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
712.1479
Ilya Narodetskii
O.N.Driga, I.M.Narodetskii and A.I.Veselov
P Wave Baryons in Field Correlator Method: Hyperons
15 pages, no figures
Phys.Atom.Nucl.71:335-342,2008
10.1007/s11450-008-2014-7
null
hep-ph
null
We provide an investigation of the P-wave hyperons employing the field correlator method in QCD. This method allows to derive the Effective Hamiltonian successfully applied to the meson and ground state baryon spectra. The hyperon spectrum appears to be expressed through two parameters relevant to QCD, the string tension \sigma, the strong coupling constant \alpha_s, and the bare strange quark mass m_s. Using these parameters a unified description of the ground and excited hyperon states is achieved. We also briefly consider the nucleon P-wave excitations. In particular, we predict that both the nucleon and hyperon states have the similar cost (in \Delta L) ~460 MeV.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:02:19 GMT" } ]
2008-11-26T00:00:00
[ [ "Driga", "O. N.", "" ], [ "Narodetskii", "I. M.", "" ], [ "Veselov", "A. I.", "" ] ]
[ -0.0465775169, 0.0379252695, 0.0219173636, -0.0326890387, 0.0228399374, 0.0640316159, -0.0069068372, 0.0338110887, 0.0543570593, 0.0248097572, -0.0127788959, 0.050018467, -0.0484226644, 0.0648793876, -0.0227152668, 0.0833807364, -0.0206083059, 0.0572993197, 0.0571497157, -0.069467321, -0.1278637648, -0.0163071174, -0.0993387699, 0.0050149374, -0.0061993226, -0.0479489081, -0.0279016271, 0.050018467, 0.084627457, -0.0594935492, 0.04141609, -0.019760536, -0.0215932168, -0.0794909671, -0.0222041104, 0.1261682212, -0.1030290648, 0.0607901402, -0.0692678466, 0.049843926, -0.072509326, 0.0020508568, -0.0546064004, 0.0648793876, 0.0505670235, -0.0683203414, -0.0754017159, -0.0153596094, 0.0604410581, -0.0578977466, 0.0185262822, 0.0232264213, 0.0328137092, 0.0612888299, 0.0373019092, 0.0235007014, 0.0772468671, 0.0267297085, -0.0039552241, -0.0492454991, 0.04029404, -0.0580473542, -0.0396706797, 0.0016970997, -0.0832311288, 0.0110521866, -0.0981419161, 0.0402691066, 0.0586956479, 0.1397325397, 0.0011259454, 0.0002620063, 0.0254331194, -0.0105597312, -0.0204337649, -0.0464528427, 0.0931550339, -0.1303572059, -0.0101171453, 0.0716615543, -0.0400446951, 0.0394462682, -0.0189501662, -0.0612888299, -0.0428124182, 0.0430866964, 0.0273281354, 0.0532599427, -0.008720817, 0.052262567, -0.0112952972, 0.0066574928, 0.0032508264, -0.0201968886, 0.0356063657, -0.0396956131, 0.0015046371, 0.0206706431, -0.0206831098, 0.003113687, 0.0012412671, 0.0081348578, 0.0818348005, -0.035631299, 0.1073177904, -0.0278766938, -0.0562520735, -0.0374764502, -0.005800372, 0.0068382677, 0.1023309007, 0.0024264317, -0.1437220573, 0.0126479901, 0.029796645, -0.0566011555, 0.0491956323, 0.0145492405, -0.0159455687, 0.0490958914, -0.0007566041, 0.0042949556, 0.0129534369, 0.037700858, 0.0147611825, -0.0018763159, -0.0692678466, -0.1315540522, 0.0124921491, -0.1183886752, 0.0715119466, -0.0107779074, -0.0279514957, -0.0034534186, -0.1105093956, 0.0420643836, -0.0033318633, -0.0008563419, 0.1523992419, 0.0333622694, 0.0501680747, 0.0135019943, 0.1264674366, 0.0178281181, 0.0162323136, 0.0758505389, -0.0005271295, 0.0023983805, 