0333165787, -0.0866017491, -0.0298994947, -0.1016048864, -0.0480794534, -0.0215836968, 0.0616143122, 0.0144692194, -0.0053992611, 0.0094570499, 0.0292587895, 0.0237727668, -0.0792336613, -0.0278439038, -0.0326491781, -0.04332757, 0.0484531969, 0.0562217273, -0.0177127812, 0.0250675213, -0.0414588526, -0.0340907611, -0.0199151989, 0.0990954638, 0.0591048934, -0.0345979854, 0.0284579117, 0.0541928336, 0.1370037496, -0.1055025011, -0.0261620563, 0.0208228622, -0.0091567198, -0.1001099125, 0.0613473542, 0.0971733555, 0.0525109842, 0.0884170756, -0.1398869157, -0.0932223499, -0.0109186545, 0.0665263757, 0.0415389389, -0.0338238031, 0.0241465103, 0.0921011195, 0.033129707, 0.0293388776, 0.025601441, -0.077151373, -0.0555810221, -0.0330229215, -0.0098441411, 0.1319849044, -0.0056995908, -0.0906595364, 0.0935427025, -0.0016459738, 0.0604930818, 0.0854805186, 0.0433542654, 0.0424199067, -0.0614007451, 0.0994158164, 0.06460426, 0.0661526322, -0.0424466021, -0.0786463469, -0.1131909415, 0.0309673324, 0.028404519, 0.0117061855, 0.0908731073, 0.0442886241, -0.0688756183, -0.07133165, 0.0085894307, 0.0003904287, 0.0985081568, 0.037107408, 0.0229585394, 0.0176593885, -0.0087229107, -0.0099375769, 0.0058964738, 0.0904993638, -0.0370006226, 0.0133746844, -0.1130841598, -0.056328509, 0.0046317521 ]
711.2282
Todor Stanev
Todor Stanev (Bartol Research Institute, Department of Physics and Astronomy, University of Delaware)
Ultra High Energy Cosmic Rays: origin and propagation
LaTeX, 15 pages, 13 postscript figures, Invited talk at the 30th International Conference of Cosmic Rays, July 2007, Merida, Mexico
null
10.1142/9789812790156_0008
null
astro-ph
null
We discuss the basic difficulties in understanding the origin of the highest energy particles in the Universe - the ultrahigh energy cosmic rays (UHECR). It is difficult to imagine the sources they are accelerated in. Because of the strong attenuation of UHECR on their propagation from the sources to us these sources should be at cosmologically short distance from us but are currently not identified. We also give information of the most recent experimental results including the ones reported at this conference and compare them to models of the UHECR origin.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:37:25 GMT" } ]
2017-08-23T00:00:00
[ [ "Stanev", "Todor", "", "Bartol Research Institute, Department of Physics and\n Astronomy, University of Delaware" ] ]
[ -0.0138931656, 0.0732402727, 0.0564828143, 0.0241858866, -0.0650489256, 0.058892034, -0.1055238172, -0.0115107158, -0.000956159, -0.0658520013, -0.0582495742, 0.039993044, 0.0031821774, -0.1352375299, -0.0011962444, -0.0360312164, 0.0758636445, -0.0418936498, 0.0088940356, 0.020572057, -0.0234631207, -0.048933927, -0.0166236144, 0.0291247871, -0.0724907368, -0.0742039606, 0.050432995, 0.1060592011, 0.0494157709, 0.0281878691, 0.0509148389, -0.0439816415, -0.041385036, -0.0140403956, -0.0073213503, 0.1402701139, -0.0564828143, 0.0129160937, -0.0437139496, 0.0125078643, 0.0237040427, -0.0468994752, -0.1542971283, 0.0677793771, -0.0873208269, -0.0284555592, -0.0256046504, -0.0085861906, 0.0337290727, 0.0071607358, -0.0460428633, -0.0212680548, -0.0055913972, 0.1046136692, -0.1033287495, -0.0156866964, 0.1077724174, 0.0074819652, -0.0948697105, -0.0660126135, -0.0660661533, -0.0081177317, -0.0256046504, -0.0869995952, 0.0236237366, -0.002830833, 0.0812710077, 0.0154056204, 0.0950838625, 0.0898906589, -0.0006746651, 0.0068194298, 0.0538594425, 0.0418668799, 0.0774697959, -0.0267423373, -0.0809497759, -0.0447044075, -0.0461767092, 0.0911755711, 0.0461499393, -0.0052902447, -0.0894623548, -0.0497637689, -0.0338896886, -0.0258589555, 0.0143482406, -0.0652630776, 0.0032741963, 0.0025865647, -0.0135250911, 0.050540071, -0.0282146372, -0.0000899797, -0.0374232084, -0.0445437916, 0.0661732331, -0.0016396077, 0.1602934003, 0.0043700566, -0.0355493724, -0.0598557219, -0.0217097457, -0.0430447236, 0.0969576985, -0.0267557222, -0.1408054978, -0.0005069399, -0.0282681752, -0.0511825308, 0.0081110392, -0.039430894, -0.0597486459, 0.0591597222, -0.0758636445, -0.0235032756, -0.0777910203, 0.0289374031, -0.0551443584, -0.0067591993, -0.04066227, 0.1291341633, 0.1068087295, 0.0764525682, 0.0853934512, -0.0060163564, 0.0859288275, -0.0382262841, -0.1061127335, -0.0242661946, 0.1259218752, -0.0436871797, 0.0344250686, -0.0474616252, -0.0225128178, 0.0255109575, 0.0045273248, -0.0345856845, 0.0723301247, 0.0092554186, -0.0174802262, 0.0830377638, -0.0134113217, 0.0487733111, 0.0717947409, 0.1005447581, -0.0364327542, 0.039404124, 0.0970647782, -0.0043867873, 0.0026568337, -0.0387616642, 0.0325244628, -0.0491213091, 0.0517982207, -0.0415991917, 0.1135010123, 0.0301687829, -0.0620507859, -0.1538688242, 0.0311592389, 0.0963152424, -0.0706704408, 0.0045440556, 0.0238780417, -0.0320426188, -0.0646206215, -0.0545286685, -0.1182123721, -0.0646741614, -0.1449814737, -0.1520485282, -0.0476757772, 0.1141434684, 0.0408228859, 0.0261400323, -0.0562151223, -0.029686939, 0.0341841467, -0.0250291135, 0.0141340876, 0.1184265241, 0.0688501373, -0.0602304898, 0.0568040423, -0.0035502526, -0.0249354225, 0.1347021461, -0.0856076032, -0.0464443974, 0.0155394664, 0.0788617879, -0.0254440345, 0.0433124118, -0.0304632429, -0.0496566929, 0.0600698739, 0.0110288719, 0.0581424981, -0.0621578656, 0.0464176312, 0.0738827288, -0.0111894859, -0.0167976134, 0.0130900927, -0.0309986249, 0.1901677251, 0.0366469063, -0.0550372824, -0.0008223135, 0.0653166175, -0.0284823291, -0.0035167914, -0.0096837245, -0.0994204581, -0.070831053, -0.0213483628, 0.030730933, 0.181494534, 0.0072611198, -0.0868925154, -0.010707642, 0.0377712101, 0.0457216315, 0.0620507859, 0.010212414, 0.0216829758, 0.039297048, 0.0459090173, 0.0929423347, -0.0317481607, 0.0137593206, 0.0019675293, -0.0595344901, 0.0352816805, 0.0787011683, 0.0448382534, -0.060980022, 0.0371287502, -0.1665038317, 0.0008428086, -0.0097238775, -0.0538326725, 0.0729190409, -0.0157134645, 0.0082248077, -0.0297672451, -0.0677258372, 0.0910684988, 0.0163559243, 0.0993133858, 0.0015718484, -0.0266352613, -0.0725442767, 0.0718482807, -0.0267824903 ]
711.2283
Mohamed Assad Abdel-Raouf
Mohamed Assad Abdel-Raouf
Possible Coexistence of Antihydrogen with Hydrogen, Deuterium and Tritium Atoms
29 pages, 3 Figures and 4 Tables
null
null
null
physics.atm-clus physics.plasm-ph
null
Recent productions of large numbers of cold antiprotons as well as the formation of antihydrogens at CERN and Fermilab have raised basic questions about possible coexistence of matter and antimatter in nature. In the present work, previous mathematical considerations are revisited which support the possible coexistence of Antihydrogen with Hydrogen, Deuterium and Tritium atoms. In particular, the main objective of the present work is to present computational treatments which confirm the possible formation of these quasi molecules in laboratory. These treatments are based on a nonadiabatic picture of the system in which generalized basis functions are adjusted within the framework of Rayleigh-Ritz' variational method. Thus, it is ruled out in the present work the Born-Oppenheimer adiabatic picture of the system, which demands the existence of bound states composed of fixed quasi heavy atoms (containing at least two baryons, e.g. protonium (Pn), with mean lifetime 1.0x10^^-6 s) and quasi light atoms (composed of two leptons, e.g. positronium (Ps), with mean lifetime 125x10^^-12 s for para-Ps and 142.05x10^^-9 s for ortho-Ps). Our calculations of the binding energies and internal structure of Antihydrogen-Hydrogen, Antihydrogen-Deuterium and Antihydrogen-Tritium show that these quasi molecules are bound and could be formed in nature. On the other hand, having in mind the adiabatic picture of the systems, our results suggest the possible formation of these molecules as resonant states in Antihydrogen-Atom interaction. Nevertheless, several arguments are accumulated in the conclusion as consequences of the proposed bound states.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:38:39 GMT" }, { "version": "v2", "created": "Wed, 9 Jan 2008 11:21:22 GMT" } ]
2008-01-09T00:00:00
[ [ "Abdel-Raouf", "Mohamed Assad", "" ] ]
[ -0.0052743698, 0.027950801, 0.0323975198, 0.0176036302, -0.0536538102, 0.0051063965, 0.0090155993, 0.0461041629, 0.0201934762, -0.0746169165, -0.0012620923, -0.0112756072, -0.0594687499, -0.0588823706, -0.0150259994, -0.0170661137, 0.0041596363, 0.0277064759, 0.0814580172, 0.0572698228, -0.0109274443, 0.0264115538, -0.0071465117, 0.0392141938, -0.0151970265, -0.1114122868, -0.0250677653, -0.0196926109, 0.0947493091, -0.0879570693, 0.0993914902, -0.0513082892, -0.0465683825, -0.0129125863, 0.0304673519, 0.0797966048, -0.0391164646, 0.0021836564, -0.0567323081, 0.0208653715, 0.0425370149, -0.0085086245, 0.0206454787, 0.0592732914, -0.088494584, 0.0612278916, -0.0175669808, 0.0340589322, -0.0011322945, -0.0401914939, -0.014916053, 0.0326662771, 0.0319577344, 0.0458842702, -0.0172737911, -0.0174448192, -0.0620585978, 0.0282195602, 0.0235529486, -0.0821909904, -0.0555595495, -0.048620712, 0.0115321493, 0.1032029614, -0.1187420413, -0.0014812214, 0.0008230705, -0.0130225327, -0.1034961492, -0.0413398221, 0.0290502645, -0.0053690462, -0.0037137428, 0.0076657026, -0.1176670119, -0.0467394106, 0.0147328088, 0.0142930234, -0.0159177855, 0.0386033803, -0.0532140248, -0.0251166299, 0.042390421, -0.0755942166, -0.0479610339, 0.0369419679, -0.0791613609, 0.0247501414, -0.1544135213, -0.0473257899, 0.0441006981, -0.036380019, -0.0138165895, -0.0141097801, 0.0645995811, -0.1209898368, 0.1040825322, -0.0231986772, 0.0106953355, -0.0549243018, -0.0818978027, -0.0467394106, 0.0174570344, 0.0132790739, 0.0694372207, 0.0288792383, 0.081946671, 0.0182877406, -0.0423415564, 0.067091696, 0.0661632642, -0.0412665233, -0.0765226483, -0.0300031342, -0.1579318047, -0.0380902961, -0.0378459729, 0.0539958663, -0.1035938784, 0.1095554158, -0.016699627, -0.0103044147, 0.0675803497, 0.0326174125, 0.0862956569, -0.0286837779, 0.0975346193, -0.1291991621, -0.064648442, -0.0150259994, 0.1048643738, 0.035085097, -0.0291235633, -0.0199002866, -0.0738350749, -0.0016079651, 0.0712940916, 0.0280729644, 0.011709285, -0.0663587227, 0.1652615517, -0.080138661, 0.0673360229, 0.1065257862, 0.0324952491, 0.0718804672, 0.0532140248, 0.0010215847, 0.0725157186, -0.0726623088, -0.1311537623, -0.1379948705, 0.0550220311, 0.0231498126, 0.0863933861, -0.0872240961, 0.0578562059, 0.0599574, -0.029661078, -0.0522367246, 0.0064318604, 0.0452978909, 0.0006459347, -0.002495171, 0.083168298, 0.0953356922, -0.1479633301, -0.0208531544, -0.1436632127, -0.0903025866, -0.0286837779, -0.0656746104, -0.0616188124, 0.0475456826, 0.0205721818, 0.0152947567, 0.0064318604, -0.1060371324, -0.0161987599, 0.0602505915, 0.0758874044, 0.074225992, 0.0190573651, -0.0349629335, -0.0124728009, -0.0853183568, -0.0013262277, -0.0059401561, 0.0041565821, 0.0587846413, -0.0399960317, 0.0904491842, 0.0145129161, 0.0384567864, -0.0290258322, -0.1472792178, 0.0357447751, 0.0691440254, 0.0773533583, 0.0414619856, 0.0404602513, -0.0606415123, 0.0001304658, -0.0180434156, -0.0243225731, 0.0089300852, 0.1427836418, -0.0360868312, -0.0381391607, -0.0345720127, 0.0575141497, -0.0705611184, 0.0672871545, -0.0080077583, -0.0476922765, -0.0589312352, -0.172884509, 0.0661632642, -0.0262160935, 0.0744703189, -0.196535185, 0.1033006907, 0.1293946207, 0.1343788505, -0.0349629335, 0.0320798978, -0.009522574, 0.0331549272, 0.0967527777, 0.0276576113, 0.0192894731, -0.0293923207, -0.0217449423, -0.0139265358, 0.0313713551, -0.0055828304, 0.0191062298, -0.0228566211, -0.0051216669, -0.0379437022, 0.0076412703, 0.0196926109, 0.0129003702, 0.0646973103, 0.0243225731, 0.006688402, -0.0372595899, -0.0781840608, 0.0982675925, -0.1309583038, 0.0567811728, -0.0840967298, 0.0689974353, 0.0072075929, -0.0325441137, 0.064648442 ]
711.2284
Rainer Grauer
Tobias Grafke, Holger Homann, Juergen Dreher, and Rainer Grauer
Numerical simulations of possible finite time singularities in the incompressible Euler equations: comparison of numerical methods
Euler equations: 250 years on
null
10.1016/j.physd.2007.11.006
null
physics.flu-dyn physics.comp-ph
null
The numerical simulation of the 3D incompressible Euler equation is analyzed with respect to different integration methods. The numerical schemes we considered include spectral methods with different strategies for dealiasing and two variants of finite difference methods. Based on this comparison, a Kida-Pelz like initial condition is integrated using adaptive mesh refinement and estimates on the necessary numerical resolution are given. This estimate is based on analyzing the scaling behavior similar to the procedure in critical phenomena and present simulations are put into perspective.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:40:17 GMT" } ]
2009-11-13T00:00:00
[ [ "Grafke", "Tobias", "" ], [ "Homann", "Holger", "" ], [ "Dreher", "Juergen", "" ], [ "Grauer", "Rainer", "" ] ]
[ -0.0083144447, 0.0658982471, 0.1251089275, 0.0057583801, 0.0003890363, -0.0558154546, 0.0070155137, 0.0009838438, 0.0514685363, 0.0355984271, 0.0599308796, -0.080302231, -0.136529237, -0.0583875962, 0.0544264987, 0.0834916905, -0.0202427469, -0.0231364053, 0.0977413505, 0.0636347607, -0.0501567461, -0.1026798561, 0.0764954686, 0.0097677046, -0.0167960785, -0.0766497925, 0.081948407, 0.0384020619, 0.0690362602, -0.0595707819, 0.0684189424, -0.0026943174, -0.0585933663, 0.0316887759, -0.0269303136, 0.1329282373, -0.0174905565, 0.0782445222, -0.0141210528, -0.0078964718, 0.034492407, -0.0002469657, -0.151859194, 0.0602395348, -0.0511856005, -0.0090410747, 0.0364472345, 0.005864481, 0.0321003161, 0.0814339742, -0.0230463818, 0.0806108937, -0.0093883136, -0.1170838475, 0.0026332291, -0.1174953878, -0.0349553935, 0.0803536773, 0.0186094381, -0.1372494251, 0.0062310109, -0.0837489069, -0.0148798339, -0.0520858504, -0.1535053551, 0.00749136, 0.0212201606, 0.0326404646, 0.0217860322, 0.0517000295, -0.0611140653, -0.0128992861, 0.1011880189, -0.038504947, -0.0290909111, 0.0298625547, -0.0271360856, 0.0343895219, -0.0644578487, 0.061371278, 0.0402282812, -0.0216059815, -0.003469175, 0.0413857438, 0.0240237955, -0.0833373591, 0.0312772319, -0.0340037011, -0.0692934692, -0.0815883055, -0.0201527234, 0.1291214675, 0.0040704128, 0.0113238497, 0.0723285973, -0.0911052227, 0.0790676102, -0.0312772319, 0.0480733104, 0.1626621783, -0.0422088318, 0.0086809751, 0.110499166, -0.048047591, 0.1337513179, 0.0711454153, -0.0531918705, 0.045218233, -0.0179021005, 0.0407941528, 0.0335149951, 0.0734088942, -0.0915167704, -0.0518543571, -0.0143139632, -0.0304798689, -0.1103962809, -0.0189695377, -0.1404388845, 0.0335407145, -0.0102821328, 0.019509688, 0.0785531774, 0.0291680768, 0.1133799627, -0.1091616526, 0.061371278, -0.045629777, -0.094088912, 0.0141982166, -0.0561241098, -0.0597251095, -0.1196559891, -0.0399453454, -0.0023744074, 0.0050928388, 0.0471730605, 0.0725343674, 0.1157463342, -0.0111245085, 0.0108480034, 0.1137915105, 0.0480218679, 0.0423117168, 0.1185242459, 0.0868869126, -0.059365008, 0.0194453839, 0.0635318756, -0.0597251095, -0.0377590246, 0.0068611857, 0.0709396452, -0.0698593408, -0.0225448143, -0.0120183276, 0.0632746592, -0.026673099, 0.009722692, -0.0094847688, -0.1147174761, 0.0351354443, -0.038093403, -0.0056362036, 0.0012772287, 0.0007069368, -0.0186351594, -0.0643549636, -0.0367816128, 0.0091311, 0.0428261422, -0.0668756589, -0.0716084018, 0.0075299419, 0.080302231, 0.0340037011, -0.0158058051, -0.0904879123, 0.0336178802, 0.0296310615, 0.0319459885, 0.0154457055, 0.0138895605, 0.1220223606, -0.0047616754, 0.094346121, -0.0430576354, -0.0189438164, -0.0259528998, -0.0260429252, -0.0497194827, 0.0459127128, 0.0532947555, 0.0827714875, -0.0583875962, -0.1095731929, 0.0774214342, -0.0535519719, -0.0059963032, 0.0814854205, 0.0706309825, 0.0126163503, 0.0904879123, 0.0210401118, 0.0739747658, 0.0340294205, -0.0156900585, -0.0208086185, -0.1414677352, -0.0194453839, -0.0033662892, 0.0570500828, -0.0120762009, -0.0225833952, -0.1696584076, -0.0122048082, -0.0867325887, 0.0070862477, 0.0409484804, 0.0816397443, -0.0030399489, 0.0927513987, -0.0171690397, 0.0300426036, 0.0876071155, 0.0084559126, 0.1736709476, 0.0334378295, -0.0703223273, 0.0328205153, 0.055661127, -0.0137995351, -0.0285250414, 0.0512627661, 0.0044883857, -0.0140053062, -0.0275990702, 0.0193424989, -0.0557125695, -0.0279334486, -0.065795362, 0.0124684526, -0.0445751995, -0.0663612336, -0.0314572826, 0.0143268239, -0.0459384322, 0.0231749881, -0.014841252, -0.0027039631, -0.0784502923, -0.0703223273, 0.1288128048, 0.0161401834, 0.009304719, -0.0175934434 ]
711.2285
Eric White
Eric White and Qing He
Impact on $\gamma\phi_3$ from CLEO-c Using CP-tagged $D\toK_{S,L}\pi\pi$ Decays
5 pages, 5 figures, submitted to Charm 2007 Workshop Conference proceedings
ECONF C070805:26,2007
null
null
hep-ex
null
Precision determination of the CKM angle $\gamma/\phi_3$ depends upon constraints on charm mixing amplitudes, measurements of doubly-Cabibbo suppressed amplitudes and relative phases, and studies of charm Dalitz plots tagged by flavor or CP eigenstates. In this note we describe the technique used at CLEO-c to constrain the $K_{S,L}\pi\pi$ model uncertainty, and its impact on $\gamma/\phi_3$ measurements at B-factories presented at the Charm 2007 Workshop.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:46:04 GMT" } ]
2010-01-05T00:00:00
[ [ "White", "Eric", "" ], [ "He", "Qing", "" ] ]
[ 0.1073538363, -0.0171771217, -0.0349382386, -0.0065953545, -0.054337088, 0.0577395037, -0.0007105558, 0.0207699705, -0.0307486989, -0.0141428774, 0.00630653, -0.0037102837, -0.0378328338, 0.0263814181, 0.0154378265, 0.0605833158, 0.033211641, -0.0235376079, 0.055505082, 0.098670058, -0.0416922905, -0.0417684615, 0.0552003868, 0.0086583868, -0.0326276459, -0.0322975591, 0.0292760115, -0.092931658, 0.0574348085, 0.0250737742, -0.0522550121, -0.0652552918, -0.0775953904, -0.1242135689, -0.0609895736, 0.1425967664, -0.1018185616, 0.1097913906, -0.0628177375, 0.0019519456, -0.0079601295, 0.0274224561, -0.0742437616, 0.1187290773, -0.0174564235, -0.0577902868, 0.0301393103, 0.0666771904, 0.079829812, -0.0608372241, 0.0680483133, 0.1349794269, 0.0446122736, 0.0060748355, -0.1268542558, 0.0213666633, 0.0177865103, -0.0053892741, 0.0343542434, -0.017684944, -0.026457591, -0.2212078124, -0.0221791808, 0.05784107, -0.0516456254, 0.0384676121, -0.041793853, 0.0392293483, 0.0321706049, -0.0427587181, 0.0268638507, 0.1336590797, 0.0576379411, -0.032043647, 0.020858841, -0.0354968458, -0.0259624645, 0.0730249807, 0.0203383211, -0.0393309109, -0.0000564358, -0.0431141928, 0.0204398856, -0.051213976, -0.0257847253, -0.0177103356, 0.0934902579, 0.0525089242, -0.1361981928, 0.0846541375, -0.0431395844, -0.0739898458, -0.0177230313, 0.0004016961, 0.0987716243, 0.0380613543, -0.006303356, -0.0050528413, 0.0179515518, 0.0344304182, 0.0094074262, -0.0268384591, 0.0884120315, -0.0602278374, 0.1414795518, -0.0102643771, 0.0108229835, -0.0154886097, -0.0070714387, -0.0309264362, 0.0130256666, -0.0311803482, -0.2068872005, 0.058552023, 0.0050179283, -0.0777477399, -0.0563175976, 0.0109308958, -0.0291998368, 0.0386961326, -0.1138539761, 0.041539941, 0.056216035, -0.0795759037, 0.0223569181, -0.0013139927, 0.050503023, -0.1943947375, -0.0313073024, -0.0621575676, 0.0940996483, -0.1011583954, 0.0300377458, -0.0116799353, 0.0058114026, 0.0720093399, 0.0467959121, -0.039127782, -0.0164153874, -0.0541847423, -0.0010092987, 0.024438994, 0.036080841, 0.0989747494, -0.0311041735, -0.0453993976, 0.001622654, -0.0032722862, 0.1395498365, 0.0541847423, -0.0193734579, -0.0372996181, -0.0549464747, -0.0530675314, 0.0259751603, -0.1042053327, -0.0169105139, 0.052458141, -0.0028342886, -0.0661693737, 0.0370203145, 0.0105817672, -0.1169009134, -0.0417684615, 0.0591614097, 0.0255181193, -0.0602278374, 0.0988731906, -0.083892405, -0.0510870181, 0.0024962686, -0.0108928084, -0.0718062073, -0.0018043595, 0.0030263092, -0.0229409151, 0.0090075154, -0.0217475314, -0.080743894, 0.0008260063, 0.0022598135, 0.0361824073, 0.0741929784, 0.0353445001, -0.1525501013, 0.0185101572, 0.0737359375, 0.0917636603, -0.014561832, 0.045831047, 0.0074078715, 0.0859744772, 0.133151263, -0.0068048318, 0.0023248782, -0.0257466398, 0.0774938315, 0.0937441736, 0.054337088, 0.0039546737, 0.0421239398, 0.1004982218, 0.0637826025, -0.1638237834, 0.0305963513, -0.0380359627, 0.1396513879, -0.1415811181, -0.0574348085, 0.055962123, 0.0365378819, -0.0080172596, 0.010791244, 0.064544335, -0.0814548507, 0.0585012399, -0.0603801869, 0.034455806, 0.0200082362, -0.0095153386, -0.095267646, 0.1211666316, 0.0839939639, 0.071095258, -0.0419969819, -0.0466181748, 0.0393055193, 0.0887675062, 0.0339987688, -0.0079029994, -0.0066017024, 0.0760211423, -0.0527628362, -0.0158313904, 0.0064588771, 0.0061319657, 0.0223061368, -0.0416161157, 0.0260259416, -0.0685561374, -0.0483701639, -0.0088932551, -0.0447646193, 0.0710444748, -0.0618020892, 0.0286666229, 0.0321452133, -0.0388738699, 0.0043958449, 0.0344304182, -0.021582488, 0.0875487328, -0.0398641266, -0.0248198621, -0.0093058608, 0.0144729624 ]
711.2286
Anton Klimovsky
Anton Bovier, Anton Klimovsky
The Aizenman-Sims-Starr scheme for the SK model with multidimensional spins
29 pages, presented on Frankfurter Stochastik-Tage 2006, Frankfurt, 14-17.03.2006 and on The 5th Prague Summer School on Mathematical Statistical Mechanics, September 10-23, Prague, 2006 This paper has been temporarily withdrawn for revision by the authors
null
null
null
math.PR math-ph math.MP
null
This paper has been temporarily withdrawn for revision by the authors.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:23:42 GMT" }, { "version": "v2", "created": "Thu, 15 Nov 2007 14:48:56 GMT" }, { "version": "v3", "created": "Sat, 24 Nov 2007 17:35:50 GMT" } ]
2007-11-24T00:00:00
[ [ "Bovier", "Anton", "" ], [ "Klimovsky", "Anton", "" ] ]
[ 0.0082318699, 0.0556341819, -0.0398334116, -0.0561590344, -0.118008554, 0.0466840938, 0.0058631357, -0.0560485385, -0.0454962738, -0.0721531734, 0.0139568867, -0.1443063468, 0.0013656479, 0.0396952927, 0.0283695664, 0.0870147347, 0.0733686164, 0.0251237787, 0.0121544395, 0.029999366, -0.1191135049, -0.100550361, 0.050882902, -0.0126171364, -0.0531204231, 0.0356898531, 0.0076517719, -0.0786723718, 0.0331760943, -0.0516839884, 0.0561866574, -0.0664626807, -0.0447228104, -0.0865175053, -0.1419859529, 0.0875672102, -0.0982299671, 0.1261851788, -0.0545568578, -0.0381759889, 0.0169195309, 0.0056663165, -0.0211045258, 0.1185610294, 0.0467945896, 0.0706062391, -0.0211459622, -0.07408683, 0.0317120366, 0.0309385713, 0.0042436947, 0.0349716358, 0.0187703203, -0.014999683, -0.0474575609, 0.0312424339, -0.0138532985, -0.0230796225, 0.0390875712, 0.0148201287, 0.0344191603, -0.0571811125, -0.1131467819, 0.0241983831, -0.0454134047, -0.0413527153, -0.0861307755, 0.0751917809, 0.0251928382, 0.0385074727, -0.0534795336, 0.0501646847, 0.1154671684, 0.0653577372, -0.0262149144, -0.0512696356, -0.0168228485, 0.0263806581, 0.0345572792, 0.1103844047, -0.0283143185, 0.0673466399, 0.06259536, -0.0373748988, -0.0772911832, -0.0449161753, -0.0802745447, 0.0165466107, -0.0449438021, -0.0695012957, 0.0014968606, 0.039170444, -0.1021525338, 0.0200133882, 0.1790017337, -0.0106006041, 0.0378997512, -0.005327926, 0.0266983304, 0.1024287716, -0.0177344307, 0.0120370379, 0.0216708127, 0.0537557676, 0.1267376542, -0.0244193729, -0.0501646847, 0.0298612472, -0.1049701571, -0.0188393798, -0.0139154512, -0.0503856763, -0.0777884126, -0.0069888025, -0.0362423286, -0.0848600864, -0.0406621248, 0.063810803, -0.109003216, 0.0574573465, 0.0640317947, -0.030082237, 0.0657997131, -0.0165880471, 0.0536176488, -0.0217951182, 0.0023963582, -0.1872888505, -0.0342257954, 0.0235492252, 0.0372091569, -0.0953018516, -0.0052968492, -0.0230796225, -0.0790038556, 0.0294745155, -0.0467945896, 0.0388665795, 0.0975117534, -0.0593357608, 0.025469074, 0.0609379373, 0.0345296562, 0.0431758836, 0.0998321399, 0.0968487784, -0.0166571066, 0.0682305992, -0.0006366405, 0.0388389565, -0.0643632784, -0.0166432951, 0.0774569288, 0.0277204085, -0.0487834997, -0.0480929054, -0.0272093695, -0.0077070193, 0.0398057885, -0.0229829401, 0.1007713526, 0.0179968569, 0.0010004968, -0.0774016753, 0.011277386, 0.0200410131, -0.160107106, -0.0366566814, -0.0408278666, -0.161433056, 0.0025223915, -0.095743835, -0.1113788635, 0.0270160027, -0.0019353873, -0.008066128, 0.020828288, -0.1668473035, -0.1098871753, 0.0078106085, 0.0133077297, 0.0627611056, 0.0025034002, -0.0537005216, -0.075302273, 0.0092608538, 0.0502751805, 0.0617666505, 0.0738105923, 0.0140535701, 0.0391428173, 0.0759652406, 0.061158929, 0.0829816684, -0.0151792374, -0.1083402485, -0.0384522267, 0.0912687853, 0.002070053, 0.0539215133, -0.0302479789, -0.0251237787, 0.048479639, -0.0697222799, -0.0745840594, 0.0283143185, 0.1272901297, 0.0191984884, -0.1183400378, 0.0751365349, 0.0789486095, -0.0677333772, 0.0553855672, 0.0955780894, -0.0209664069, -0.0082594939, 0.0202205665, -0.1306049675, -0.0362147018, 0.033424709, -0.150494054, -0.0452752858, -0.0009625142, 0.0401925184, 0.035855595, 0.0549159646, 0.021394575, -0.0276513491, 0.0720426738, -0.002807261, 0.0717664361, 0.0079487273, -0.0308280773, 0.0397229157, -0.0201376956, -0.0104555804, -0.0785066262, -0.0428996459, -0.0434521213, -0.1106606424, -0.0206625462, 0.0083838003, 0.0219056141, 0.0794458315, -0.0005511796, 0.0422366746, 0.0114155049, 0.0150963655, 0.0057526408, -0.0314357989, 0.0153173553, 0.1085612401, -0.056628637, -0.0516839884, -0.0666284263, 0.0130729275 ]
711.2287
Nicolas Douguet
Nicolas Douguet, Juan Blandon, Viatcheslav Kokoouline
Correlation diagrams in collisions of three identical particles
14 pages,4 figures
null
10.1088/0953-4075/41/4/045202
null
physics.atom-ph
null
We discuss collision of three identical particles and derive scattering selection rules from initial to final states of the particles. We use either laboratory-frame, hyperspherical, or Jacobian coordinates depending on which one is best suited to describe three different configurations of the particles: (1) three free particles, (2) a quasi-bound trimer, or (3) a dimer and a free particle. We summarize quantum numbers conserved during the collision as well as quantum numbers that are appropriate for a given configuration but may change during the scattering process. The total symmetry of the system depends on these quantum numbers. Based on the selection rules, we construct correlation diagrams between different configurations before and after a collision. In particular, we describe a possible recombination of the system into one free particle and a dimer, which can be used, for example, to identify possible decay products of quasi-stationary three-body states
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:53:07 GMT" }, { "version": "v2", "created": "Tue, 20 Nov 2007 20:59:10 GMT" } ]
2009-11-13T00:00:00
[ [ "Douguet", "Nicolas", "" ], [ "Blandon", "Juan", "" ], [ "Kokoouline", "Viatcheslav", "" ] ]
[ -0.0514270216, 0.0017895483, 0.0469748117, 0.0085445102, -0.0111371893, 0.0395900086, -0.0278862957, -0.0042089378, -0.0809928924, 0.0574255064, -0.0071981833, -0.0219544582, 0.0260200985, -0.0257001799, 0.0114104534, 0.0700089931, 0.0348178782, 0.0618510544, 0.0796598941, 0.041509524, -0.0977353305, -0.0072048483, 0.0231141653, -0.0333782434, -0.0346045978, -0.0699556768, 0.0902172327, -0.0289260317, 0.0841920823, 0.008724465, 0.0097308774, -0.0209813714, -0.0747011453, -0.0101041161, -0.1245552301, 0.1478026956, -0.0587051846, 0.101521045, -0.1230622754, 0.0456951335, -0.0324451439, 0.0494541861, -0.0552393906, -0.0277529955, -0.0244738236, -0.059931539, -0.0067316345, -0.0434023775, -0.0278329756, -0.0323118456, -0.067822881, 0.041989401, 0.0900572687, 0.0090910392, -0.048227828, -0.0306322686, 0.0025676852, 0.0260734186, 0.022994196, -0.1484425366, 0.0337514803, -0.0954958946, -0.0672896802, 0.0960824192, -0.0706488341, 0.0279396139, -0.015689373, 0.0611578971, 0.0565190688, 0.0009255997, 0.0272331256, 0.1025874391, 0.1007212475, -0.0429225005, -0.0148229254, -0.0274597351, -0.0479345694, 0.0463616326, 0.0053986376, 0.0414562039, 0.0932564661, 0.0142230764, 0.0555593111, -0.0775270984, -0.0997614861, -0.0579053834, 0.1087192297, 0.0292459521, -0.0889908746, -0.0744345486, -0.000703989, 0.0217545088, -0.0866981149, 0.043162439, 0.0608379766, -0.1332996935, 0.1553741246, -0.0848319232, -0.0494808443, -0.0322851837, -0.0496141426, -0.0306056086, -0.0490809456, -0.0602514595, 0.1117584556, -0.111971736, -0.0063850549, -0.0055152746, 0.0230608471, 0.0422026813, 0.0442288369, 0.0312187877, -0.0928299055, 0.0776870623, -0.0344446413, 0.0534531735, -0.0614778176, 0.0276996754, -0.045935072, -0.0252069719, -0.0305256285, -0.0329516828, 0.1010944843, 0.0014654634, 0.0561458282, -0.0620643348, 0.064517051, -0.1396980733, -0.0767806172, -0.0075980821, 0.1699837595, -0.0454285331, -0.0580120236, -0.0931498259, -0.0833389685, -0.0478812493, 0.0622776151, 0.0092709931, -0.003140874, -0.0237806644, 0.0977353305, 0.064357087, 0.0689959154, 0.0004919592, 0.0173156299, 0.0523867793, -0.1139978915, 0.0206214618, 0.0055519319, -0.0835522488, -0.024700433, -0.0590251014, 0.0736880675, 0.0133832889, 0.0088044442, -0.1538811624, 0.0265399683, -0.0539330542, 0.004895431, -0.0896840319, -0.0367907137, 0.012630146, -0.1296739429, -0.0563591085, 0.0102907363, 0.0440155566, -0.1066930741, -0.0147429453, -0.0316453464, -0.0426559001, 0.0736347511, -0.1347926408, -0.081419453, -0.0122169163, 0.091870144, 0.0126368105, 0.0071848533, -0.0824858472, -0.0422026813, 0.0781136155, 0.1134646982, -0.0511604212, -0.0204348415, -0.0838188455, -0.0178888179, 0.0286327731, 0.0405231044, -0.036924012, -0.0705421939, -0.0286860932, 0.0221144184, 0.0033841459, 0.0169557203, 0.0204615016, 0.03031235, -0.0766739845, 0.0007681394, 0.1263681054, -0.0563057885, -0.0044622072, 0.0417228043, -0.0155427437, 0.0736880675, 0.0037190614, -0.0359642543, 0.0197550133, 0.0713953152, -0.1405511945, -0.1062131897, -0.0692091957, 0.037003994, -0.0154361036, 0.034151379, 0.0255002305, -0.0986950919, -0.0524667576, -0.0597715788, 0.0580653436, -0.0399099253, 0.0753943026, -0.0822725669, 0.0065583447, 0.0864848346, -0.0027693009, -0.0029975767, 0.0001641252, 0.103867121, -0.0975753739, -0.024673773, -0.0728349537, -0.0358576179, 0.0143563766, 0.0184486769, -0.0094976025, -0.0204615016, -0.0568923056, -0.0680361614, -0.0500140451, -0.0634506494, -0.0413762219, -0.0224743281, -0.0082579162, 0.0410563052, 0.1084526256, 0.0616377778, 0.0123702111, -0.0934164226, -0.020728102, -0.0718218759, -0.0978419706, 0.0530799367, 0.0670230836, 0.0742745847, -0.0267399177, -0.0253269412, 0.0442021787 ]
711.2288
Pedro Lacerda
Pedro Lacerda
Detection of Contact Binaries Using Sparse High Phase Angle Lightcurves
4 pages, 4 figures, 1 table. Accepted for publication in ApJL
null
10.1086/526454
null
astro-ph
null
We show that candidate contact binary asteroids can be efficiently identified from sparsely sampled photometry taken at phase angles >60deg. At high phase angle, close/contact binary systems produce distinctive lightcurves that spend most of the time at maximum or minimum (typically >1mag apart) brightness with relatively fast transitions between the two. This means that a few (~5) sparse observations will suffice to measure the large range of variation and identify candidate contact binary systems. This finding can be used in the context of all-sky surveys to constrain the fraction of contact binary near-Earth objects. High phase angle lightcurve data can also reveal the absolute sense of the spin.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:56:53 GMT" } ]
2009-11-13T00:00:00
[ [ "Lacerda", "Pedro", "" ] ]
[ 0.0343647823, -0.055088982, -0.0026053376, -0.0349441096, 0.016787393, 0.0552469827, -0.0597762838, -0.0022251524, -0.0035220608, -0.0115734264, 0.0103094345, -0.0608296134, 0.0418433994, -0.0488743559, 0.0820014775, 0.1739042252, -0.0529559962, 0.0992233679, -0.0276761577, -0.0109809302, 0.0356024392, -0.0655169189, -0.0001506956, -0.0445293821, 0.0066326661, -0.1274525225, 0.0638315901, -0.1115472913, 0.0856354535, 0.0352074429, 0.0267544966, -0.0608822778, -0.112705946, -0.0149045717, -0.0883741006, 0.083897464, -0.0371824279, 0.0702042207, -0.0070177885, -0.0982753709, 0.0469520353, 0.016774226, 0.0393154174, 0.022988854, -0.0389467515, -0.0766821802, 0.0300198086, -0.0376564264, 0.1008033603, 0.0262541659, -0.1129166111, 0.1099672988, 0.0455037095, -0.03902575, -0.0325214602, -0.0629362687, 0.0007406202, 0.0791048259, -0.0301251411, -0.0413430706, 0.0382620879, -0.0400527455, -0.0423173979, -0.0357604399, -0.0520870015, 0.035944771, -0.0007583129, 0.0559316427, 0.0337854512, 0.0782621652, 0.0062245019, 0.0113166776, 0.0559316427, -0.0397630781, 0.1073339805, -0.021869693, -0.0113561777, 0.0996973664, -0.0280448217, 0.0226860214, 0.0491113551, -0.0312311333, -0.0651482493, -0.0372350961, -0.0877421051, -0.1005926952, 0.0906914249, 0.0466360375, -0.1358791292, -0.0296511445, 0.0272284932, 0.0408690721, 0.0266886633, -0.0465307049, -0.0030859178, -0.0349177755, -0.0048518856, -0.1509416997, 0.1430417597, 0.0014293971, 0.0435813889, 0.0359974355, 0.0126201697, -0.0502436794, 0.099434033, -0.0113561777, 0.0063660429, 0.0309941359, 0.0090717757, 0.0769981742, 0.0100790188, -0.0765241757, -0.0836867988, 0.0588282906, 0.1047006622, -0.0608296134, 0.0706782192, -0.0365241021, 0.0264384989, -0.0214088634, 0.0068202899, 0.0101909349, 0.0168400593, -0.0195392091, 0.0394470803, -0.0354181081, -0.0234101843, -0.105595991, -0.0498486832, -0.011580009, 0.0549309812, -0.0880581066, 0.1071759835, -0.0663069114, -0.0839501321, 0.0548256487, 0.1116526201, -0.0189335458, 0.0039071832, 0.0903754234, 0.099434033, 0.0776301697, 0.046688702, 0.1170245856, -0.0714682117, 0.059828952, -0.0778408349, 0.0256221704, 0.0085451119, 0.0151679032, 0.0248716753, -0.0515603386, -0.0060730861, 0.0132521652, 0.0418433994, -0.0707308799, -0.0257933363, 0.018604381, -0.1188152432, -0.1078606471, 0.0907967538, -0.0320211276, 0.0770508423, 0.0915867463, -0.0610402785, 0.0537196584, -0.0583542958, 0.0126201697, -0.1385124475, 0.0707835481, -0.0647269189, -0.0491640195, -0.0041343071, -0.0649375841, 0.0101514356, -0.0120737562, 0.005470715, -0.0562476404, -0.0840028003, -0.0130283339, -0.0092363581, -0.0161817297, 0.1014880165, -0.0586176254, -0.0532983281, -0.0876367763, 0.0360764377, 0.076629512, 0.0306518041, -0.0500856787, -0.0088742767, 0.0654115826, 0.1203952357, 0.1769588739, -0.0163660627, -0.0178143866, 0.0300724749, 0.0960633904, -0.0305991378, -0.0737328604, 0.056352973, 0.0170112252, 0.0845294595, -0.0377880931, -0.0642529204, -0.1157605946, 0.0695722252, 0.0205003694, -0.0716788769, 0.0579856299, 0.0400264114, -0.0680449009, -0.0172613896, 0.0451087132, -0.0574062988, 0.0566689707, 0.086267449, 0.0337591171, 0.0828968063, 0.0205398686, 0.0387097523, -0.0210007001, 0.099434033, 0.1187099069, -0.0409480706, -0.0020770284, 0.0829494745, -0.0285714846, 0.0810534805, -0.0282291528, -0.0670442358, 0.0080447821, -0.0458460413, 0.0342067815, 0.0201185383, 0.0603029504, -0.0403687432, 0.0086504444, -0.0640422553, -0.1344044805, 0.0088808602, 0.0942727327, -0.0497170165, -0.0682028979, -0.1297698319, 0.0347861126, -0.0440553874, -0.0545096509, 0.0530876629, 0.0342594497, 0.0072877035, 0.0127781685, -0.0824228078, -0.0096050221, 0.0014944072, -0.0536669903 ]
711.2289
Francisco Fernandez Dr.