0.0611392222, 0.0180649944, -0.0589948632, -0.0928059518, 0.0410171375, 0.0514147952, 0.0487468094, -0.0954490006, 0.074304603, 0.0703649595, 0.0511654504, -0.0470263362, 0.069118239, 0.0618373863, -0.0336116105, 0.0651786029, 0.1392338574, 0.0539082363, -0.1357430369, -0.0690185055, -0.1289608777, -0.1054227725, -0.0475250222, 0.0379751362, -0.0514646657, 0.0729581416, 0.1038269699, 0.0715119466, -0.0463032387, -0.0261562169, -0.1721473038, 0.0111145219, 0.0665749311, 0.0321155451, 0.106320411, -0.0461785644, -0.0729581416, -0.0197854713, 0.112504147, 0.0203838963, -0.0593439452, -0.0107529731, 0.0245728809, 0.0881182775, 0.115895234, 0.0682206005, -0.007037743, -0.1730449498, 0.0180525277, 0.0749529004, -0.0357061028, -0.0546064004, 0.0272533316, -0.0332874656, 0.0994883776, -0.0858741775, -0.0242861342, -0.0437349901, 0.1573861241, 0.0404187106, -0.0048029944, -0.0226030611, 0.0388977118, 0.0476995632, 0.1118059829, 0.0239869226, -0.1088138521, -0.0665749311, -0.0617875196, 0.0870211646, 0.0705644339, -0.0044383286, -0.0689686313, 0.0612888299, 0.0587455183, 0.0809870288, -0.0085961446, -0.0478491709, 0.0444580875, -0.0732573569, -0.0504672863, 0.0436851233, -0.0092319725, -0.0439594015, 0.0534095503, -0.0065328209, 0.0188005604, -0.052761253, 0.0582468286, 0.0153720761, -0.0356811695, -0.1885042936, 0.0029609636, -0.0267047752, 0.0198852085, 0.0723597184, 0.012161768, -0.0019604696, -0.0427625477, -0.0053546689, 0.157585606, -0.113302052, -0.0278766938, 0.0780946389, -0.0533098131, 0.0148235187, -0.0495447144, 0.0260066111 ]
712.148
Oliver Kern
Daniel Geberth, Oliver Kern, Gernot Alber and Igor Jex
Stabilization of quantum information by combined dynamical decoupling and detected-jump error correction
null
Eur. Phys. J. D 46, 381-394 (2008)
10.1140/epjd/e2007-00303-6
null
quant-ph
null
Two possible applications of random decoupling are discussed. Whereas so far decoupling methods have been considered merely for quantum memories, here it is demonstrated that random decoupling is also a convenient tool for stabilizing quantum algorithms. Furthermore, a decoupling scheme is presented which involves a random decoupling method compatible with detected-jump error correcting quantum codes. With this combined error correcting strategy it is possible to stabilize quantum information against both spontaneous decay and static imperfections of a qubit-based quantum information processor in an efficient way.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:19:24 GMT" } ]
2008-03-06T00:00:00
[ [ "Geberth", "Daniel", "" ], [ "Kern", "Oliver", "" ], [ "Alber", "Gernot", "" ], [ "Jex", "Igor", "" ] ]
[ -0.0048347414, 0.1091657504, -0.012192864, 0.0982658565, -0.0064822379, 0.0709049106, -0.0053004893, 0.1381394416, -0.0114629604, 0.0246498827, 0.1324670464, -0.0174898766, -0.0898128822, -0.0218832009, 0.0025077397, -0.0055333632, 0.0338119082, 0.0677350387, 0.0135623012, 0.1123912334, -0.1243477464, -0.0115394257, 0.0154183414, 0.0405409224, 0.0214105006, -0.0599494055, 0.1465924233, 0.0665115863, 0.148594439, -0.0422648862, 0.0626743808, -0.0245803688, -0.0836399868, 0.0076813651, -0.0517744869, 0.1117238924, -0.0676794276, -0.0039171488, -0.1706166714, 0.036091987, 