Francisco M. Fernandez
Accurate calculation of resonances in multiple-well oscillators
null
null
10.1088/1751-8113/41/6/065202
null
math-ph math.MP
null
Quantum--mechanical multiple--well oscillators exhibit curious complex eigenvalues that resemble resonances in models with continuum spectra. We discuss a method for the accurate calculation of their real and imaginary parts.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:57:18 GMT" } ]
2009-11-13T00:00:00
[ [ "Fernandez", "Francisco M.", "" ] ]
[ -0.004629402, 0.0218458939, 0.0561825, 0.0017958609, -0.040067941, 0.0601918623, 0.0002943574, 0.0032190566, -0.1156547293, 0.0511193909, 0.0658974946, -0.075252682, -0.0916499496, -0.0127091696, 0.0711405128, 0.1314865798, -0.0464418009, 0.0565423146, 0.0242232401, 0.0302501377, -0.0777713805, -0.0958649218, -0.005734547, -0.0775657743, 0.014315486, -0.0567479208, -0.0100940876, 0.1028556079, -0.0113919908, -0.035852965, 0.0145467948, -0.0568507239, -0.0685704052, -0.0509137847, -0.1506081671, 0.0762807205, -0.0743788406, 0.0207664501, -0.1324118227, 0.0619395338, -0.0751498714, -0.0530983731, -0.0877947882, 0.168290481, 0.0981780142, -0.002375741, -0.0538180023, 0.0525843501, 0.0684162006, -0.036675401, 0.0586498007, 0.0122915283, 0.0235036109, 0.0382688642, 0.0070613637, -0.0294534042, 0.073247999, 0.079210639, -0.0408646725, 0.0418413132, 0.0214603785, -0.0695470423, -0.0176309217, -0.0880004019, -0.0966359526, 0.0081665087, -0.0078195445, -0.0207664501, -0.0147010013, 0.0612199046, -0.0225655232, 0.0922153741, 0.0289907865, 0.1076360047, 0.06384141, -0.0612199046, -0.0707806945, 0.0031210715, -0.126757592, 0.0196356028, 0.0431777649, 0.0404534563, 0.0236064158, -0.0727339759, 0.0670797452, 0.0720657483, -0.020085372, 0.0177722778, -0.1399165243, -0.1040378585, -0.0064188377, 0.0625563562, 0.0010971136, 0.0793134421, 0.0106595112, -0.1162715554, 0.0472642332, 0.1027528048, 0.0131460875, -0.0309954677, 0.0689816251, -0.015639089, 0.048780594, 0.0139685217, 0.0700610653, 0.0122851022, 0.0043852418, -0.0008947179, -0.1516361982, 0.0576217584, 0.0154977338, 0.0007634016, -0.0027516189, -0.1226454154, 0.0783368051, -0.0730937868, -0.0101454901, -0.0260480158, -0.0908789188, 0.0305842515, -0.0394768156, 0.0115076462, 0.0200468209, -0.0471357293, 0.1399165243, -0.0444628187, -0.0056445934, 0.0677479729, -0.0260608662, -0.0221286044, 0.0069971113, -0.0112056583, 0.0138528664, -0.0914957449, -0.0101133641, -0.0521731339, 0.0268833004, 0.0100105591, 0.082191959, 0.1181220338, 0.1050658971, -0.0171169005, 0.0707806945, -0.0107173389, 0.0120409429, 0.1326174289, 0.0079416251, -0.0781826004, -0.0035981473, -0.0405562595, -0.0543834232, -0.0725797713, -0.0198283605, -0.0416357033, 0.0844022557, -0.0519675277, 0.0042631617, 0.0176823232, -0.0109486477, -0.0066822735, 0.0461590886, -0.0207150467, -0.0379090495, -0.0273202173, 0.1040378585, 0.0317150988, -0.1586268842, 0.0012697926, -0.037420731, -0.0402478464, -0.0218201932, -0.0660516992, 0.025713902, -0.0382431634, 0.0061939536, -0.0721171498, -0.0491918139, -0.1018275693, -0.0876919851, 0.031689398, -0.0025267347, -0.0326146334, -0.0240690354, 0.0802900866, 0.0185947102, -0.044308614, 0.0047065052, -0.0211776663, 0.0873321742, -0.0113727152, -0.0362898856, 0.0687246099, 0.0776685774, 0.1285052598, -0.0065923198, -0.1145238876, -0.0640470237, 0.0765891299, 0.0171040501, -0.0769489482, -0.0618367307, -0.0021412189, 0.1041406617, -0.0632759854, 0.0289393831, 0.029684715, 0.0118610356, 0.0501427501, -0.0095158145, 0.0524301454, 0.0885144174, 0.0300445296, 0.1322062016, -0.0139556713, -0.0665657222, -0.0492689162, -0.0342081003, 0.0399651341, -0.0440002009, 0.0718601421, -0.0966873541, 0.0215631817, 0.0479067601, 0.0964817479, 0.0834256113, -0.0778227821, 0.0971499756, 0.0312781781, 0.0373693295, 0.001272202, 0.0070356629, -0.0120602185, -0.0572619438, -0.0138143152, 0.0010585621, 0.0077103153, -0.0701638684, -0.0343109034, -0.1037294418, 0.0080123032, -0.1002340987, -0.0547946431, 0.0056542312, 0.0039033471, -0.01075589, 0.0263692793, -0.0294534042, -0.0613227077, 0.1077388078, -0.082705982, 0.0552058592, 0.1239818707, -0.0052205259, 0.1369352043, -0.0349534303, 0.0337711833 ]
711.229
Zhongxiang Wang
Z. Wang, C. Bassa, V. M. Kaspi, J. B. Bryant, and N. Morrell
Optical/Infrared Observations of the Anomalous X-ray Pulsar 1E 1048.1-5937 During Its 2007 X-Ray Flare
5 pages, 1 figure, accepted by ApJ
null
10.1086/587505
null
astro-ph
null
We report on optical and infrared observations of the anomalous X-ray pulsar (AXP) 1E 1048.1-5937, made during its ongoing X-ray flare which started in 2007 March. We detected the source in the optical I and near-infrared Ks bands in two ground-based observations and obtained deep flux upper limits from four observations, including one with the Spitzer Space Telescope at 4.5 and 8.0 microns. The detections indicate that the source was approximately 1.3--1.6 magnitudes brighter than in 2003--2006, when it was at the tail of a previous similar X-ray flare. Similar related flux variations have been seen in two other AXPs during their X-ray outbursts, suggesting common behavior for large X-ray flux variation events in AXPs. The Spitzer flux 1E 1048.1-5937 limits are sufficiently deep that we can exclude mid-infrared emission similar to that from the AXP 4U 0142+61, which has been interpreted as arising from a dust disk around the AXP. The optical/near-infrared emission from probably has a magnetospheric origin. The similarity in the flux spectra of 4U 0142+61 and 1E 1048.1-5937 challenges the dust disk model proposed for the latter.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:09:06 GMT" }, { "version": "v2", "created": "Thu, 14 Feb 2008 18:18:06 GMT" } ]
2009-11-13T00:00:00
[ [ "Wang", "Z.", "" ], [ "Bassa", "C.", "" ], [ "Kaspi", "V. M.", "" ], [ "Bryant", "J. B.", "" ], [ "Morrell", "N.", "" ] ]
[ -0.0589432828, -0.0436004661, 0.0037808164, -0.0148391388, -0.0331911109, 0.0698433965, -0.0007922441, 0.00444593, 0.0737178475, -0.0453568809, -0.0504969843, -0.0196434557, -0.0481464863, -0.0449436083, 0.0729429573, 0.0731495917, -0.0452793911, 0.0580134131, -0.1016655415, 0.0793487132, -0.0712898597, -0.0778505951, -0.0517626368, -0.036600627, -0.0569285676, -0.1499153376, -0.1059016064, 0.0769723877, 0.0847212821, -0.0029365094, 0.0225105472, -0.0372980274, -0.0841013715, -0.064987421, -0.1266686469, 0.0113908798, -0.0246285796, -0.0071096136, 0.0105126714, -0.0536223724, -0.0199146681, 0.0040940009, -0.0594082177, 0.0417665578, -0.00931805, 0.0171896387, -0.0079749078, -0.0173575319, 0.019101033, -0.0183519721, -0.0045815357, 0.1038352326, -0.019811349, -0.0426964276, -0.0992375538, 0.0080588534, 0.0241378173, 0.0640058964, -0.0714964941, -0.0391835943, 0.0064638723, 0.0202633683, -0.0086335633, -0.0306856353, 0.0036936412, 0.027172802, 0.0333460905, 0.0874592289, 0.0837914124, 0.082241632, 0.0022665525, 0.0075228885, -0.0152394986, 0.0482756346, 0.1600405723, 0.0004439473, 0.0477073789, 0.0238149464, -0.0191914365, 0.0279476922, 0.0468291715, 0.0700500384, -0.079245396, -0.0820349976, 0.0550171733, 0.0299107451, 0.0305564869, 0.0346892327, -0.0338885114, -0.1002190784, 0.0363164991, 0.0466741957, 0.0736145303, -0.0730462745, 0.0474232547, 0.0812601075, 0.013018148, -0.0354899503, 0.1063148752, 0.0374788344, 0.0058859335, 0.020986598, 0.0118751861, -0.050755281, 0.0035031475, -0.0228205044, -0.0458218157, 0.0631276891, 0.1078646556, -0.0658656284, 0.0278702024, -0.0108807441, -0.0324937105, 0.1434062719, -0.0912303552, -0.0345084257, -0.1339009553, 0.0120818233, 0.0783155262, 0.0244219434, -0.0613712706, 0.1669629216, -0.0067092539, -0.0101187686, 0.0825515911, -0.0459509641, 0.0240215827, -0.0844113231, -0.0948465094, -0.1168533787, 0.1173699722, -0.1431996375, 0.0719614327, -0.0454343706, -0.0862194002, -0.0413274541, 0.0743894204, -0.0370655619, -0.0163630899, 0.0264754016, 0.0444528423, 0.0049657519, 0.0398551635, 0.0298849158, 0.0434454866, 0.062249478, 0.0209091101, -0.0560503602, 0.0630243719, -0.0552238114, 0.0089112325, -0.008039481, 0.0559987016, -0.0535707138, 0.0546039008, -0.1657231003, 0.0525891855, 0.0866326764, -0.0596148521, -0.0355932713, 0.032829497, 0.041611582, -0.0453310534, 0.0009912131, -0.0103770653, 0.1182998419, -0.1169566959, -0.095156461, -0.1884531975, -0.0294974707, -0.123465769, -0.0932450667, -0.0354899503, -0.0147099914, -0.0352833159, 0.0501611978, -0.0035063762, -0.0308147836, -0.1265653372, -0.040552564, -0.0177191459, -0.0057600141, 0.1142704114, -0.0149166286, -0.009247018, -0.0261396151, -0.0512460433, 0.0959830135, 0.0450727567, -0.0425672792, -0.0035935512, 0.0877691805, 0.0062152618, 0.1268752813, -0.0850312412, -0.0546555594, -0.0646258071, -0.0103964377, -0.006883604, 0.0266820379, 0.071341522, 0.1524983048, 0.0750609934, -0.0573418438, -0.0187135879, -0.0331136249, 0.0847212821, 0.0466225334, -0.0531574376, 0.0457184985, 0.0441170596, -0.0457184985, 0.0614229292, 0.0088595729, 0.050574474, -0.0368330926, 0.0391061045, 0.1005806923, 0.0414049439, 0.002455432, 0.0197209455, 0.0641092137, 0.0973778144, 0.0719097704, 0.0368072651, 0.0480431654, 0.0593565553, 0.023866605, 0.0469583198, -0.0393902287, -0.0063637821, 0.0432388484, -0.0673637539, -0.0288258996, 0.0811051279, -0.0222780816, 0.0464417264, 0.0334235802, -0.0422831513, -0.0435488038, 0.0285159443, 0.0270953123, -0.061319612, 0.0185327809, -0.1179898828, -0.0233887564, -0.0298332572, -0.0644191727, -0.0305048283, 0.0359548852, 0.1187131107, 0.0042812661, -0.1100343466, -0.037840452, -0.0150974356, -0.0668471605 ]
711.2291
Brett Kotschwar
Brett Kotschwar and Lei Ni
Local gradient estimates of p-harmonic functions, 1/H-flow, and an entropy formula
31 pages
null
null
null
math.AP math.DG
null
In the first part of this paper, we prove local interior and boundary gradient estimates for p-harmonic functions on general Riemannian manifolds. With these estimates, following the strategy in recent work of R. Moser, we prove an existence theorem for weak solutions to the level set formulation of the 1/H (inverse mean curvature) flow for hypersurfaces in ambient manifolds satisfying a sharp volume growth assumption. In the second part of this paper, we consider two parabolic analogues of the p-Laplace equation and prove sharp Li-Yau type gradient estimates for positive solutions to these equations on manifolds of nonnegative Ricci curvature. For one of these equations, we also prove an entropy monotonicity formula generalizing an earlier such formula of the second author for the linear heat equation. As an application of this formula, we show that a complete Riemannian manifold with non-negative Ricci curvature and sharp L^p-logarithmic Sobolev inequality must be isometric to Euclidean space.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 19:59:21 GMT" } ]
2007-11-15T00:00:00
[ [ "Kotschwar", "Brett", "" ], [ "Ni", "Lei", "" ] ]
[ 0.0172154848, 0.0613084398, 0.057415843, -0.0077851987, 0.065710783, -0.0321602859, -0.0665449128, -0.0202739555, -0.0933760479, -0.0212123506, -0.0166941546, 0.0702984929, -0.1544064432, 0.0405710824, 0.0758130103, 0.0628840178, 0.0434905291, -0.0061922451, -0.0095808925, 0.048379451, -0.0145045668, -0.0677961037, 0.0221507438, 0.0677034259, -0.013705194, -0.0464563221, 0.0501867272, 0.0724764913, 0.0751642436, -0.0631620586, 0.0417759344, -0.0340370759, -0.00099632, -0.0486574918, 0.0361455679, 0.1579283178, 0.0168100055, 0.0840152726, -0.0815128833, 0.0377443135, -0.0089147482, 0.0042459457, -0.0579719283, 0.0492599197, 0.0358675234, -0.0364931189, 0.0341065861, -0.011556155, 0.0385552719, -0.0282445159, -0.1300313622, -0.0001532313, 0.0289859641, -0.1181681976, -0.0369565263, 0.0371882282, -0.0188489854, 0.0144350566, -0.0342919491, -0.1059343144, 0.1038026512, -0.0881395712, -0.050835494, -0.0101427706, -0.0759983733, 0.0028035983, -0.0972223058, -0.0259738341, 0.0727081969, 0.0527354553, -0.0731252581, 0.0451819561, 0.0501867272, -0.0217916053, -0.0612621009, -0.0063138888, -0.0161033124, 0.068861939, -0.0379528441, 0.0401076749, 0.0614011213, 0.0247689802, 0.0395052508, -0.0218958724, -0.1072318479, -0.0533842221, -0.0220348928, -0.0560719669, -0.0883249342, 0.0225214679, 0.0110985423, -0.0261823647, -0.0046485285, -0.0209111366, 0.0851737857, -0.058435332, 0.0468270443, 0.0317200497, 0.0986125171, 0.0652937219, -0.0328785628, -0.0175282825, 0.091754131, -0.0604743138, 0.1532015949, 0.0296579003, -0.0714106634, 0.0417759344, -0.019578848, -0.0071190544, 0.0500013679, -0.023494618, 0.0030845376, -0.0061401124, -0.0332261175, -0.0103281317, -0.1286411434, 0.0010122496, -0.0743301138, 0.0874444693, -0.0029324829, -0.0159411207, 0.0720594302, 0.0127436295, 0.0531525202, -0.0533842221, -0.0185361877, 0.0153850364, -0.0738203675, -0.01777157, 0.0231238939, 0.0395284221, -0.013705194, -0.1113098115, -0.0329712443, 0.0420539752, 0.0868883803, 0.031557858, 0.1139975563, -0.0301444754, 0.0436063819, 0.0672863647, 0.0392503776, 0.0180148575, 0.0599645674, 0.0325541794, 0.0213282015, 0.0380223542, 0.1149243638, 0.009563514, 0.0315810293, 0.0550988168, -0.0182813145, 0.0520866886, -0.0355663113, -0.0084050028, 0.1427286416, 0.0400381647, 0.0542646907, -0.0154429618, -0.0270396639, 0.1454163939, 0.0094940038, -0.0544037111, 0.114831686, -0.0485184714, -0.0506037921, -0.11446096, -0.0424942113, -0.1209486276, -0.0028340092, -0.0408027843, -0.05445005, -0.0068583894, 0.1065830812, -0.0001630062, -0.0011063787, -0.1075098887, -0.0330175832, 0.0367943347, 0.0416600816, 0.175352335, 0.0459002368, 0.0349175446, 0.0078257471, 0.1048221439, 0.0260433443, 0.0769251809, 0.0465953425, 0.0213050302, -0.0240738746, 0.0942101777, 0.049769666, -0.0156399086, -0.0546817556, -0.1138121933, 0.0868883803, 0.0354968011, -0.0573231615, -0.0256494507, 0.0476380028, 0.028012814, 0.0031366704, -0.0161728244, -0.0330407545, 0.0533842221, 0.0805397332, 0.1159438565, -0.0443246588, -0.00082906, -0.0004366141, 0.0576938838, 0.0123844901, 0.0862396136, -0.0492599197, 0.1659915596, -0.0665449128, 0.152460143, 0.0869810581, 0.1694207639, -0.0899468511, 0.0214324668, 0.0339675657, 0.068676576, 0.0702058151, -0.0414052084, 0.0950906426, -0.1022270769, 0.0347785242, -0.012766799, 0.1787815243, -0.0129174059, -0.0932833627, -0.0347090103, 0.0829494372, -0.0805397332, 0.0388101451, 0.006418155, -0.0175746232, -0.0787324607, 0.0491208993, 0.0519940071, -0.035357777, -0.0315346904, 0.0338053741, 0.0139716519, -0.0535695814, 0.0079647684, 0.0426332317, -0.0888810232, 0.00346395, 0.0011331693, 0.0252787266, -0.0058099362, -0.0597328655, 0.0094013223 ]
711.2292
Arbab Ibrahim Arbab
Arbab I. Arbab
Viscous Dark Energy Models with Variable G and Lambda
6 Latex pages
Chin.Phys.Lett.25:3834-3838,2008
10.1088/0256-307X/25/10/086
null
hep-th
null
We consider a cosmological model with bulk viscosity ($\eta$) and variable cosmological $(\Lambda\propto \rho^{-\alpha}, \alpha=\rm const.$) and gravitational ($G$) constants. The model exhibits many interesting cosmological features. Inflation proceeds du to the presence of bulk viscosity and dark energy without requiring the equation of state $p=-\rho$. During the inflationary era the energy density ($\rho$) does not remain constant, as in the de-Sitter type. Moreover, the cosmological and gravitational constants increase exponentially with time, whereas the energy density and viscosity decrease exponentially with time. The rate of mass creation during inflation is found to be very huge suggesting that all matter in the universe was created during inflation.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 21:03:37 GMT" } ]
2008-11-26T00:00:00
[ [ "Arbab", "Arbab I.", "" ] ]