0.0277224295, -0.0859200656, -0.1183416843, 0.065510571, 0.0090855602, 0.0105036581, 0.0239825416, -0.0240937658, 0.026777029, 0.0337284915, -0.0248445235, 0.0254006404, -0.0493831821, -0.0298912842, -0.0389003791, -0.0479928888, 0.0365924947, 0.0524974391, -0.0132077765, -0.0566961206, 0.1154498756, -0.0547219068, -0.04337712, 0.0526086614, -0.0955964997, 0.0160300694, -0.0596713461, 0.0328108966, 0.006339733, 0.0554170497, 0.0314206071, 0.0535540581, 0.0685692132, 0.0287234392, -0.0016353313, -0.0240659602, -0.0519691259, 0.1053841561, 0.0189635865, 0.0687916651, 0.0353412293, 0.0151819922, 0.1201212555, -0.0201870445, -0.0083348025, -0.0679574907, -0.0805257335, 0.0534428358, -0.026832642, 0.0203816853, -0.0215217248, 0.0919261277, -0.0604499094, 0.0713497996, 0.0286678281, -0.1453689635, 0.1320221573, -0.0157798175, 0.0237044841, -0.059504509, -0.0717946962, -0.0526920781, 0.0206180345, -0.1294640154, 0.1703942269, -0.1003234908, -0.0331723727, 0.0399291962, -0.070460014, 0.0769665837, 0.0617845915, -0.0222307742, -0.1339129508, -0.0162386149, 0.0428488106, -0.1117238924, -0.0116019892, -0.0657886341, -0.0101699885, 0.078356877, -0.1234579533, -0.0517466813, 0.0123457955, -0.001186962, 0.0018629917, -0.0311981589, 0.0795247182, -0.1514862478, -0.0497446582, 0.0236905813, 0.0802476704, 0.0469362698, 0.0146258753, 0.0060095387, 0.0658998564, -0.0834731534, 0.0069618886, 0.0429044217, 0.0276251081, -0.0302249547, 0.0929271355, -0.0744084418, 0.098043412, 0.0632304922, 0.0387057364, 0.0656774119, 0.0817491859, 0.0230788514, -0.0160161667, 0.0229259208, -0.0882001445, -0.0481041148, -0.009189832, -0.0068089566, 0.0262626223, -0.0353690349, 0.0317820832, 0.0416809618, 0.0675125942, 0.006096432, -0.0761880204, 0.0494944043, 0.0562512279, 0.0080428412, 0.0875328034, -0.0145007484, -0.0501339398, 0.0241215713, -0.0750757828, 0.0365090743, 0.0676238164, -0.0945954919, -0.0153627302, 0.0432658978, 0.017031081, -0.0361754075, -0.0611172505, -0.1967541724, -0.0273470487, -0.0443503261, -0.0042508189, -0.0597825684, 0.0474645793, 0.0793022737, -0.0953740552, -0.0474089682, -0.0134719322, 0.0543048158, 0.0349241421, 0.0804145038, -0.0906470567, 0.1030484661, -0.0004514105, 0.0506900586, 0.0079594236, -0.0974872932, 0.0529145263, 0.0070383549, 0.0383998752, -0.1230130643, -0.0564458668, -0.0090508033, 0.0243023094, -0.0341455787, 0.0083765108, -0.0586703345, 0.0394564942, -0.018935781, -0.043877624, -0.0164471585, -0.0107469596, -0.0239547361, -0.0016735643, 0.0561678074, 0.0049876738, -0.0729625374, 0.0157659147, 0.0199785009, -0.0216329489, -0.012804592, -0.0029804392, 0.0659554675, 0.0795247182, 0.0989888087, -0.0539989546, -0.0100796195, 0.0658442453, 0.0178374499, 0.0828614235, 0.0285566039, -0.0014111467, -0.0355080664, 0.0468528494, 0.0085224919, 0.0335616581, 0.0760211796, -0.0163081288, -0.098043412, -0.04571281, -0.0387613513, -0.0028448857, 0.0009566949, 0.000858071, 0.0241910852, -0.0749645606, 0.1044943705, -0.1114458293, 0.0190887135, 0.0171144977, -0.0267631263, -0.0786349326, 0.0784124881, 0.0285287984, -0.0419034101, -0.0273470487, -0.0485212021 ]
712.1481
Ganna Ivashchenko
A. Golovin, M. Andreev, E. Pavlenko, Yu. Kuznyetsova, V. Krushevska, A. Sergeev
Monitoring of FR Cnc Flaring Activity