[ 0.0122492015, 0.092795521, 0.0377342775, -0.0674789026, -0.0429564305, -0.0198056828, -0.043437738, -0.0055981735, -0.0088921022, 0.0272177737, -0.0262070335, -0.0041813334, -0.1399633735, -0.078404516, -0.0027930706, 0.0539061092, -0.020311052, 0.0402611271, -0.0265439469, 0.0229100976, -0.0790302083, -0.0192521829, -0.0223686304, 0.1061757877, -0.0405258425, -0.0314773172, -0.0096682049, -0.0486117601, 0.0706555098, -0.1320699751, 0.0403333232, -0.0345336013, 0.0158469528, -0.0659387261, -0.0762386397, 0.1724032909, 0.0492855869, 0.0674789026, -0.0444244109, -0.0378064737, -0.1048281342, 0.0411756039, -0.054772459, 0.1024216115, -0.0178563986, 0.0441596918, 0.0167614315, -0.0302981213, 0.0140300281, -0.042258542, -0.0621364191, -0.0520290248, 0.0305628404, -0.0746503398, -0.0760942474, -0.0766718164, -0.020034302, 0.0126703428, -0.054772459, 0.0047859722, -0.1129140481, -0.1081010029, -0.0448575839, -0.0625214651, 0.009842678, -0.0103059337, -0.0527028479, 0.0695966408, -0.1165719628, 0.0281803813, -0.0347261243, -0.0610294193, -0.0028908355, 0.0469512604, 0.02274164, -0.0243419781, -0.0685859025, 0.0522696748, -0.0488524139, 0.0772012547, -0.0033751482, 0.039635431, -0.0276750121, -0.0176638775, -0.0470715873, -0.0310200788, -0.0113046411, -0.0106909778, -0.0401648656, 0.0353036895, 0.0561682433, 0.0120085487, -0.0672382489, 0.0439190418, 0.0715218559, -0.0255572721, 0.1453539729, -0.0089041339, 0.101073958, 0.0376620814, -0.0097103193, 0.0624251999, 0.1573865861, 0.0247631203, 0.0825437307, 0.04971876, -0.0744578168, -0.0293595791, -0.0933249518, -0.0249315761, 0.0282766428, 0.0164967142, -0.0075324164, -0.0409830846, -0.0970309973, -0.0523178056, -0.1342839748, 0.0468549989, -0.092795521, -0.0425473228, -0.0558794588, 0.0410793461, 0.1420811117, -0.0998225659, -0.002565955, -0.1287008375, -0.0579009391, -0.0232109129, -0.1110850945, 0.0428601727, 0.0925067365, -0.0389616042, -0.0137171801, -0.0285654254, -0.0761905089, -0.0625695959, 0.0706073791, 0.0574196354, 0.0609812886, 0.1321662366, 0.032343667, 0.0378064737, 0.0433655418, 0.0473844334, 0.0958758667, 0.0525584593, -0.0309719481, -0.0869236067, 0.0099930856, -0.0169058219, -0.1013627425, 0.0195890963, 0.0760461241, -0.0661312491, -0.0754204243, -0.0891376063, 0.0322233401, 0.0539061092, 0.0328490362, -0.0581897199, -0.1003038734, 0.0695966408, -0.0360256471, -0.0723882094, 0.0160876047, 0.0248353146, -0.0824956, -0.0445928685, -0.0991487429, -0.1642211229, -0.0045964587, -0.011076021, -0.0561201125, -0.1328400522, 0.0630508959, 0.0138856368, 0.025172228, -0.0658424646, 0.0107571566, 0.0029028682, 0.0145113328, 0.0404777154, -0.041440323, -0.0003459376, -0.0459886491, 0.0518846326, -0.0616069846, 0.0456036068, 0.07354334, -0.0903889984, 0.0466865413, 0.0796077773, 0.1105075255, 0.0048341025, 0.0129711581, -0.0388653427, 0.0023087577, 0.0677195489, 0.0785489008, 0.0942875668, 0.1083897874, 0.0784526467, 0.0321992747, -0.0896670371, -0.019095758, 0.0056342715, 0.0759498626, 0.0799928159, -0.0724363327, -0.0741690323, 0.0288060773, -0.0042324718, -0.0191438887, -0.019721454, -0.1144542247, 0.0508738905, -0.0145594627, 0.0681527257, 0.0874049067, 0.0326805785, -0.0442318879, 0.0901002139, -0.0344373398, 0.0591523312, 0.064687334, -0.0657462031, 0.0565532856, -0.0878862143, -0.0267124027, 0.0914959982, 0.0137292128, 0.0858166069, -0.0490208678, 0.0693078563, 0.0814367309, -0.0942394361, 0.0260145124, 0.095827736, 0.039827954, -0.0906777829, -0.0317901671, 0.0270974468, -0.0631952882, -0.0059471196, -0.0472641066, 0.0026501832, -0.0302018616, -0.036386624, -0.0434858687, -0.009860727, 0.0107691893, -0.0627139807, 0.0158228874, -0.0264236201, 0.0078392476, 0.068489641 ]
711.2293
Simon Portegies Zwart
Simon Portegies Zwart (UvA) Edward P.J. van den Heuvel (UvA)
A runaway collision in a young star cluster as the origin of the brightest supernova
null
Nature450:388-389,2007
10.1038/nature06276
null
astro-ph
null
Supernova 2006gy in the galaxy NGC 1260 is the most luminous one recorded \cite{2006CBET..644....1Q, 2006CBET..647....1H, 2006CBET..648....1P, 2006CBET..695....1F}. Its progenitor might have been a very massive ($>100$ \msun) star \cite{2006astro.ph.12617S}, but that is incompatible with hydrogen in the spectrum of the supernova, because stars $>40$ \msun are believed to have shed their hydrogen envelopes several hundred thousand years before the explosion \cite{2005A&A...429..581M}. Alternatively, the progenitor might have arisen from the merger of two massive stars \cite{2007ApJ...659L..13O}. Here we show that the collision frequency of massive stars in a dense and young cluster (of the kind to be expected near the center of a galaxy) is sufficient to provide a reasonable chance that SN 2006gy resulted from such a bombardment. If this is the correct explanation, then we predict that when the supernova fades (in a year or so) a dense cluster of massive stars becomes visible at the site of the explosion.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:12:49 GMT" } ]
2008-11-26T00:00:00
[ [ "Zwart", "Simon Portegies", "", "UvA" ], [ "Heuvel", "Edward P. J. van den", "", "UvA" ] ]
[ -0.0324736983, 0.0129375206, -0.0514123589, -0.0179124922, -0.0330452323, 0.0016277441, 0.0551273488, -0.012586805, -0.0301355906, -0.0117294993, -0.0294601377, 0.0829767883, -0.1815409511, -0.0442161858, -0.0208091456, -0.0002892189, -0.0785084069, 0.0470738709, -0.0669737533, -0.0473336615, -0.122205019, -0.0134441108, 0.0596476868, -0.0150288269, -0.0663502589, -0.0550753884, 0.0219392292, -0.0080534769, 0.049256105, -0.0398257412, 0.0560106337, -0.0423716791, -0.0502692834, -0.0514383353, -0.1737472713, 0.0999670327, 0.0266284309, 0.0373837203, -0.140702039, 0.0432549641, -0.0362666249, -0.0461386293, 0.012391963, 0.0726891235, -0.0244721789, 0.0094498461, -0.018185271, -0.1241794154, -0.0168213751, 0.0552832223, -0.0671296269, 0.0036338067, 0.0427873433, 0.0609466359, -0.1627321839, -0.1447547525, 0.0414364375, 0.0239266194, -0.0291483905, -0.0486845672, -0.009040677, 0.0060920655, 0.0122555736, -0.0228874609, 0.0652071834, 0.0012908295, 0.0416702479, 0.0637004077, 0.013859774, 0.0002687199, -0.0682727024, -0.0923811719, -0.0050431653, -0.0609985925, 0.053776443, 0.0375136137, -0.0311227906, -0.0175228063, -0.0364744551, 0.0300576538, 0.1156583205, -0.0093329409, -0.0110865198, -0.0128141213, -0.0940957814, -0.0167953968, -0.0637004077, -0.008547077, -0.0826130882, 0.0606868453, 0.0515942089, -0.0348637626, 0.0664022192, -0.0058420179, 0.0207441971, -0.0567380451, 0.0228355043, -0.0252905153, 0.168863222, 0.0364744551, -0.0147170797, -0.0016918796, 0.0460606925, -0.1355062425, 0.0586604849, -0.0683766156, -0.0164836477, 0.0627132058, 0.0102032358, 0.0339285173, 0.0163277742, 0.0483468398, -0.0828209147, 0.1404941976, -0.1509896964, 0.0170162171, -0.0013265505, 0.0191205125, -0.0560106337, 0.0661943853, -0.0179514606, -0.0131258685, -0.0248618629, 0.0199908074, 0.0381630883, -0.0982004628, 0.1185679659, -0.0005516469, -0.033720687, -0.0728969574, 0.0923811719, -0.0815219656, -0.0685324892, 0.0558547601, -0.1078646332, -0.0126192784, -0.0325256549, -0.0506589673, -0.0367082655, 0.0237447675, -0.0548675582, -0.002406301, 0.0051698126, 0.1007464007, -0.0298238434, 0.1321809292, -0.1180483848, 0.0179514606, -0.0200167876, 0.0080729611, 0.0196920503, 0.0674413741, -0.0246929992, -0.017886512, -0.0339025408, -0.1225167662, -0.039721828, 0.0526333675, -0.0712862611, -0.081366092, 0.0629729927, 0.0034779329, -0.0717538819, 0.0333829597, -0.0300316755, 0.136857152, -0.0892117396, -0.0557508431, -0.1321809292, -0.0753389746, 0.0777290389, -0.0248748511, -0.0154964486, 0.0276675895, -0.0172889959, 0.0786642805, -0.0933164135, -0.1527562737, -0.0120607307, -0.0373057835, -0.0217833556, -0.0184320696, 0.0581409074, -0.1536915153, -0.0386566892, 0.0987200364, -0.0071117398, -0.0118074361, 0.0093784034, -0.1096312031, -0.0513863787, -0.0731047839, -0.0574134961, 0.1243872494, -0.0501913466, -0.0690520704, 0.0218612924, -0.0019922613, 0.0076248241, 0.0305772331, 0.0238616727, 0.0976289213, -0.0107293092, -0.0878608376, -0.0896274075, -0.099655278, 0.0382150449, 0.0272779055, 0.0641680285, 0.0040819435, 0.012294542, 0.0126452576, 0.025264537, 0.0115866149, -0.0000267401, -0.0438005216, -0.1018894687, 0.0650513098, 0.0619857945, 0.0145222377, -0.0002930751, 0.0297718849, 0.0077417293, -0.0756507218, 0.1210619435, -0.0642719418, 0.0377734043, 0.0436186716, 0.0297718849, 0.1133721694, -0.0171850808, 0.0217443872, -0.0438265018, -0.0827689618, 0.0090601612, 0.0239655878, -0.0842237771, 0.0879127905, 0.0011999031, 0.0187438186, -0.0413325205, 0.0492301248, 0.0240565147, 0.065155223, -0.0158731434, 0.0372538269, -0.0243942421, 0.0300316755, 0.068220742, 0.0267843045, 0.0766379237, 0.0145352269, 0.089055866, -0.0325256549, -0.0044424017, -0.0637004077 ]
711.2294
Brian M. Andersen
Brian M. Andersen, P. J. Hirschfeld
Breakdown of universal transport in correlated d-wave superconductors
5 pages, 2 figures
Phys. Rev. Lett. 100, 257003 (2008)
10.1103/PhysRevLett.100.257003
null
cond-mat.supr-con cond-mat.str-el
null
The prediction and observation of low-temperature universal thermal conductivity in cuprates has served as a keystone of theoretical approaches to the superconducting state, but recent measurements on underdoped samples show strong violations of this apparently fundamental property of d-wave nodal quasiparticles. Here, we show that the breakdown of universality may be understood as the consequence of disorder-induced magnetic states in the presence of increasing antiferromagnetic correlations in the underdoped state, even as these same correlations protect the nodal low-energy density of states in agreement with recent scanning tunneling experiments.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:15:13 GMT" }, { "version": "v2", "created": "Thu, 13 Dec 2007 08:12:30 GMT" } ]
2009-11-13T00:00:00
[ [ "Andersen", "Brian M.", "" ], [ "Hirschfeld", "P. J.", "" ] ]
[ 0.0082585858, -0.0656491965, -0.0319856331, 0.0326410756, -0.022560358, 0.0725706816, -0.0196239725, -0.0028937822, -0.0516227148, -0.0735145211, 0.0512556657, 0.0335324779, -0.0805408731, 0.1031929925, 0.0814847127, 0.0253787637, -0.0421056785, 0.062607944, 0.0320118517, 0.02763349, -0.0706830025, -0.0877245292, 0.0702110827, -0.023517305, 0.0316448025, -0.0572070889, 0.0139871603, 0.0632896051, 0.0420794599, -0.0206726808, 0.0498399064, -0.0100217275, -0.0256409422, -0.0579936244, -0.045356676, 0.1245866641, -0.0448061042, 0.1336055547, -0.1146239266, 0.0666979104, -0.058098495, -0.0706830025, -0.0253787637, 0.0910279676, -0.0483979322, 0.0173954647, -0.1101144701, 0.007963636, -0.0263226032, -0.010519865, 0.0213019066, 0.0038802242, 0.0473754406, -0.0260997526, -0.0394839048, 0.044439055, 0.0644431859, 0.0718365833, -0.0100086192, -0.1153580174, -0.0776044875, -0.0772374347, 0.0240154415, 0.0486076735, -0.0166744776, -0.0082454765, -0.0707878768, 0.0796494707, 0.0814322755, 0.093911916, -0.0432330407, -0.0393528156, 0.0642858818, -0.0641810074, 0.0179591458, -0.0120339384, -0.0454877652, 0.0041030748, -0.0976872668, 0.0981591865, -0.0451731533, 0.0260997526, 0.0030314252, -0.0208168793, 0.0002957688, -0.0026545452, 0.0097661046, -0.04336413, 0.0947508812, -0.1153580174, 0.0438884832, 0.0120667107, 0.0190602913, 0.0475851819, -0.0197419524, -0.0795445964, 0.0999419913, -0.0542182699, -0.0469035208, -0.0499709956, -0.0985262394, -0.0246839952, 0.0220097862, -0.0681660995, 0.1685275733, 0.0332440846, -0.0897695124, -0.044753667, -0.1277327836, 0.0450944975, 0.1128411144, 0.0218000431, -0.0855222419, 0.0197157338, -0.0419745892, -0.0890878513, -0.0037884621, -0.0660162494, 0.0162156671, 0.1089608893, 0.0277645774, -0.0179984737, 0.0560535118, 0.0568400435, -0.038933333, -0.0315661505, 0.0462742969, -0.0271615703, -0.1024064571, -0.0321953744, 0.1149385348, 0.026833849, -0.0672222674, -0.0971104801, -0.0645480528, -0.0032591918, 0.0575217046, -0.0213543419, 0.1108485684, 0.0408734456, -0.031906981, 0.0200696737, 0.1475533992, 0.0744583607, 0.0810652301, 0.0503380448, 0.0576265752, 0.1049757972, 0.079859212, 0.0181164518, -0.0268076304, -0.0459072478, 0.0572070889, -0.0045717168, 0.0857844204, -0.1192382425, 0.0864136443, 0.0798067749, 0.0343452282, -0.1239574328, 0.0669600889, -0.017605206, -0.1092755049, 0.0235435236, 0.0902938694, 0.0338470899, -0.1126313731, -0.0018417956, -0.0840016156, -0.1189236343, -0.0010634568, -0.045356676, -0.0871477425, -0.0003076487, 0.0740913078, 0.0782861486, -0.0815895796, -0.0627652481, 0.0223899428, 0.0373078324, 0.0528287292, -0.0516489297, 0.0057056337, -0.1295155883, -0.0070918966, -0.047952231, -0.0098578669, 0.0380157121, -0.0309893582, -0.0457237251, -0.0598812997, 0.0526976399, 0.0149703249, 0.0855222419, 0.0059776427, -0.0944887027, 0.022363726, 0.1586697102, 0.0681136698, -0.034817148, -0.1055001542, -0.0410307497, 0.0445177071, -0.0578363165, -0.11619699, 0.0310417935, 0.0201089997, -0.022521032, -0.0677466169, -0.0506002232, 0.0473754406, 0.0503904819, 0.0196108632, 0.0750875846, -0.0096940063, -0.0778142288, -0.1168262139, 0.0511507951, 0.0812225342, 0.0410569683, -0.0358396396, -0.0204629395, 0.0438622646, 0.0870428681, 0.0361542515, 0.0377797522, 0.0254180916, -0.0411880575, -0.0033788101, 0.0276597068, 0.0906609148, 0.0258900095, 0.0514916256, 0.0083503472, -0.0422892012, -0.0083044665, -0.0066298088, -0.046877306, 0.0166744776, -0.0544280112, -0.1191333756, -0.0161107965, 0.0049485969, 0.1104290858, -0.0371505246, 0.063394472, -0.0653870255, -0.0313564055, 0.0703683943, 0.0142755546, 0.0006619977, 0.0251034778, -0.0482406281, 0.0541658327, -0.0417386293, -0.0296260361 ]
711.2295
Dinshaw Balsara
D.S. Balsara, A.J. Bendinelli, D.A. Tilley, A.R. Massari, J.C. Howk
Simulating Anisotropic Thermal Conduction in Supernova Remnants, Implications for the Interstellar Medium
null
null
10.1111/j.1365-2966.2008.13121.x
null
astro-ph
null
We present a large number of two and a half dimensional simulations of supernova remnants expanding into interstellar media having a range of densities, temperatures and magnetic field strengths. The volume of hot gas produced is strongly dependent on the inclusion of thermal conduction and magnetic fields. The four-volumes and three-areas of hot gas have been catalogued and their dependence on interstellar parameters documented. Simulated line widths of radioactive species ejected by supernovae have also been catalogued.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:15:39 GMT" } ]
2009-11-13T00:00:00
[ [ "Balsara", "D. S.", "" ], [ "Bendinelli", "A. J.", "" ], [ "Tilley", "D. A.", "" ], [ "Massari", "A. R.", "" ], [ "Howk", "J. C.", "" ] ]
[ 0.0642037466, 0.0484133735, -0.0000428511, -0.0928661302, -0.0537810586, -0.021275308, -0.0365575701, -0.1064677313, 0.0353589617, -0.0983901545, -0.0603994653, 0.0376519524, -0.0358540379, -0.036505457, 0.0300433915, 0.0339258425, -0.0221482068, 0.0383815393, 0.0636826083, 0.0312419999, -0.0373132154, -0.0456774198, 0.0505239703, -0.0345512033, -0.0619628653, -0.0070678839, 0.0352547355, -0.0028092396, 0.128511712, -0.1162129492, 0.0325969495, -0.0419252515, -0.0808279291, -0.0885928273, -0.1551937908, 0.1620727628, 0.0075629614, -0.0096344706, -0.0245845094, -0.0538852848, 0.0057487627, 0.0505239703, -0.0853096843, 0.144458428, -0.0529993586, 0.0186696351, -0.0456253067, -0.0452083983, 0.1083959341, 0.0025682149, -0.0681122541, 0.0230211075, 0.0112043871, -0.1234045997, -0.0490126796, -0.0786391646, -0.0007845514, 0.0433844291, -0.0013484349, -0.0783785954, -0.0951591209, -0.1033409312, -0.005185286, 0.0020535947, -0.0245845094, 0.0278285705, 0.0273856074, 0.0648291036, 0.0524000525, 0.0547191016, -0.0367139094, -0.0922928825, -0.0105725117, -0.0682164803, -0.0235943552, -0.008989566, -0.0485176034, -0.041612573, -0.0759813786, 0.0465633497, -0.0009315275, 0.0376519524, 0.0162333325, -0.0135885766, -0.0562303886, 0.0889576226, 0.0665488467, -0.0612332784, -0.0749912262, 0.0144354198, 0.0281933639, 0.0306166392, 0.0082990639, -0.0607642569, 0.0355934724, -0.085726589, 0.0352286771, -0.068633385, 0.1427907944, 0.0744700879, -0.0080971243, 0.0738968402, 0.0409350991, -0.0247799344, 0.1101677865, -0.0375998393, -0.0001998021, -0.0313201696, 0.0538331717, -0.010338001, 0.1314300597, 0.0014404478, 0.0124225384, -0.0570642054, -0.1031324714, 0.0243890844, -0.070353128, -0.0191256274, -0.0629530251, 0.0389026739, -0.0012930644, 0.073948957, 0.0849969983, 0.0555008017, 0.0390850715, -0.1016211882, 0.044270359, -0.0827040076, -0.0351244509, -0.0300694481, -0.0028401818, -0.0803589076, -0.0265387632, -0.0612332784, -0.0561261624, 0.0029525515, -0.0578980185, -0.072072871, 0.0930745825, -0.0378864631, -0.0389287323, 0.0884364918, 0.043332316, 0.0214316472, 0.0332744233, 0.0417689122, -0.0261218566, 0.050550025, 0.074730657, -0.0022278491, -0.0212883353, 0.0493774749, 0.0311117172, -0.0378864631, -0.0229299087, -0.0399710014, 0.0380949154, 0.0519831441, 0.0041495319, -0.0981295854, -0.0114063267, -0.0338737294, -0.1351822317, 0.0008036868, 0.0210538246, -0.0104031432, -0.0026903558, 0.0189692881, -0.132889241, -0.0719686449, -0.0249493048, -0.0916154087, -0.0974521115, -0.0440619029, 0.0381470285, 0.0598262176, 0.1341399699, -0.1835434884, -0.0216531288, 0.1311173886, -0.0257961471, 0.0220439807, 0.0589402877, -0.0246757083, 0.0185132958, 0.0849448889, -0.1055818051, 0.0377822369, -0.0269686989, -0.0716038495, -0.0105008557, -0.0292616896, 0.0368702523, 0.1099593341, -0.1566529721, -0.1264271736, 0.008722485, -0.0667051896, -0.0179661047, 0.0972436592, 0.188337937, 0.0138361156, 0.0397364907, -0.0706658065, -0.0603994653, 0.0356195271, 0.0254313536, -0.0129111018, -0.0166111551, 0.064255856, 0.133514598, -0.0594614223, 0.0286363289, 0.0616501868, -0.0266169328, -0.071916528, -0.0987028331, 0.0732193664, 0.0088397404, 0.0490126796, 0.0729066879, 0.0263693947, -0.0009616556, 0.0574811101, 0.0297046546, 0.0414041206, 0.1351822317, -0.0108461073, 0.028349705, 0.0483612604, -0.0023402188, 0.0846322104, -0.0119535178, 0.0327532887, 0.0175491963, -0.0525042787, 0.0147611285, 0.0498725511, 0.0245845094, -0.072229214, -0.0272032097, 0.072854571, 0.0327532887, 0.0726461187, -0.0053807115, 0.0586797222, 0.0038629079, -0.0554486886, 0.03783435, -0.065037556, 0.0213143919, 0.0176534243, 0.0414301753, -0.0445830375, 0.0037912519, -0.042003423 ]
711.2296
Victor Kac
Victor G. Kac and Minoru Wakimoto
On rationality of W-algebras
41 pages
Transformation Groups 13 (2008), 671-713
null
null
math-ph math.MP
null
We study the problem of classification of triples ($\mathfrak{g}, f, k$), where $\mathfrak{g}$ is a simple Lie algebra, $f$ its nilpotent element and $k \in \CC$, for which the simple $W$-algebra $W_k (\mathfrak{g}, f)$ is rational.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:27:56 GMT" } ]
2014-01-17T00:00:00
[ [ "Kac", "Victor G.", "" ], [ "Wakimoto", "Minoru", "" ] ]
[ -0.0699797422, 0.0102084232, 0.0399814695, 0.01476782, 0.1246681586, -0.0654020831, -0.0651098937, -0.0258832518, -0.0620905869, 0.0644281134, 0.0585842952, -0.1078184769, -0.0802064314, 0.0494046286, -0.0351359658, 0.054493621, 0.0084735388, -0.0112737026, 0.0939394087, 0.0902870148, -0.0398353711, -0.0666682422, 0.0522534885, -0.0394214354, 0.04088239, 0.0308748484, 0.0768462345, -0.0185784772, 0.0633080527, 0.0292921476, 0.0596069619, -0.0224013105, -0.0350629203, -0.056149371, -0.1261291206, 0.096033439, -0.0182375871, 0.002453187, -0.042318996, 0.087949492, -0.1294406056, -0.0403467081, -0.0865859315, -0.0098127481, 0.1464850903, 0.1189217344, 0.0709050149, 0.072219871, -0.0606783293, -0.1046043783, -0.097591795, 0.1123961359, -0.0165209658, -0.0615549013, -0.0163505208, 0.0610679165, -0.0547858104, 0.0044680871, 0.0630158558, -0.0162774734, -0.0202098768, -0.0462148748, 0.0847353861, -0.0068299645, -0.0595095679, -0.0127590066, -0.108987242, 0.0454843976, 0.0107501941, 0.0597530603, -0.0665221512, 0.0281233825, 0.051912602, 0.0414424241, -0.0043189484, 0.1238889843, -0.0206359886, 0.0617983975, -0.0458009392, 0.0298278313, -0.0296086874, 0.0906766057, -0.0026479808, 0.0342593938, 0.1163894162, -0.0665708482, 0.0336019658, 0.0292921476, -0.1219410449, -0.0388127044, -0.0317270719, 0.0679831058, -0.0991014466, 0.0421485528, 0.0209038313, -0.0096483901, 0.0478462763, 0.0774306133, -0.0746060982, -0.0556136854, -0.1239863783, 0.0244588219, 0.0639411286, 0.0557110831, 0.1241811737, 0.0426355377, 0.0236065984, 0.0328714885, -0.1366479844, -0.0370839089, -0.0813264921, -0.0577564202, -0.1155128404, 0.0356473029, 0.0509386286, -0.0923810527, -0.0972995982, 0.0329932347, -0.0169957764, 0.0496237725, -0.0445834771, -0.0724633634, 0.0548345111, -0.0403710566, 0.0239353124, 0.0450217612, 0.0075360928, -0.0505003445, 0.0252745207, 0.0145608513, 0.0767975301, -0.072025083, 0.1161946207, 0.0105675748, -0.1011954844, -0.0044254763, 0.0222795643, -0.0629671589, -0.0427329317, 0.1491148025, 0.1005137041, -0.0004268728, 0.0366456211, -0.0405414999, -0.0025277564, 0.0327497423, -0.0024273158, 0.0364995264, -0.0628210604, -0.0435608067, -0.0302174184, 0.0311183408, 0.0464583673, -0.012564213, -0.0052350885, -0.1050913632, 0.0085709356, -0.0057098991, 0.1297328025, -0.0030406124, 0.0020027258, 0.0384718142, -0.0055485852, 0.034551587, 0.0416372158, -0.0135260085, -0.1099612117, -0.0273929052, 0.0046476629, 0.0055333669, 0.0007065087, -0.0329932347, -0.0788428709, 0.0420268066, 0.0639898255, 0.0006745503, 0.0016435743, -0.0626749694, -0.0378387347, -0.1290510297, -0.0591199771, -0.0868294239, -0.0568311475, -0.0304852612, -0.1070393026, 0.0213055927, 0.1336286813, -0.0217804033, -0.0451922081, 0.0086987698, -0.0078526326, 0.08342053, 0.0941341966, 0.0598017573, 0.1123961359, 0.0057494664, -0.0946211815, 0.0873164088, -0.0034271569, -0.017300142, -0.0424163938, -0.1016824692, 0.0420998521, -0.1151232496, -0.0083030937, 0.0540553331, 0.0777228028, 0.002160996, -0.0169836022, -0.0318244696, -0.0048181079, -0.0926245451, 0.0572694354, 0.134602651, 0.0091370558, -0.0233144071, -0.073778227, 0.0464583673, -0.0486497991, 0.0850762799, -0.1014876738, 0.0391535945, -0.0264189355, -0.0237892177, -0.0674961209, 0.0665708482, 0.0811316967, -0.0259806495, -0.0109815113, -0.0726094618, 0.0559545755, -0.0436095074, -0.099393636, -0.053665746, -0.0860015526, 0.0263702367, 0.0047998456, -0.0663760528, -0.0473105907, -0.0361829847, 0.0597530603, 0.0265406817, -0.032944534, 0.0557110831, -0.0076700137, 0.0120894024, 0.0345272347, 0.0368891135, -0.0258345548, -0.0202098768, -0.0011725685, 0.0221212935, 0.0256884582, -0.0072865128, -0.0793785527, 0.1000267193 ]
711.2297
Claudio Simeone
Martin Richarte and Claudio Simeone
Traversable wormholes in a string cloud
21 pages, 10 figures; accepted for publication in Int. J. Mod. Phys. D
Int.J.Mod.Phys.D17:1179-1196,2008
10.1142/S0218271808012759
null
gr-qc astro-ph
null
We study spherically symmetric thin-shell wormholes in a string cloud background in (3+1)-dimensional spacetime. The amount of exotic matter required for the construction, the traversability and the stability under radial perturbations, are analyzed as functions of the parameters of the model. Besides, in the Appendices a non perturbative approach to the dynamics and a possible extension of the analysis to a related model are briefly discussed.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:41:33 GMT" } ]
2008-11-26T00:00:00
[ [ "Richarte", "Martin", "" ], [ "Simeone", "Claudio", "" ] ]
[ -0.019057611, 0.0757395849, -0.0008881485, 0.0051816334, 0.0012026052, -0.0360290706, 0.1040621698, 0.06062112, -0.040446803, 0.0395632572, -0.1006261557, -0.0032642141, -0.0916925147, 0.0151307369, -0.0055313706, 0.0425820425, 0.0541417785, -0.0307523347, 0.0937541202, 0.1139775217, 0.0219414104, -0.060473863, 0.0034697615, 0.0983191133, -0.1190824583, 0.021720523, 0.0267272871, 0.0961102471, 0.0689657256, -0.0402013734, 0.0602775179, -0.0769176483, -0.0512947962, -0.1043566838, -0.0228495002, 0.198110804, -0.0206038188, 0.0638117045, -0.0514420532, 0.051098451, -0.0567433313, 0.0746596977, -0.0038563132, 0.1565841138, 0.0559579581, 0.0714200288, -0.0364463031, 0.0074426536, 0.0083691506, 0.0597375743, -0.0473679192, -0.0377961658, 0.0472697504, -0.0843296275, -0.1119159162, -0.0515402257, 0.0251810811, -0.0313659087, -0.0092526972, -0.0322494544, -0.003908467, -0.0808936059, -0.0822189301, -0.0147994077, 0.0131795714, 0.0057737324, -0.0279053506, 0.0337956622, -0.0272426903, 0.0501903631, -0.0821698457, 0.0257455688, 0.0386797115, 0.057332363, -0.0197938997, -0.0124371471, -0.0226408839, -0.0729416907, 0.0501412749, 0.0386306271, -0.0139772184, 0.0019695729, 0.0309732202, -0.0507057644, -0.0626336411, 0.0539945215, 0.0013805417, 0.0249479227, -0.0560070425, -0.0224813558, 0.0435392186, -0.0454535708, -0.0128850564, 0.0117499437, 0.1020005569, -0.0712727681, 0.0587067716, -0.0198184438, -0.01250464, -0.0299915019, -0.0192539562, 0.0672477186, 0.0525710285, -0.090956226, 0.108872585, -0.0104246242, -0.005586592, 0.0025754774, -0.0355872996, -0.026408229, -0.027659921, 0.0094797201, -0.11810074, 0.0485214405, 0.0764267892, 0.0577741377, 0.0170205459, 0.0139281321, -0.0588049404, 0.1182970852, 0.0978773385, -0.0267518312, 0.0751014724, -0.0705364794, 0.0095042624, -0.0948830992, -0.02873981, -0.0356609263, -0.0662660003, 0.0208247043, 0.0505094193, 0.0285680108, 0.0502639897, 0.0056908997, -0.0366426446, 0.02873981, -0.0308995917, 0.0643025637, 0.1193769798, 0.0061050621, 0.0718617961, -0.0111425053, 0.1113268882, 0.0073138033, 0.0921833739, 0.0665605217, -0.001822315, 0.0595412292, 0.0063566277, -0.0011895668, -0.0780957118, 0.041870296, 0.0700947046, 0.0792737752, -0.055319842, -0.1370479167, 0.0304578189, 0.0944904089, -0.0415512398, 0.0373298489, -0.0923306271, 0.0478342362, -0.066118747, 0.0209228769, 0.0132409288, -0.0104553029, -0.0103571313, -0.0425575003, -0.0949321836, -0.1629652828, -0.0152779948, -0.132237494, -0.1497120857, 0.0489386693, -0.0606702082, -0.0058903112, -0.0624372996, -0.1389131695, -0.0047030454, -0.0099153575, 0.0401277468, 0.1556023955, -0.0263836868, -0.0526201166, -0.047343377, 0.0310713928, 0.0030448614, 0.0079519199, -0.0089581823, 0.0520801693, -0.0461407714, 0.1246782541, 0.0623882152, 0.1018042117, -0.0156461392, -0.0376489051, -0.0218186956, 0.0344828628, 0.0637135357, 0.0357345566, 0.0408885777, 0.0331575461, -0.0070561022, -0.0314395353, -0.0945885852, 0.0688184723, 0.173273325, 0.1352808177, -0.0571360216, 0.0334029756, 0.0739724934, 0.0424102433, -0.0167996585, -0.0727453455, -0.1050438881, 0.0274881199, -0.0229476709, 0.1561914235, 0.1186897755, 0.0761322752, -0.0429501869, 0.1511846632, 0.0210824069, 0.0478833243, 0.1000862047, 0.0282489508, 0.0037059875, 0.0330593735, 0.0099583073, 0.0181986075, 0.0843787119, 0.0178672783, -0.0329857431, -0.0495522432, -0.0463616587, -0.029230671, -0.0559088737, 0.0304087326, -0.0312922783, -0.0635662749, -0.0381397642, -0.0159283839, -0.0233403593, 0.055319842, 0.0674440637, 0.0448154509, 0.0118849305, -0.0519819967, -0.0038440418, 0.03031056, 0.0275617484, 0.0337956622, 0.004880982, 0.0110627413, -0.051245708, 0.0654806271 ]
711.2298
Valery Nesvizhevsky
V.V. Nesvizhevsky, G. Pignol, K.V. Protasov
Neutron scattering and extra short range interactions
null
Phys.Rev.D77:034020,2008
10.1103/PhysRevD.77.034020
null
hep-ph
null
The available data on neutron scattering were analyzed to constrain a hypothetical new short-range interaction. We show that these constraints are several orders of magnitude better than those usually cited in the range between 1 pm and 5 nm. This distance range occupies an intermediate space between collider searches for strongly coupled heavy bosons and searches for new weak macroscopic forces. We emphasise the reliability of the neutron constraints in so far as they provide several independent strategies. We have identified the most promising way to improve them.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:42:49 GMT" }, { "version": "v2", "created": "Wed, 14 Nov 2007 21:57:00 GMT" } ]
2008-11-26T00:00:00
[ [ "Nesvizhevsky", "V. V.", "" ], [ "Pignol", "G.", "" ], [ "Protasov", "K. V.", "" ] ]
[ -0.0837367401, 0.0257437322, 0.0837367401, -0.0719406977, -0.0268575214, 0.0600940213, 0.0358944088, -0.0157575943, -0.009214079, 0.0499939732, -0.0454628728, -0.0191495903, -0.0731557384, 0.0737632588, -0.0129984329, 0.0056860233, -0.0641441643, 0.1099614277, 0.0157322809, 0.0472601242, -0.0911282524, -0.073560752, 0.0250855833, -0.0357172117, -0.0258323289, -0.0584233366, 0.0729532316, -0.0111632114, 0.1409450322, -0.0752314404, -0.0077648866, -0.044526279, -0.1296046227, 0.0141755063, -0.0235414654, 0.0990260392, 0.0043317564, 0.0797878504, -0.1056075245, 0.0270600282, 0.0243768077, -0.026680328, -0.0475132614, 0.0393370315, 0.0037273988, -0.0111062564, 0.0492598861, -0.1081388593, 0.0277941171, 0.0040153386, -0.0321733356, -0.0386282541, -0.061258439, 0.0532594025, 0.0258449856, -0.0336415134, 0.0136565818, -0.0644985512, 0.0372613296, 0.0723457113, -0.0841923803, -0.1414512992, -0.0276928637, 0.106518805, -0.1168466732, 0.0573601723, 0.0515887178, 0.0438175015, 0.05027242, -0.0090242289, 0.0051228004, -0.0205924548, -0.0285788327, 0.0289585348, 0.048576422, 0.0299710706, -0.0086508561, 0.0077585583, -0.0377676003, 0.0274397302, 0.0614103191, -0.045184426, -0.0346287377, -0.0631822571, -0.1858003885, -0.0334896334, 0.0271865968, 0.0269840881, -0.0704218894, 0.0007898573, -0.0214910805, -0.0482473485, -0.0209974684, 0.040096432, 0.0065371864, -0.0898625851, 0.1229218915, -0.070826903, 0.0391598381, -0.0316164419, -0.0337933935, 0.0344262309, 0.0185547248, -0.0777627751, 0.1413500458, -0.0404255055, 0.0711812899, -0.068498075, -0.0195672605, 0.0241996143, 0.0552338473, 0.0038666225, -0.0594865009, 0.0124035683, -0.0875337496, -0.0525000021, -0.0805472508, -0.0627772436, -0.0374132097, 0.1333510131, -0.0042368309, 0.0719913244, 0.1738524586, 0.0576133095, 0.0844961405, -0.0920395404, 0.0235161521, -0.0950771496, -0.1072275788, -0.0371853895, 0.0841417536, -0.0562970117, -0.0333377533, 0.0800409839, -0.1405400187, 0.044146575, 0.0055531282, -0.0340212137, 0.0526518822, -0.0525506288, -0.0465260372, 0.0017830129, 0.1258582473, 0.1341610402, 0.0366791226, 0.0880906433, 0.0233263019, 0.0256171655, 0.0821166858, 0.0237566307, -0.0043633981, -0.0270853434, 0.037970107, 0.0240857042, -0.0322239622, -0.0834329799, 0.0382991806, 0.1135053039, -0.0045279353, -0.093102701, 0.042374637, 0.0263006277, -0.0382738672, 0.0465007238, 0.0943177417, 0.0811547711, -0.0620178394, -0.0392610915, -0.1692960411, 0.0091824373, 0.0210227817, -0.0162132345, -0.0136818951, 0.0436403081, 0.0870274827, 0.0800916106, 0.0307557862, -0.0824710727, -0.0647516847, 0.0358690955, 0.0159854144, 0.0768514946, 0.0235920921, 0.0314898752, -0.0712319165, 0.0268828347, 0.0307557862, 0.0390079543, -0.0401217453, -0.0583727099, -0.0729026049, 0.1200867891, 0.0688524619, 0.1552217901, 0.0310848597, -0.1255544871, -0.0247438531, -0.0021041767, 0.0285282061, 0.0048158751, 0.020972155, 0.0252121501, 0.0039045925, -0.0840405002, 0.0095937802, -0.0487536155, 0.1350723207, -0.025946239, -0.0411849096, 0.025946239, 0.0168966968, 0.0191749036, 0.0271359701, -0.0491333157, -0.0847999007, -0.0535631627, -0.0050785015, 0.0484751686, 0.0482220352, 0.0627266169, -0.0280978791, 0.068498075, 0.0887487978, 0.0193647537, 0.0223390795, 0.034122467, 0.0369322561, -0.046222277, 0.0057872771, 0.0050405315, -0.0123592699, 0.0043190997, -0.0277434904, 0.0036261452, -0.026250001, 0.0020440575, -0.0616128258, 0.004578562, -0.065764226, -0.0904194787, -0.015112102, -0.0882931501, 0.0253007468, 0.1390212178, -0.0914826393, -0.0029711609, -0.05027242, -0.0516899712, 0.1127965301, -0.0506774336, 0.0598915145, 0.0494623929, 0.0303001441, -0.1102651879, 0.0129857762, -0.0147450576 ]
711.2299
Vesna Borka Jovanovi\'c
Vesna Borka Jovanovi\'c
Masses and Mixing of $c q \bar{q} \bar{q}$ Tetraquarks Using Glozman-Riska Hyperfine Interaction
10 pages, 6 tables, 6 figures. Accepted for publication in Phys. Rev. D
Phys.Rev.D76:105011,2007
10.1103/PhysRevD.76.105011
null
hep-ph
null
In this paper we perform a detailed study of the masses and mixing of the single charmed scalar tetraquarks: $c q \bar{q} \bar{q}$. We also give a systematic analysis of these tetraquark states by weight diagrams, quantum numbers and flavor wave functions. Tetraquark masses are calculated using four different fits. The following SU(3)$_\mathrm{F}$ representations are discussed: $\bar{15}_\mathrm{S}$, $\bar{3}_\mathrm{S}$, $6_\mathrm{A}$ and $\bar{3}_\mathrm{A}$. We use the flavor-spin Glozman-Riska interaction Hamiltonian with SU(3) flavor symmetry breaking. There are 27 different tetraquarks composed of a charm quark $c$ and of the three light flavors $u, d, s$: 11 cryptoexotic (3 D$_\mathrm{s}^{+}$, 4 D$^{+}$, 4 D$^{0}$) and 16 explicit exotic states. We discuss D$_\mathrm{s}$ and its isospin partners in the same multiplet, as well as all the other four-quark states. Some explicit exotic states appear in the spectrum with the same masses as D$_\mathrm{s}^{+}$(2632) in $\bar{15}_\mathrm{S}$ and with the same masses as D$_\mathrm{s}^{+}$(2317) in $6_\mathrm{A}$ representation, which confirm the tetraquark nature of these states.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 20:45:34 GMT" } ]