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 34-35, 2007
null
null
astro-ph
null
Being excited by the detection of the first ever-observed optical flare in FR Cnc, we decided to continue photometrical monitoring of this object. The observations were carried out at Crimean Astrophysical Observatory (Crimea, Ukraine; CrAO - hereafter) and at the Terskol Observatory (Russia, Northern Caucasus). The obtained lightcurves are presented and discussed. No distinguishable flares were detected that could imply that flares on FR Cnc are very rare event.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:04:00 GMT" } ]
2007-12-11T00:00:00
[ [ "Golovin", "A.", "" ], [ "Andreev", "M.", "" ], [ "Pavlenko", "E.", "" ], [ "Kuznyetsova", "Yu.", "" ], [ "Krushevska", "V.", "" ], [ "Sergeev", "A.", "" ] ]
[ -0.02754784, 0.1264967769, -0.0490720235, -0.0151889594, 0.0285604373, 0.1161111593, 0.0641830936, -0.0444504246, 0.055874601, 0.0696874708, 0.0127548315, -0.0189407635, -0.0420357697, 0.0547841117, 0.1156957373, 0.1485142708, -0.0852139592, 0.069843255, -0.0057445425, 0.0806442872, -0.0249903835, -0.0887969956, -0.0267429557, -0.0494355224, -0.1210962534, -0.1518376768, -0.0136960279, -0.0094833635, 0.029469179, 0.0124172997, 0.1103990749, -0.0662082881, -0.0801769346, -0.038790267, -0.0640792325, 0.0933666676, 0.0595095642, 0.0020089671, -0.0433080085, 0.0224069618, -0.0333637819, -0.0063806614, 0.0167338196, 0.0044885324, 0.046397727, -0.0726992935, 0.0116708335, 0.0200312529, -0.0053842915, -0.0410231724, -0.0684411898, 0.078099817, -0.0925358161, -0.0271324161, -0.0886412114, 0.0615866892, -0.0330262519, 0.0182656981, -0.0575882271, -0.0771651119, 0.0344542712, -0.0237700734, 0.0392835848, -0.0125276465, -0.0023237811, -0.0116059231, 0.0299365316, 0.1057255492, 0.1011039466, 0.0301182792, 0.0148254633, -0.0119824018, 0.0856293812, -0.0471506864, 0.0822540596, -0.0672987774, 0.0341167413, 0.0253019519, 0.0209399927, 0.0033623425, 0.0601327009, 0.0455668792, -0.1128916219, -0.0584710054, 0.0579517223, -0.1343898326, -0.0095677469, -0.0035375997, 0.0374661013, 0.0199663416, -0.0023140446, 0.1201615483, 0.0541090481, 0.0540571176, 0.0293133948, -0.0247437246, 0.0187719967, 0.0121836225, 0.1417636275, 0.0398288295, 0.048033461, 0.0464496575, 0.0393614769, -0.0615866892, 0.1326242834, 0.0845908225, -0.0517203547, -0.0280151926, 0.0062897871, 0.0166948736, 0.0224718712, -0.09980575, -0.0943013728, 0.0259640347, 0.0439051799, -0.0126315029, -0.056082312, -0.0127483411, 0.0818905607, -0.0954957157, -0.1402057856, 0.1130993292, -0.0138258478, -0.0199793242, 0.0232767556, -0.0383488797, 0.0979882628, -0.0580036528, -0.0978324786, -0.02754784, 0.1404134929, -0.1468525827, 0.0434897579, -0.1201615483, -0.0977805555, 0.0453332029, 0.0572247319, -0.0751399174, 0.0144879306, 0.0680257678, 0.0448658504, -0.0213554185, 0.0830329806, 0.0581075065, -0.0303779189, -0.0468131527, -0.1304433048, 0.0301182792, 0.0774766803, -0.0580555797, -0.0797615126, -0.0426069796, -0.0115020666, -0.0785671696, -0.0146437148, -0.0320396163, 0.0064098709, 0.0233157016, -0.0708818138, -0.094872579, 0.0672468469, -0.0033428695, -0.0819424912, 0.010444033, 0.0230560619, -0.065689005, -0.1128916219, 0.0120083652, -0.0978324786, 