2008-11-26T00:00:00
[ [ "Jovanović", "Vesna Borka", "" ] ]
[ 0.0407983921, -0.0095692854, -0.001063254, -0.0281157456, -0.020042656, 0.1041606888, -0.0188456997, 0.0717155263, 0.0366981775, -0.0294655059, 0.0170120634, -0.030102184, -0.0086397342, 0.0116639594, 0.0507815182, 0.0466813073, -0.040161714, 0.0154585661, 0.0633113608, -0.0360105671, -0.060000632, -0.1195937842, 0.0765542835, 0.0490242839, -0.0475471877, -0.0320122205, 0.0056664431, -0.0768089592, 0.0363925733, -0.0166937243, 0.0259510372, -0.0653487369, -0.0225002356, -0.1824467331, -0.015203895, 0.1589150876, -0.0346353389, 0.0603062361, -0.1307993382, 0.004851494, 0.0040110778, -0.0215579513, -0.0916817784, 0.0419444144, 0.0892878622, -0.0036067867, -0.0091363443, -0.0580141917, 0.0005562983, 0.0040238113, -0.0542959869, 0.0269442555, -0.0669786334, 0.0575048476, -0.0536847748, -0.0613249242, -0.009906726, 0.0321140885, 0.0499156341, -0.039754238, 0.0054436056, -0.0940756947, -0.0323178284, 0.0722758025, -0.065858081, -0.0001624526, -0.0066787628, 0.0117148943, 0.0178397465, 0.0087225027, -0.0061694197, 0.0937191546, 0.0959602594, 0.000599672, 0.0189348347, -0.0512653962, 0.0076019475, 0.0253143571, -0.0051921173, 0.0136376647, 0.0276318695, -0.0226912405, -0.0265622493, -0.0036195202, -0.0268169194, 0.0057619452, 0.0266131833, 0.019953521, -0.1105274782, 0.0094801504, 0.0338203907, -0.0232642516, -0.0644319132, -0.0206284001, 0.1487282217, -0.1498487741, 0.0515710004, -0.0090981433, -0.0537357107, -0.0425301567, -0.0419444144, 0.0328526385, 0.0580141917, 0.0172285344, 0.1105274782, -0.1195937842, 0.0142870769, -0.0227803756, 0.0273517314, -0.0270970594, 0.0674879774, -0.0392448939, -0.1105274782, -0.0101168295, -0.0207430031, 0.0263839792, -0.0703402981, -0.0513163283, -0.0765542835, 0.1494413018, 0.0008475789, -0.034660805, 0.0730907544, -0.0388628878, 0.0306624621, -0.070645906, 0.0085888002, -0.1171489358, -0.0157641731, -0.0110909482, 0.0924967304, -0.0366472453, -0.015242096, -0.0451532751, 0.0220290944, 0.0371311195, -0.01511476, -0.0055454741, 0.0434979089, -0.0166045893, 0.0460191593, 0.0470887795, 0.115417175, 0.0772164315, 0.0145035479, -0.0284468178, -0.0081940591, 0.0363671072, -0.025059687, -0.0588291399, -0.1412918121, -0.054754395, 0.0530226305, -0.040263582, 0.0056791767, -0.2182026356, 0.0380479395, 0.0669277012, 0.0281157456, -0.0218253564, 0.0751281232, -0.0006617482, -0.0207430031, -0.0733963549, 0.0214178823, 0.0582179278, -0.14750579, 0.0473689176, -0.1102218702, -0.1940597594, 0.0743131787, -0.0629548207, -0.0444911309, -0.059338484, -0.0188202318, -0.0388374217, -0.0178270116, -0.083124809, -0.0650940612, -0.0006036513, 0.0734472945, 0.0370801874, 0.0383790098, -0.0410530642, -0.0592875518, -0.0050902488, 0.0354757532, 0.0188584328, 0.0911724344, 0.0874542296, -0.0568427034, 0.1081845015, 0.1066564694, 0.0371311195, -0.0615286604, -0.1577945352, 0.0531754307, 0.0769617632, 0.0487950817, 0.0801196843, -0.0009112469, -0.0411549322, 0.0920383185, -0.1116480306, -0.0513927303, -0.0749753192, 0.1736860424, -0.0987616479, -0.0754846632, -0.0273007955, 0.0054690726, 0.1093050539, 0.0131665217, 0.0275300015, -0.1130741909, 0.0635150969, -0.0410785303, -0.0307133961, 0.0053863046, 0.0709005743, -0.105535917, 0.0663674176, 0.0468086414, 0.0555184111, 0.0110845817, -0.0060707345, 0.0045872722, -0.0120395999, -0.0097220885, 0.0133957267, 0.0454843491, 0.0419189483, -0.024703145, -0.040085312, -0.0670295656, -0.0079011871, 0.0156241031, 0.0182472207, -0.0016068186, 0.0201445241, -0.0637697726, -0.0490752198, 0.0737019628, 0.054754395, 0.0990672559, 0.0387355499, -0.0380988717, -0.0403654501, 0.0809346363, -0.0104224356, 0.0042530159, 0.1059433892, 0.0110463807, 0.0141215408, -0.0834304169, 0.0899500102 ]
711.23
David Kubiznak
David Kubiznak and Valeri P. Frolov
Stationary strings and branes in the higher-dimensional Kerr-NUT-(A)dS spacetimes
8 pages, no figures
JHEP0802:007,2008
10.1088/1126-6708/2008/02/007
Alberta-Thy-16-07
hep-th gr-qc
null
We demonstrate complete integrability of the Nambu-Goto equations for a stationary string in the general Kerr-NUT-(A)dS spacetime describing the higher-dimensional rotating black hole. The stationary string in D dimensions is generated by a 1-parameter family of Killing trajectories and the problem of finding a string configuration reduces to a problem of finding a geodesic line in an effective (D-1)-dimensional space. Resulting integrability of this geodesic problem is connected with the existence of hidden symmetries which are inherited from the black hole background. In a spacetime with p mutually commuting Killing vectors it is possible to introduce a concept of a $\xi$-brane, that is a p-brane with the worldvolume generated by these fields and a 1-dimensional curve. We discuss integrability of such $\xi$-branes in the Kerr-NUT-(A)dS spacetime.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 22:04:10 GMT" } ]
2008-11-26T00:00:00
[ [ "Kubiznak", "David", "" ], [ "Frolov", "Valeri P.", "" ] ]
[ -0.0089281127, 0.0353496596, 0.071198158, 0.0097047165, 0.0651213676, 0.0360979177, 0.0581376031, 0.0239216741, -0.0306333471, 0.0702911764, -0.0207245592, 0.0368235037, -0.0682504624, 0.0087693911, 0.1417614222, 0.0546457171, -0.0121989194, 0.0359618701, 0.1158217117, 0.1360474378, 0.0094439592, -0.1123751774, 0.0454398431, 0.0811749697, 0.0385240987, -0.0059237322, 0.0460974053, -0.0054447316, 0.0916959718, -0.0094609652, -0.0436939001, -0.0367328078, -0.0633981004, -0.0609492511, -0.0777284354, 0.1563638449, 0.0510631353, 0.0849842951, -0.010231901, 0.0177768636, -0.0246245861, 0.0930564404, -0.0858005807, 0.1230775788, -0.0752342269, 0.0708353668, -0.0619922802, 0.0416758619, 0.0087183733, -0.0789075121, -0.0851656944, 0.0613120422, 0.020452464, -0.114642635, -0.1597196907, 0.0004293997, -0.0660737008, -0.0219376478, -0.0108781261, -0.0010855452, -0.0062695192, -0.1163659021, -0.0809028745, 0.0343519785, -0.0960494876, -0.0875238478, -0.0446008816, -0.0127431098, -0.035599079, 0.0860273242, -0.0206792094, 0.02891008, -0.000539584, 0.0539654829, 0.0667539388, 0.0248059817, 0.0989518315, 0.0570038743, -0.0516073257, -0.0015858029, -0.0142849805, -0.014092247, 0.001710513, -0.0562782884, -0.0727853775, -0.0069157444, -0.0374357179, 0.0076413308, -0.1179984733, -0.0084236031, 0.0142963175, 0.0305199735, -0.0564596839, -0.0027138628, 0.0455985628, 0.0391136371, 0.0391816609, -0.0048863702, 0.0074882773, -0.0613120422, -0.0367554799, 0.0066946675, 0.0552806072, -0.0048240153, 0.091287829, 0.0132986363, 0.069746986, 0.0219263118, -0.1441195756, 0.0096933795, 0.0354403555, -0.0045887665, -0.059634123, 0.0722865388, 0.0666178912, -0.051516626, -0.0636248514, 0.00566014, -0.0499294065, 0.0652574152, 0.0557794459, -0.0370955989, 0.0775923878, 0.0097954152, 0.0080267983, -0.0901087523, -0.1059356034, -0.0355310552, -0.1988106519, 0.0383200273, 0.0980448499, -0.0011804949, -0.0446462333, -0.0504282489, -0.1060262993, 0.0775016844, 0.0055127554, 0.0059350692, 0.1501963586, 0.0612666942, 0.0626725182, -0.0119494991, 0.047571253, -0.0253501721, 0.0478886962, 0.125254333, -0.0132872993, 0.1300613433, 0.0946890116, 0.0056544715, -0.1480196118, 0.0345106982, 0.1336892843, -0.0096933795, 0.0250100531, -0.0843040571, -0.0726946816, 0.085301742, 0.0209286306, 0.0388642177, 0.0257809889, 0.0410409756, 0.0281391442, 0.0160535965, 0.0075109522, -0.0120968847, 0.0043478492, -0.0343973264, -0.0996774212, -0.1298799515, -0.0149765546, -0.06838651, -0.1472033262, 0.0633981004, 0.0383653753, 0.0189219303, 0.0062411758, -0.0896552578, 0.0053937137, 0.0920587629, 0.0240577217, 0.1022169739, 0.0496573113, -0.0690213963, -0.0726039782, 0.0427415669, -0.0384560749, 0.0021781761, 0.0049884059, 0.0480247438, -0.0840319619, 0.0990425274, 0.0548271164, 0.0386828184, -0.0272094868, -0.0567317791, 0.0148518449, 0.0026954398, 0.0362339653, 0.0460747294, 0.0097727403, 0.0203957781, 0.0865261704, -0.0035429019, -0.053648036, 0.0266199484, 0.1080216616, 0.1050286144, -0.0820819512, 0.0392723605, 0.0466642678, 0.0371862985, -0.0328101069, -0.0004584515, -0.0614027418, -0.003596754, -0.0245792363, 0.0085313078, -0.0104586463, 0.0079020886, -0.0024970372, 0.0930564404, -0.0262798294, 0.03809328, 0.1263427138, 0.0413584188, -0.0693841875, 0.0807214752, 0.010214895, 0.0553259552, 0.0138314888, 0.0599969178, -0.0270280894, 0.0123009551, 0.0024360993, 0.0151466141, -0.0441020429, 0.0151466141, -0.0445328578, -0.1036681458, 0.019035304, -0.0347827934, -0.0625364706, 0.0514712781, -0.003772482, 0.0036874523, -0.0339665078, -0.0535119884, -0.0715155974, 0.0326287076, -0.004390364, 0.1059356034, 0.0168245323, 0.037753161, -0.0945076197, 0.0601783134 ]
711.2301
Le Hur Karyn
Karyn Le Hur
Entanglement Entropy, decoherence, and quantum phase transition of a dissipative two-level system
38 pages, 8 figures, related to cond-mat/0612095 and arXiv:0705.0957; final version to appear in Annals of Physics
Annals of Physics 323, 2208-2240 (2008)
10.1016/j.aop.2007.12.003
null
cond-mat.mes-hall cond-mat.other
null
The concept of entanglement entropy appears in multiple contexts, from black hole physics to quantum information theory, where it measures the entanglement of quantum states. We investigate the entanglement entropy in a simple model, the spin-boson model, which describes a qubit (two-level system) interacting with a collection of harmonic oscillators that models the environment responsible for decoherence and dissipation. The entanglement entropy allows to make a precise unification between entanglement of the spin with its environment, decoherence, and quantum phase transitions. We derive exact analytical results which are confirmed by Numerical Renormalization Group arguments both for an ohmic and a subohmic bosonic bath. Those demonstrate that the entanglement entropy obeys universal scalings. We make comparisons with entanglement properties in the quantum Ising model and in the Dicke model. We also emphasize the possibility of measuring this entanglement entropy using charge qubits subject to electromagnetic noise; such measurements would provide an empirical proof of the existence of entanglement entropy.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 23:12:55 GMT" }, { "version": "v2", "created": "Fri, 23 Nov 2007 23:14:35 GMT" }, { "version": "v3", "created": "Mon, 24 Mar 2008 14:26:54 GMT" } ]
2015-05-13T00:00:00
[ [ "Hur", "Karyn Le", "" ] ]
[ 0.0328370407, 0.0351684019, -0.0814217851, 0.0295159463, 0.0055919741, 0.0764071494, -0.0098368153, 0.0200915169, -0.0319132917, 0.0148789398, 0.0351684019, 0.0308575798, -0.0988850147, 0.0986210853, 0.0584160611, 0.0356522724, -0.0091275088, 0.0879759938, 0.0596917123, 0.1313481629, -0.0962457359, -0.101436317, -0.0450876951, 0.0418765731, -0.0206853561, -0.0143950721, 0.0596037358, 0.1095301136, 0.1416413486, -0.0310335308, 0.055512853, 0.0025444308, 0.0022543848, -0.051202029, 0.0223239083, 0.1485034823, -0.0710846037, -0.0107385693, -0.0848528445, -0.0182990059, -0.0511140525, -0.0042145997, -0.0867003426, 0.1277411431, 0.0430422537, -0.1375064701, -0.0341126919, -0.0836651698, 0.0367299765, 0.0126905367, -0.0004972706, 0.0590318926, 0.0253590792, -0.0703368038, -0.0508501232, 0.022455873, -0.0277784206, 0.105571188, -0.0487826876, -0.1443686038, 0.0665538386, -0.0215761121, -0.0701608509, 0.0999407247, -0.0850287974, 0.0301537719, -0.0545891039, 0.0452196598, -0.004632486, 0.0462313853, -0.0161435939, 0.0638265833, -0.0019203509, 0.0572283827, 0.0486947112, -0.0373897962, -0.0471991189, -0.0046737245, -0.025513038, 0.0731080472, -0.0099302903, -0.0350584313, 0.1012603715, -0.0503662564, -0.0822575539, 0.0251611341, -0.0356962606, -0.018859854, -0.0306156464, -0.023181675, 0.0362461098, 0.0415686555, -0.0803220794, -0.0855566561, 0.022268923, -0.104515478, 0.0921988413, -0.052257739, -0.026744701, 0.0290760659, -0.0544571392, -0.0171223283, 0.0168144125, -0.0579321906, 0.0615831949, -0.042052526, -0.0459234677, 0.0233576261, -0.0563926101, -0.0358282216, 0.0272505637, 0.0417666025, -0.009512404, -0.0443179049, -0.1030198857, -0.1252778172, -0.0260189008, -0.0727561489, -0.0818616599, 0.1552776247, 0.0227198005, -0.0844129622, 0.0482548326, 0.0457475148, -0.0941343158, 0.0028262287, 0.0092704706, -0.0422944576, -0.0243693497, 0.0702928156, 0.0639145598, 0.1049553603, -0.0899554491, -0.0332109369, -0.0701168627, -0.0598676614, 0.0151648615, -0.0088305902, 0.0232036673, -0.017419247, 0.023181675, -0.0039479225, 0.066245921, 0.0543251745, -0.0481668562, 0.042184487, 0.0233356319, -0.0254470557, 0.0644424111, -0.015087883, 0.0021980251, -0.0475950129, 0.0478149503, 0.0493105426, 0.0545891039, -0.0085116774, -0.0028124824, 0.0898234919, 0.0296039209, -0.0848088562, 0.0101172393, 0.123782225, -0.0805860087, -0.0985331088, 0.076715067, -0.0018268764, -0.0525656566, 0.0481228679, -0.0199595541, -0.0369939059, 0.0103261825, -0.0304836817, -0.0145270359, -0.0836211815, 0.0926387236, 0.0343106389, -0.0207623336, -0.1121693924, -0.0658940151, 0.011491864, -0.0125365788, -0.0379176512, 0.0943102613, -0.0058119139, -0.0237535182, -0.0147799673, -0.0342006683, 0.1009964421, 0.0907912254, -0.0446258225, -0.0606154576, 0.1093541607, 0.0704247802, 0.0258209538, 0.0586799867, -0.0863484368, 0.0448677577, 0.1256297231, -0.0261288695, -0.1271253079, 0.045967456, 0.028548209, 0.1209669933, -0.0727121606, -0.0097268457, 0.0305496641, 0.0955419317, -0.1210549697, -0.1085623726, 0.0321112387, 0.0120637082, 0.028746156, -0.0477709658, 0.0244133379, -0.0657180697, 0.0388194062, -0.1187675893, 0.0326390937, 0.0570524298, 0.0824774951, -0.0098038251, 0.0301537719, -0.0073349983, 0.1330197006, 0.0067081694, -0.013647276, -0.0008247749, -0.0262388401, 0.0609233752, 0.0311874896, -0.020663362, -0.021191217, -0.0210372601, 0.0632987246, -0.060175579, -0.0394352376, -0.0497944131, -0.0049184076, -0.0781666711, -0.0868762955, 0.0237535182, 0.0053170491, -0.1191194952, 0.113137126, 0.0483428091, 0.0629908144, -0.0374117903, -0.0060593467, -0.0724042431, -0.0556008257, -0.1435768157, 0.0774628595, 0.0290320776, 0.0127675161, 0.0193767119, -0.1028439328 ]
711.2302
Priya Natarajan
Priyamvada Natarajan (Yale), Darren Croton (Berkeley) and Gianfranco Bertone (IAP)
Consequences of dark matter self-annihilation for galaxy formation
16 pages, 8 figures, MNRAS, in press
null
10.1111/j.1365-2966.2008.13306.x
null
astro-ph
null
Galaxy formation requires a process that continually heats gas and quenches star formation in order to reproduce the observed shape of the luminosity function of bright galaxies. To accomplish this, current models invoke heating from supernovae, and energy injection from active galactic nuclei. However, observations of radio-loud active galactic nuclei suggest that their feedback is likely to not be as efficient as required, signaling the need for additional heating processes. We propose the self-annihilation of weakly interacting massive particles that constitute dark matter as a steady source of heating. In this paper, we explore the circumstances under which this process may provide the required energy input. To do so, dark matter annihilations are incorporated into a galaxy formation model within the Millennium cosmological simulation. Energy input from self-annihilation can compensate for all the required gas cooling and reproduce the observed galaxy luminosity function only for what appear to be extreme values of the relevant key parameters. The key parameters are: the slope of the inner density profile of dark matter haloes and the outer spike radius. The inner density profile needs to be steepened to slopes of -1.5 or more and the outer spike radius needs to extend to a few tens of parsecs on galaxy scales and a kpc or so on cluster scales. If neutralinos or any thermal relic WIMP with s-wave annihilation constitute dark matter, their self-annihilation is inevitable and could provide enough power to modulate galaxy formation. Energy from self-annihilating WIMPs could be yet another piece of the feedback puzzle along with supernovae and active galactic nuclei.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 21:00:04 GMT" }, { "version": "v2", "created": "Sun, 13 Apr 2008 02:50:57 GMT" } ]
2009-11-13T00:00:00
[ [ "Natarajan", "Priyamvada", "", "Yale" ], [ "Croton", "Darren", "", "Berkeley" ], [ "Bertone", "Gianfranco", "", "IAP" ] ]
[ 0.0428780615, 0.0829882845, -0.0351844057, -0.003814576, -0.0494927317, -0.0059197764, 0.0264352169, 0.0453644283, -0.006151407, 0.0123849111, 0.01993783, 0.069383651, -0.1620359123, -0.1033952385, 0.0636603162, -0.0435113832, 0.0175570194, 0.1336069107, -0.0287808441, 0.0408608243, -0.0516507067, 0.0652553439, -0.0336597487, 0.0746378526, -0.1211281791, -0.0422212854, 0.0600949638, -0.0340585038, 0.0174162816, -0.0600949638, 0.048226092, -0.0333313607, -0.1070544198, -0.0837388858, -0.0888523534, 0.1979709268, -0.0274672918, -0.0771242157, -0.0911510661, -0.0254969653, -0.0603764392, -0.0894153044, -0.080924131, 0.1321995407, -0.0376004018, -0.0149299158, -0.0781562924, -0.0669441968, -0.0026197722, -0.073558867, -0.0500087701, 0.031431403, 0.0645516589, -0.0454817079, -0.1084617972, -0.0117809121, -0.0228112228, -0.0411422998, -0.0292968825, 0.0285697374, -0.0817685574, -0.092839919, 0.0033630428, 0.0107722925, -0.0385386534, 0.0012402503, 0.0439570509, 0.0511815809, -0.0411188416, 0.0951855481, 0.0050049815, -0.0842549205, 0.0373658389, -0.0092359064, 0.0212631095, -0.0289450381, 0.017205175, -0.0189878512, -0.0879141018, 0.0926522687, 0.0026358983, 0.0505248047, -0.0163842048, -0.1337007433, -0.0041693519, -0.0126312012, -0.0327214971, 0.0039435853, -0.1780800074, 0.0774056911, 0.0312437527, 0.0928868279, -0.0251685791, 0.0068550953, -0.0047968072, -0.0375300311, 0.0493989065, -0.011452524, 0.1215034798, 0.0690552592, 0.0343634374, 0.0224124659, 0.0758106634, -0.065771386, 0.0672256723, -0.0674602315, -0.0105377296, 0.0137219178, -0.0437928587, -0.0468421727, 0.0606579147, -0.0056558931, 0.0062159118, -0.0124904644, -0.147117734, -0.0401571356, -0.0034891202, 0.095748499, -0.0508531928, 0.0352547728, 0.0440274179, 0.0156218763, 0.0450125821, 0.0003117118, 0.007635016, -0.16653952, 0.0522605702, -0.0212279242, -0.1137159988, -0.0130299581, 0.0988916382, 0.0231396109, 0.0233272612, 0.0002972349, -0.1139974743, -0.0471940152, -0.0009587751, -0.0005186035, 0.0537148602, -0.003216441, 0.0220958069, 0.0036972947, 0.0331437103, 0.0551691465, 0.0322992839, 0.0580308139, -0.0047469628, -0.0334720984, 0.0255907904, -0.0713070631, 0.029015407, -0.0662874207, 0.0419398099, -0.0168064181, -0.0161965545, -0.0826129839, 0.016161371, 0.1191578507, 0.0050108456, -0.1124024466, 0.0229988731, 0.0275376607, -0.0837388858, 0.0171699896, 0.0244179778, 0.0489766933, 0.0062745526, -0.0084208008, -0.1179381311, -0.1154986769, -0.0420336351, -0.0427138694, -0.0420805477, -0.1033014134, -0.0110772233, 0.0909634158, -0.0359584615, -0.0894153044, -0.010051012, 0.0213217493, 0.0268574301, 0.1142789498, -0.0208643526, -0.0697589517, -0.0859437734, 0.0292968825, -0.0248636473, 0.1495571733, -0.0179675035, -0.039476905, 0.0116577661, 0.0440977886, 0.0361695699, 0.0339646786, -0.0056353691, -0.0320881791, 0.0845833123, -0.0015847642, -0.0007297099, 0.1190640256, 0.0180261433, -0.0146953538, 0.0689145252, -0.0994545892, -0.040743541, -0.0257315282, 0.0647393093, 0.0083152475, 0.0080279084, -0.0078109382, 0.0459039211, -0.0604702644, 0.1306983382, -0.0817216486, -0.0610332154, -0.0131589677, -0.0816278234, 0.1032075882, 0.1517151594, 0.0502902456, -0.0648331344, 0.0506186299, 0.0175101068, 0.032885693, 0.0692898259, 0.006831639, 0.0744971186, -0.0570925623, 0.0096815759, 0.1053655669, 0.0338708535, -0.0262944791, -0.0581246391, -0.006673309, -0.0032809458, -0.1091185734, 0.0297660064, 0.1246935353, -0.0067436779, -0.0555444472, -0.0622060299, 0.0097519448, 0.0086495001, 0.0162551962, -0.1072420701, 0.07313665, 0.0057966309, 0.0040139542, 0.0076115597, -0.0891807377, 0.1025508121, -0.0138391992, 0.0078988988, 0.0203717705, 0.0054741073, 0.0139447525 ]
711.2303
Andres Jordan
Andres Jordan, Gregory R. Sivakoff, Dean E. McLaughlin, John P. Blakeslee, Daniel A. Evans, Ralph P. Kraft, Martin J. Hardcastle, Eric W. Peng, Patrick Cote, Judith H. Croston, Adrienne M. Juett, Dante Minniti, Somak Raychaudhury, Craig L. Sarazin, Diana M. Worrall, William E. Harris, Kristin A. Woodley, Mark Birkinshaw, Nicola J. Brassington, William R. Forman, Christine Jones, Stephen S. Murray
Low-Mass X-ray Binaries and Globular Clusters in Centaurus A
4 pages, 2 figures. Accepted for publication in ApJ Letters
null
10.1086/525524
null
astro-ph
null
We present results of Hubble Space Telescope and Chandra X-ray Observatory observations of globular clusters (GCs) and low-mass X-ray binaries (LMXBs) in the central regions of Centaurus A. Out of 440 GC candidates we find that 41 host X-ray point sources that are most likely LMXBs. We fit King models to our GC candidates in order to measure their structural parameters. We find that GCs that host LMXBs are denser and more compact, and have higher encounter rates and concentrations than the GC population as a whole. We show that the higher concentrations and masses are a consequence of the dependence of LMXB incidence on central density and size plus the general trend for denser GCs to have higher masses and concentrations. We conclude that neither concentration nor mass are fundamental variables in determining the presence of LMXBs in GCs, and that the more fundamental parameters relate to central density and size.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 21:01:21 GMT" } ]
2009-11-13T00:00:00
[ [ "Jordan", "Andres", "" ], [ "Sivakoff", "Gregory R.", "" ], [ "McLaughlin", "Dean E.", "" ], [ "Blakeslee", "John P.", "" ], [ "Evans", "Daniel A.", "" ], [ "Kraft", "Ralph P.", "" ], [ "Hardcastle", "Martin J.", "" ], [ "Peng", "Eric W.", "" ], [ "Cote", "Patrick", "" ], [ "Croston", "Judith H.", "" ], [ "Juett", "Adrienne M.", "" ], [ "Minniti", "Dante", "" ], [ "Raychaudhury", "Somak", "" ], [ "Sarazin", "Craig L.", "" ], [ "Worrall", "Diana M.", "" ], [ "Harris", "William E.", "" ], [ "Woodley", "Kristin A.", "" ], [ "Birkinshaw", "Mark", "" ], [ "Brassington", "Nicola J.", "" ], [ "Forman", "William R.", "" ], [ "Jones", "Christine", "" ], [ "Murray", "Stephen S.", "" ] ]
[ -0.0041900738, 0.0141748628, 0.0551044568, 0.0141877253, 0.0222012829, 0.0899885073, 0.0688934326, -0.0092290966, 0.0329288989, -0.039231699, -0.0840715989, -0.0128628518, -0.0873130411, 0.0050068651, 0.0647258684, 0.0696137547, 0.0058204406, 0.0032993215, -0.0633366853, 0.0782061368, -0.0470780358, 0.0728551894, 0.0134545425, 0.0551559068, -0.1267762631, 0.0007934772, -0.0275522284, -0.0086052474, 0.0931270495, 0.0307679418, 0.0752219558, -0.0265232008, -0.11761792, -0.0774858221, -0.1886208653, 0.1686577052, 0.0583458953, 0.0761995316, -0.0030452802, 0.0128885778, -0.0776401758, 0.0603010505, -0.0305621363, 0.0481327921, -0.0052448278, -0.0878790021, 0.0709000379, -0.0356558263, -0.0003183556, 0.05371527, -0.1463278085, 0.0632337779, 0.0253398176, 0.0120267663, -0.0955967158, 0.002117547, -0.007473317, 0.0633366853, 0.0357330032, 0.0020660956, -0.0433992632, -0.0264202971, 0.0140976859, 0.0467950553, 0.0586031526, -0.0387171842, 0.0771256611, 0.02814392, 0.0740385726, 0.0419071727, -0.0012581476, -0.0835570842, -0.0503194779, 0.0084894821, 0.0725979358, 0.0072096284, -0.0274750516, 0.0381512195, -0.0470780358, 0.0503709279, 0.0351413116, 0.0012694027, -0.001142382, 0.0654976442, 0.0018956627, 0.0184839182, 0.051657211, 0.0629250705, -0.0892167389, 0.0400549211, 0.0305106845, -0.0267804582, -0.0169918276, 0.028581256, -0.0240149442, -0.0043508597, 0.0641599074, -0.0710543916, 0.1154569536, 0.0395404063, 0.04090387, 0.0743987337, 0.0308965705, -0.0949278474, 0.0884964168, -0.051657211, -0.1173092052, 0.0403636284, 0.0482871458, 0.0316426158, 0.0238863155, 0.072186321, -0.0659607053, 0.1003816947, -0.0520173721, -0.0183552895, -0.0554646179, 0.0459203795, -0.0821678936, 0.105372481, 0.0011110288, -0.0026497475, 0.0580886379, -0.0840201452, 0.0670926347, -0.01858682, 0.0598894395, -0.0411096737, -0.1143250242, -0.0444282889, 0.0974489674, -0.0811903179, 0.0207220539, -0.0436050668, -0.1007418558, -0.0786691979, 0.0030484959, -0.0256871153, -0.0413926579, 0.031153826, 0.0598379858, 0.0009631061, 0.0546928458, 0.0350898579, -0.03328906, 0.0898856074, -0.1102089137, 0.0603525005, -0.0476440042, 0.1024912, -0.061021369, -0.0054313391, -0.0082836766, -0.0961626768, -0.0759422779, -0.1278052926, -0.0071002943, 0.0404665321, -0.055876229, -0.0736269653, 0.0629250705, -0.0211465284, 0.0036498341, -0.002924691, 0.033700671, 0.0718261674, -0.0728037432, 0.0212494303, -0.1486945599, -0.0198859684, 0.0171590447, -0.0283239987, -0.0993526652, -0.0896798, -0.0421644263, 0.0053702407, -0.0074540228, -0.1136047095, -0.0414955616, -0.0031546145, -0.0438108742, 0.0195643976, 0.0767140463, -0.1143250242, -0.1201904863, 0.0240792576, -0.1051152274, 0.0438365974, -0.0239506308, -0.0710029453, -0.0306393132, 0.013248737, 0.0591691174, 0.2024098337, -0.0369678363, -0.0446340963, -0.0333919637, 0.0641599074, 0.0344724432, 0.0434249863, 0.0475411005, 0.0691506937, 0.0799554884, -0.1027484611, -0.0843803063, -0.1025426537, 0.0863869116, 0.0213909224, -0.0313853584, -0.02688336, 0.0180337187, -0.1323330253, -0.0072932369, 0.0266518295, -0.0775372684, 0.028581256, -0.0845861137, 0.015988525, 0.0734211579, 0.040543709, 0.0568538047, 0.0964199379, 0.0572139658, 0.0721348748, 0.0432706326, -0.0387171842, 0.0194486324, -0.0616902374, 0.1122669727, 0.0455087684, 0.0372765437, 0.0352956653, -0.0601466931, -0.0764567927, -0.0009245175, -0.0608155616, -0.0230759569, 0.04867303, 0.0144578451, -0.0508082658, -0.0708485842, -0.0249282066, -0.0358359031, 0.0199374203, -0.0201432258, -0.0393860526, -0.0068816259, -0.068636179, 0.049084641, 0.1298633516, 0.0789779127, 0.000514916, -0.0559276789, -0.0128692836, 0.0013755212, 0.0329288989 ]
711.2304
Xin Liu
Xin Liu, Edwin L. Turner, Norio Narita, Yasushi Suto, Joshua N. Winn, Toru Yamada, Bun'ei Sato, Wako Aoki, Motohide Tamura
A Technique for Detecting Starlight Scattered from Transiting Extrasolar Planets with Application to HD 209458b
8 pages, 4 figures; Submitted to ApJ
null
null
null
astro-ph
null
We present a new technique for detecting scattered starlight from transiting, close-orbiting extrasolar giant planets (CEGPs) that has the virtues of simplicity, robustness, linearity, and model-independence. Given a series of stellar spectra obtained over various phases of the planetary orbit, the goal is to measure the strength of the component scattered by the planet relative to the component coming directly from the star. We use two complementary strategies, both of which rely on the predictable Doppler shifts of both components and on combining the results from many spectral lines and many exposures. In the first strategy, we identify segments of the stellar spectrum that are free of direct absorption lines and add them after Doppler-shifting into the planetary frame. In the second strategy, we compare the distribution of equivalent-width ratios of the scattered and direct components. Both strategies are calibrated with a ``null test'' in which scrambled Doppler shifts are applied to the spectral segments. As an illustrative test case, we apply our technique to spectra of HD 209458 taken when the planet was near opposition (with orbital phases ranging from 11 to 34$\arcdeg$, where 0$\arcdeg$ is at opposition), finding that the planet-to-star flux ratio is $(1.4 \pm 2.9)\times10^{-4}$ in the wavelength range 554$-$681 nm. This corresponds to a geometric albedo of $0.8 \pm 1.6$, assuming the phase function of a Lambert sphere. Although the result is not statistically significant, the achieved sensitivity and relatively small volume of data upon which it is based are very encouraging for future ground-based spectroscopic studies of scattered light from transiting CEGP systems.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 21:02:51 GMT" } ]
2007-11-16T00:00:00
[ [ "Liu", "Xin", "" ], [ "Turner", "Edwin L.", "" ], [ "Narita", "Norio", "" ], [ "Suto", "Yasushi", "" ], [ "Winn", "Joshua N.", "" ], [ "Yamada", "Toru", "" ], [ "Sato", "Bun'ei", "" ], [ "Aoki", "Wako", "" ], [ "Tamura", "Motohide", "" ] ]
[ -0.0135933887, -0.0482371114, 0.0271608867, 0.0359901153, 0.0042560254, 0.0721355826, -0.0188106615, 0.048418358, 0.0116967876, 0.0031766456, -0.0050910478, 0.002427391, -0.0731194839, -0.0350062139, 0.0939367935, 0.1056400537, -0.0221507512, -0.0104215983, 0.0196651034, 0.0395891294, -0.0079230042, 0.0067902217, 0.0154446792, 0.0230181385, -0.0242609624, -0.1297715604, 0.0266430434, 0.072083801, 0.1978161782, -0.0030763135, 0.0782979205, -0.0193543974, -0.0453630798, -0.1079185605, -0.1194146872, 0.0234841984, -0.0520691536, 0.1103006452, -0.0763301179, -0.0351097807, -0.0017849414, 0.0554610267, 0.0410131961, 0.02112801, 0.0344365872, -0.038242735, 0.0266948268, -0.0449488051, 0.0560824387, 0.0251930822, -0.010525167, -0.0166875031, -0.0032009196, 0.0095412647, -0.0120010208, -0.0988563076, 0.0271091014, 0.0889137089, -0.0650411323, -0.0439907983, -0.0212445259, -0.0093211811, 0.0042042411, 0.0630215406, -0.0359901153, 0.013800527, 0.0004114428, -0.0129331388, 0.0002595285, 0.0662839562, -0.0205583833, 0.0357570872, -0.0081495605, -0.1387820244, 0.0245846156, 0.0001792224, -0.034540154, 0.026746612, -0.0149009442, -0.1032061875, 0.0373365097, -0.0649375618, -0.0445345305, 0.0090622595, -0.0464246608, -0.0507486537, 0.0863244906, -0.0020875563, -0.0923314765, 0.0479522981, 0.0820781812, 0.0015155011, 0.0013763306, -0.0096318871, 0.0274457, -0.0155611942, -0.0246493462, -0.0907779485, 0.2276439518, -0.0194450188, 0.0675267801, -0.0386829004, 0.0096707251, 0.0157165471, 0.1937769949, 0.0007460181, 0.0739480406, 0.0700642094, 0.1286323071, 0.0134380357, 0.0400551856, 0.0240667723, -0.0143183703, 0.0458550341, 0.0148750516, -0.0046832464, -0.0521986149, -0.0633840337, -0.0458291396, 0.1228324547, -0.0453630798, 0.1396105736, 0.0316402316, 0.0126742171, 0.0568074211, -0.0017315389, 0.0654554069, -0.1115434691, -0.016182607, -0.0628144071, 0.0008374499, -0.0299313478, 0.0125835948, -0.0315884463, -0.0321839675, -0.024364531, 0.0401587561, 0.0165968817, 0.0064244946, -0.0111595253, 0.1122684479, 0.0427738652, 0.09082973, 0.0858584344, 0.0244163163, 0.0218141526, -0.0184740629, 0.0546324775, -0.0834763572, 0.1452032924, -0.0393302068, 0.0533378683, 0.0097354557, -0.0159754679, 0.0219177213, -0.0525611043, 0.018241033, 0.0184352249, -0.0285849553, -0.0584127344, 0.017231239, -0.0411685519, -0.0107711423, 0.1107149199, 0.0040585976, 0.0585680865, -0.0599144809, -0.08912085, -0.1959519386, 0.0726534277, -0.064160794, -0.0541664176, 0.0002651924, -0.0193285048, 0.0513700657, 0.0185905788, 0.0461657383, -0.0156259239, 0.0140853403, -0.076796174, -0.0540628508, -0.0633840337, 0.0774693713, -0.0253872722, 0.0440943651, -0.0569627732, 0.1019633636, 0.0094053308, 0.0350321047, -0.0492986925, -0.0261252001, 0.0427220799, 0.1778274179, 0.1573208272, -0.0904154554, -0.0892244205, 0.0225909185, 0.0033918743, 0.0044275611, -0.0581538118, 0.0373882949, 0.1186897084, 0.1269751936, 0.0147585366, 0.0149397822, -0.0824924558, 0.1346392781, 0.1648813337, 0.0527941361, 0.0371034779, 0.0396150202, -0.0010753341, -0.1020669341, 0.027134994, -0.0445863158, 0.0607430302, 0.0165839344, 0.0294135045, 0.0698570758, 0.0281706806, -0.0497906432, 0.0670089349, 0.0569627732, 0.0264876895, -0.0033595089, 0.0061461539, 0.0584645197, 0.0166875031, 0.0535967909, -0.0395632349, 0.024636399, 0.0128943007, -0.0559270866, 0.0120786969, 0.0188753922, -0.0010267864, -0.0023917891, -0.0440943651, -0.0372329392, -0.0897940472, -0.0014135507, 0.1119577438, 0.0129849231, -0.0535967909, -0.0725498572, 0.0067319642, -0.0394337736, -0.1011348143, 0.0077417586, 0.0896904767, 0.0993223637, 0.0532860868, -0.0847709626, -0.047796946, -0.0428515412, 0.0953349695 ]
711.2305
Yanbin Yang
Y.Yang (1), H.Flores (1), F.Hammer (1), B.Neichel (1), M.Puech (2), N.Nesvadba (1), A.Rawat (1 and 3), C.Cesarsky (2), M.Lehnert (1), L.Pozzetti (4), I.Fuentes-Carrera (1), P.Amram (5), C.Balkowski (1), H.Dannerbauer (6), S.diSeregoAlighieri (7), B.Guiderdoni (8), A.Kembhavi (3), Y.C.Liang (9), G. \"Ostlin (10), C.D.Ravikumar (11), D.Vergani (12), J.Vernet (2), H.Wozniak (8)((1) GEPI, Observatoire de Paris (2) ESO (3) Inter-University Centre for Astronomy and Astrophysics (4) INAF, Osservatorio Astronomico di Bologna (5) LAM (6) MPIA (7) INAF, Osservatorio Astrofisico di Arcetri (8) Centre de Recherche Astronomique de Lyon (9) NAOC (10) Stockholm Observatory (11) Department of Physics, University of Calicut (12) IASF-INAF)
IMAGES I. Strong evolution of galaxy kinematics since z=1
17 pages, 6 figures, Accepted by A&A
null
10.1051/0004-6361:20078219
null
astro-ph
null
(abbreviated) We present the first results of the ESO large program, ``IMAGES'' which aims at obtaining robust measurements of the kinematics of distant galaxies using the multi-IFU mode of GIRAFFE on the VLT. 3D spectroscopy is essential to robustly measure the often distorted kinematics of distant galaxies (e.g., Flores et al. 2006). We derive the velocity fields and $\sigma$-maps of 36 galaxies at 0.4<z<0.75 from the kinematics of the [OII] emission line doublet, and generate a robust technique to identify the nature of the velocity fields based on the pixels of the highest signal-to-noise ratios (S/N). We have gathered a unique sample of 63 velocity fields of emission line galaxies (W0([OII]) > 15 A) at z=0.4-0.75, which are a representative subsample of the population of M_stellar>1.5x10^{10} M_sun emission line galaxies in this redshift range, and are largely unaffected by cosmic variance. Taking into account all galaxies -with or without emission lines- in that redshift range, we find that at least 41+/-7% of them have anomalous kinematics, i.e., they are not dynamically relaxed. This includes 26+/-7% of distant galaxies with complex kinematics, i.e., they are not simply pressure or rotationally supported. Our result implies that galaxy kinematics are among the most rapidly evolving properties, because locally, only a few percent of the galaxies in this mass range have complex kinematics.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 21:11:57 GMT" } ]
2009-11-13T00:00:00
[ [ "Yang", "Y.", "", "1 and 3" ], [ "Flores", "H.", "", "1 and 3" ], [ "Hammer", "F.", "", "1 and 3" ], [ "Neichel", "B.", "", "1 and 3" ], [ "Puech", "M.", "", "1 and 3" ], [ "Nesvadba", "N.", "", "1 and 3" ], [ "Rawat", "A.", "", "1 and 3" ], [ "Cesarsky", "C.", "" ], [ "Lehnert", "M.", "" ], [ "Pozzetti", "L.", "" ], [ "Fuentes-Carrera", "I.", "" ], [ "Amram", "P.", "" ], [ "Balkowski", "C.", "" ], [ "Dannerbauer", "H.", "" ], [ "diSeregoAlighieri", "S.", "" ], [ "Guiderdoni", "B.", "" ], [ "Kembhavi", "A.", "" ], [ "Liang", "Y. C.", "" ], [ "Östlin", "G.", "" ], [ "Ravikumar", "C. D.", "" ], [ "Vergani", "D.", "" ], [ "Vernet", "J.", "" ], [ "Wozniak", "H.", "" ] ]
[ 0.0399659313, 0.1355179101, 0.014529394, -0.0039353245, -0.0228646062, 0.0974371582, -0.0605952479, -0.0361147672, -0.0518695302, 0.0200233627, -0.0092845382, 0.0419588424, -0.1259303838, -0.1091791689, 0.0849410743, 0.0661430806, -0.0334216468, 0.0212487336, -0.0620495342, 0.1107411832, 0.0342295803, -0.0724449828, -0.0465371497, -0.0709906965, -0.1042776853, -0.0988914445, -0.0672203302, 0.0311324913, 0.0397504829, -0.1272230893, -0.0183670931, -0.039265722, -0.0336370952, -0.1011536643, -0.1662195027, 0.1941202432, -0.0558553524, 0.030917041, -0.0781005397, -0.0925895348, -0.017074395, -0.0237668026, -0.0580098517, -0.0600566231, 0.0046792994, -0.0243727546, 0.0147717744, -0.0310516972, -0.0503075197, -0.0524081551, -0.0840254128, -0.0054064426, -0.0015687436, -0.0699134469, -0.0496611707, 0.0267696343, 0.0072377655, -0.0149737587, -0.0596795864, -0.0054872362, -0.0241977014, -0.0660892129, 0.0751919672, -0.0257731788, -0.0735760927, 0.0774541944, -0.0691055134, 0.0159298182, 0.0243458245, 0.0507653505, -0.0353606939, 0.0104964431, -0.0079312446, 0.0168320127, 0.0675973669, -0.0681359917, -0.028466301, 0.0138157168, -0.0875803307, -0.0730374679, 0.0679744035, 0.0420396365, 0.0257597137, -0.0094595915, -0.0957674235, 0.055532176, 0.0475605354, -0.0345796868, -0.0710984245, 0.0366803221, -0.05558604, 0.0932897478, -0.039831277, 0.0034808603, -0.0073118266, -0.0223663785, 0.0774541944, -0.0882805437, 0.1396114528, 0.0058407085, 0.0318865664, 0.096683085, 0.0454868339, -0.101207532, 0.1122493297, -0.0030987735, -0.0168185476, -0.0184478872, 0.0112235863, -0.0247901883, -0.0100386124, -0.0233493689, 0.0158355571, 0.0469949804, 0.0003993395, -0.0579559878, -0.0687284768, -0.0080120387, -0.0726604313, -0.0197136533, -0.0588716492, 0.1022309139, -0.0126913376, 0.0158759542, 0.0742224455, -0.0986759961, -0.0248709824, -0.0203734692, -0.0756767318, 0.0164549761, 0.0970601216, -0.0591948256, 0.0093922634, -0.0128057953, -0.0611338727, 0.0455406941, 0.1023925021, -0.1079941988, -0.0786930248, 0.1265767366, -0.0684591606, 0.0700750351, 0.0304322802, 0.0611338727, 0.1170969456, 0.0350913815, -0.1047085896, 0.0437632352, 0.0228107441, -0.028358575, 0.0195116699, 0.0041238433, -0.0144620659, -0.151461184, 0.0028210455, -0.0294088926, -0.0169532038, 0.0314287357, -0.0506845564, 0.0473181568, -0.0282777827, -0.0121392477, 0.0539163053, 0.0424705371, -0.0221778601, -0.0243188925, -0.0874187425, -0.0639885813, -0.1274385452, -0.0800934508, -0.013250161, 0.0199291036, -0.0062547759, -0.0743301734, 0.0533507504, -0.0227838121, -0.0468333922, -0.00263421, -0.0628574714, -0.0544818603, -0.0049486118, 0.0672203302, -0.0013364619, -0.0390502699, -0.077131018, 0.0483684726, 0.0025517333, 0.1040083766, -0.0119641945, 0.0061201202, -0.0331792645, 0.0777773634, 0.0010141288, 0.1558779031, -0.0643656179, -0.0933974758, -0.0067227059, 0.0707752481, -0.0519772582, 0.0055545643, 0.1210827678, 0.0171147902, 0.054885827, -0.163957268, -0.1151579022, -0.0584407486, 0.0795009658, 0.0140850283, -0.0922124982, 0.0356838666, 0.0114794327, 0.0420127064, 0.0248036552, -0.0118968673, -0.0627497435, -0.0223933104, -0.1445667893, 0.0024440084, 0.1090714484, 0.0354684182, -0.0975987464, 0.0269446857, 0.043466989, 0.0494726524, 0.0533238165, 0.0150141558, 0.0265003219, -0.0571480505, -0.0139234411, -0.0644194782, 0.0581175759, 0.0308362488, -0.0328560881, -0.012327766, 0.0209255591, 0.0842408612, 0.0204946585, 0.0124691557, -0.0458100066, -0.0253153481, -0.0015056236, 0.0736299604, 0.0043628579, -0.0399390012, -0.1088559926, 0.0134858089, -0.0096211787, -0.0158624891, 0.0903811753, -0.0405584201, 0.0751919672, 0.0087795779, -0.0755690038, -0.1203286946, -0.004073347, 0.0236725435 ]
711.2306
Xavier Calmet
Xavier Calmet and Stephen D. H. Hsu
TeV gravity in four dimensions?
5 pages
Phys.Lett.B663:95-98,2008
10.1016/j.physletb.2008.04.002
null
hep-ph hep-th
null
We describe a model in which the fundamental scale M_\star of the theory which unifies gravity and quantum mechanics is in the TeV range, but without requiring additional spacetime dimensions. The weakness of gravity at low energies is due to a large vacuum expectation of a dilaton like field. The model requires a small dimensionless parameter (the self-coupling of the dilaton) but no fine-tuning. We discuss in detail the dynamical assumptions about nonperturbative quantum gravity required within the model. We observe that M_\star could be quite small, less than a TeV, and that the model could lead to copious strong coupling effects at the LHC. However, semiclassical black holes will not be produced.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 21:25:49 GMT" } ]
2008-11-26T00:00:00
[ [ "Calmet", "Xavier", "" ], [ "Hsu", "Stephen D. H.", "" ] ]
[ -0.0104729515, 0.0209935885, -0.0131850708, 0.0447052568, -0.0652815998, -0.0059845438, 0.0034721084, 0.0596070103, -0.0351442918, 0.0024960437, -0.0625635162, -0.0166422781, -0.1336150765, 0.0457066558, 0.0763446614, -0.0205763411, 0.027800709, 0.0057878406, 0.0674274489, 0.0898873731, -0.1515448689, -0.05355094, 0.0526449122, 0.0347628072, 0.0104491087, -0.0659968853, -0.0251780022, 0.0606560931, 0.1222658977, 0.0112716854, 0.0678089336, -0.0365510173, -0.1030009165, -0.1442012787, -0.0145798745, 0.0945605636, 0.0200637206, 0.078109026, -0.059988495, 0.0009835156, -0.0404373966, 0.0064315964, -0.0443714596, 0.1324706227, 0.0139957266, -0.0485201068, -0.0109796114, -0.0066759852, -0.0180490036, -0.0150567312, -0.0096801789, -0.0750571489, 0.066282995, 0.0590347834, -0.1120611802, -0.0950851068, 0.004813266, -0.0192888286, 0.0187285226, 0.011867756, -0.0583671853, -0.1425799727, -0.1115843281, 0.0177986529, -0.044800628, 0.0020609123, 0.0192530639, -0.0234851632, 0.0255594868, 0.1096768975, -0.0789196789, -0.032616958, 0.1019518301, 0.1058620512, 0.0679043084, -0.0579857007, -0.0230917558, 0.041057311, -0.07272055, -0.000663128, 0.0322593153, 0.0039519449, 0.0415103212, 0.0188238937, -0.1120611802, 0.0272284821, 0.018561624, 0.0534078814, -0.0432270057, 0.0205524974, 0.0679996759, 0.0183947235, 0.0096682571, -0.0297796633, 0.075534001, -0.0514527708, 0.134187296, -0.0067773173, 0.0122552011, -0.0238189623, -0.0801595077, 0.0269900542, 0.0846896395, -0.0945128798, 0.1548828632, 0.0151759451, 0.0466603674, 0.0188715793, -0.0300657768, 0.0391260423, 0.0592255257, 0.0004567387, -0.0495930314, 0.0011362586, -0.0914609954, -0.1305631995, -0.1116796955, -0.0243554246, -0.0812562779, 0.0706223845, 0.0386968702, 0.0635172278, 0.0472087525, -0.0331176557, 0.0242123678, -0.0743895471, 0.0630880594, -0.0891720876, -0.0990906954, 0.0606560931, 0.1640384942, -0.0045927204, -0.0086310953, 0.0515004583, 0.0007089509, -0.0341428965, -0.0174290892, -0.0390068293, 0.0759631768, -0.0021980086, 0.1010934934, -0.0362172201, -0.0019893839, 0.0391022004, 0.1063389108, 0.0755816922, -0.0055643143, 0.0321639441, 0.0634695441, -0.0700024739, -0.0562690198, -0.0493069179, 0.0518342555, -0.0438946038, -0.003492971, -0.1664227694, -0.0013754318, 0.0863586366, 0.0674751401, -0.0966110453, 0.0379100591, 0.069907099, 0.0030056834, 0.0014752735, 0.1249362975, 0.0236401409, -0.046803426, -0.0333799273, -0.0784905106, -0.0698594153, 0.0020817749, 0.0056745876, -0.0133996559, 0.0135188699, 0.0488777496, 0.1009027511, 0.0044764867, -0.1427707076, -0.0750571489, 0.0494022891, -0.0006187953, 0.0340713672, 0.0535986237, -0.0131016206, -0.0901257992, -0.0080171432, -0.0380054303, 0.0573657863, 0.0399605408, -0.035430409, -0.0817331299, 0.0555060469, 0.0717668384, 0.1006166339, -0.051548142, -0.0259409714, 0.0285159945, 0.0472325943, 0.116829738, 0.0230083056, 0.0491161756, 0.1150176898, 0.0953712165, -0.0803025663, 0.0076177758, -0.0641848296, 0.1484929919, 0.0199445058, -0.1325659901, -0.0051321639, -0.0495930314, -0.0088158771, 0.0378385298, 0.0055732555, -0.0587486699, 0.0089887371, -0.0392929427, -0.0202306192, 0.0448483154, 0.0683811605, -0.0131135425, 0.0596546978, -0.0142818401, 0.0351919793, 0.0128155071, -0.0738650113, -0.0064852429, 0.0251064729, 0.005093419, 0.0589870997, 0.0724344403, -0.0226983503, -0.0986138359, -0.0204452053, 0.0358834192, -0.041057311, 0.0237593539, 0.050975915, -0.0471133813, -0.1108213514, -0.0270138979, 0.0435131192, -0.0521203689, 0.0762016028, -0.075534001, 0.0279437676, -0.0457304977, -0.0625158325, 0.0742941797, 0.0130777778, 0.0179893952, 0.0460404567, -0.0069084526, 0.0643278882, -0.0633264855, 0.0920809135 ]
711.2307
Matilde Mart\'iAnez
Matilde Mart\'inez, Shigenori Matsumoto and Alberto Verjovsky
Horocycle flows for laminations by hyperbolic Riemann surfaces and Hedlund's theorem
Corrected version of previous paper "Hedlund's theorem for compact minimal laminations"
null
null
null
math.DS
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We study the dynamics of the geodesic and horocycle flows of the unit tangent bundle $(\hat M, T^1\mathcal{F})$ of a compact minimal lamination $(M,\mathcal F)$ by negatively curved surfaces. We give conditions under which the action of the affine group generated by the joint action of these flows is minimal, and examples where this action is not minimal. In the first case, we prove that if $\mathcal F$ has a leaf which is not simply connected, the horocyle flow is topologically transitive.
[ { "version": "v1", "created": "Wed, 14 Nov 2007 21:45:22 GMT" }, { "version": "v2", "created": "Tue, 27 May 2008 19:50:59 GMT" }, { "version": "v3", "created": "Wed, 21 Nov 2012 21:54:46 GMT" }, { "version": "v4", "created": "Wed, 15 Apr 2015 17:23:43 GMT" } ]
2016-02-01T00:00:00
[ [ "Martínez", "Matilde", "" ], [ "Matsumoto", "Shigenori", "" ], [ "Verjovsky", "Alberto", "" ] ]
[ -0.0551830493, 0.0922097489, -0.0065663746, 0.0411322825, 0.0675762817, -0.0162820593, -0.0182710979, 0.0182838477, -0.0213056542, -0.0512304716, -0.0438608341, -0.026954012, -0.1455567628, 0.0250032246, 0.0481449142, 0.0798165128, 0.0340941474, 0.0314675979, 0.0425093062, 0.1570829898, 0.0016766569, -0.073033385, 0.0831825808, 0.1401506662, -0.0136682596, -0.0155552952, 0.0153257912, -0.0298100654, 0.0915467367, -0.0383527279, 0.091138728, -0.072217375, 0.0350376666, 0.001291759, -0.1068980321, 0.1814614534, -0.0155807957, 0.138416633, -0.0275915246, 0.0775724724, 0.0087657915, -0.0281780344, -0.0161800571, 0.092362754, 0.0451103561, -0.0217136629, 0.0313655958, 0.1093460768, 0.0002817007, 0.0492414348, -0.0755834356, 0.0084342854, 0.0813975483, -0.0340176448, -0.1008289158, 0.0167155676, -0.0526840016, 0.0352161676, -0.0185898524, -0.0192911159, -0.0115134688, -0.113222152, -0.0534490161, -0.0326916203, -0.0115070939, 0.0708913431, -0.1208722964, -0.0119852275, 0.0186918546, 0.1221983209, -0.0625271872, -0.0273620188, -0.0295550618, -0.033711642, 0.013477006, -0.0687493086, -0.0200943816, 0.1139361635, 0.0062858695, 0.0411322825, 0.1387226284, 0.0538570248, 0.0805815309, 0.0333291329, -0.0802245215, 0.0268775113, -0.0156827979, 0.03789372, -0.1747293174, -0.0344511531, 0.0952698067, 0.0218029134, -0.0647712275, -0.0145735266, 0.1252583861, -0.0213694051, 0.0213311557, 0.0310085882, -0.0143695232, 0.0354966745, 0.0426113084, -0.0108377058, 0.0640062168, -0.0415657908, 0.1100600883, 0.0454163626, -0.0814485475, 0.0014965597, -0.0786944926, -0.0020288823, 0.0392452441, -0.0930257663, -0.0206426419, 0.0319776088, 0.1083260551, 0.0609971583, -0.0018216908, -0.0144715253, -0.0907817259, -0.0266225059, -0.0212929044, -0.1501468569, 0.0667602643, 0.0021069776, -0.0018471914, -0.016409561, 0.012405986, -0.0159760527, -0.0213694051, 0.0046410882, 0.0841005966, -0.0334056355, -0.0019826626, -0.1401506662, 0.0284330398, 0.0321816094, 0.1022059396, -0.0130052473, 0.0997578949, -0.020298386, 0.0259594936, 0.0644652247, 0.0746144205, 0.0124314865, 0.0788984969, 0.0902207121, 0.0173785798, 0.1091420725, -0.0147265298, 0.0581411049, 0.0144715253, -0.0303710774, -0.0142547712, 0.0943007916, -0.0436058268, -0.048093915, 0.0702283308, 0.0225296784, 0.0452123582, -0.0660972521, -0.0230269376, 0.0284075402, 0.0468698889, 0.0108504565, 0.069922328, -0.0168175697, -0.04995545, 0.0752774328, -0.0428663157, -0.1332145333, -0.0014854032, -0.126176402, -0.1017469317, 0.033890143, 0.0119214766, 0.0398317575, -0.0971058458, -0.09618783, -0.0189978611, 0.0337371416, 0.0060786782, 0.163611114, -0.0440393351, -0.0794595107, -0.1287264377, 0.0181180947, 0.0647202283, 0.1122021303, -0.0204258878, 0.0216244105, -0.1769733578, 0.0715033561, 0.002357201, -0.0117238481, 0.0084852865, -0.0545710362, 0.0626291931, 0.0409027785, 0.0091865491, -0.0431723185, 0.0402907655, -0.0089060441, 0.0710953474, -0.0733903944, -0.042228803, 0.0459263735, -0.0227719322, 0.0703303367, 0.0014280272, 0.0504654571, -0.01212548, 0.0339156426, -0.0010765985, 0.0985848755, -0.0367971994, 0.0379192196, 0.000478931, 0.0397042558, 0.0826725736, 0.0806325302, -0.0878236666, -0.0163075589, -0.0046060248, 0.0195333716, 0.0293000564, 0.0156700481, 0.0366441943, -0.0398572572, -0.0489864312, 0.0420757979, 0.077011466, 0.006681127, -0.1024099439, -0.0125972396, 0.103990972, -0.0286115427, -0.0085554123, -0.0393982492, -0.0242382102, -0.092821762, -0.0016910009, -0.0078541487, 0.0000467177, -0.0687493086, 0.0148922829, -0.0173785798, -0.054928042, -0.0421523005, 0.0301160719, -0.0071273856, 0.0131837502, 0.0557950586, -0.0136682596, 0.048884429, -0.0589061193, 0.0237282012 ]