0.1235888004, -0.014591787, -0.0440869294, -0.1008443087, -0.0019959852, 0.0038296951, 0.0783075243, 0.0857332423, -0.0644427314, -0.1275353283, 0.0724915862, -0.0214073453, 0.0374661013, 0.1379209459, -0.0549398959, 0.0033298873, -0.0679738373, 0.0789306611, 0.0047059814, -0.026366476, -0.0056731412, -0.0124951918, 0.0507077575, 0.0092756515, 0.0926396698, -0.0007123882, -0.0562900268, -0.0528368093, -0.062417537, -0.0559265278, -0.0897317007, -0.0031027021, 0.0222901236, 0.0772689655, -0.0720242336, -0.0128067601, -0.0495913066, 0.0683373362, 0.0687527582, -0.0099831708, 0.0736339986, 0.0644427314, 0.0053583276, 0.0657928586, 0.0939898044, -0.0475920737, -0.0129235983, -0.0146437148, 0.0122874789, 0.0151759777, 0.0241335686, -0.0395691879, 0.0838119015, 0.1048946977, 0.0252110772, 0.0276516955, 0.0518501773, 0.0333637819, 0.0072374744, 0.0581075065, -0.0570170172, 0.0126120299, 0.0586267896, 0.0095352912, -0.0192653127, 0.055874601, -0.0302221347, 0.0246658325, -0.0778401718, 0.0188628715, 0.012365371, -0.0625733212, 0.0208880659, -0.0595614947, -0.02587316, -0.0508116148, 0.0372324251, -0.0933147371, -0.0433859006, 0.0234714858, -0.0004069051, 0.0724915862, 0.0629887432, -0.0671949163, -0.0413607061, -0.0159808621, -0.0429964401 ]
712.1482
Philippe Bouyer
J. Billy (LCFIO), V. Josse (LCFIO), Z. Zuo (LCFIO), W. Guerin (LCFIO, Inln), A. Aspect (LCFIO), Philippe Bouyer (LCFIO)
Guided atom laser : a new tool for guided atom optics
null
Annales de Physique 32, 2-3 (2007) 17-24
10.1051/anphys:2008001
null
cond-mat.other
null
We present a guided atom laser. A Bose-Einstein condensate (BEC) is created in a crossed hybrid magnetic and an elongated optical trap, which acts as a matterwave guide. Atoms are extracted from the BEC by radio frequency (rf) outcoupling and then guided in the horizontal optical matterwave guide. This method allows to control the acceleration of the beam and to achieve large de Broglie wavelength. We also measure the longitudinal energy of the guided atom laser using atom optical elements based on a blue light barrier.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:06:34 GMT" }, { "version": "v2", "created": "Wed, 9 Jan 2008 08:15:25 GMT" } ]
2013-02-22T00:00:00
[ [ "Billy", "J.", "", "LCFIO" ], [ "Josse", "V.", "", "LCFIO" ], [ "Zuo", "Z.", "", "LCFIO" ], [ "Guerin", "W.", "", "LCFIO,\n Inln" ], [ "Aspect", "A.", "", "LCFIO" ], [ "Bouyer", "Philippe", "", "LCFIO" ] ]
[ -0.0312236752, 0.1184364259, -0.0464058295, -0.0461454168, -0.0943741426, -0.0088020032, -0.1109364927, 0.0616140254, -0.0071288417, -0.0004829872, 0.0374215357, 0.0937491506, -0.0917700008, -0.1000511795, 0.0011059471, 0.0264060106, 0.0079165949, -0.0910929218, -0.017929526, 0.0595827922, -0.0985407755, -0.0071483729, -0.0225128178, 0.010872297, -0.1594777256, -0.1373945922, -0.0032356477, -0.0491141379, 0.0401298441, -0.0095116328, 0.1026553214, -0.0241404064, -0.0178774428, -0.0587494671, -0.1404154003, 0.0691139549, 0.0401558876, -0.0718222633, -0.0924991593, -0.008059823, -0.0240102001, 0.0148956981, -0.0033137721, -0.0858846381, 0.0297653563, -0.0494266376, -0.0777076334, 0.0984366089, 0.005205031, -0.0349476002, 0.0574994795, 0.033515323, 0.0497391336, -0.0038313456, -0.1136448011, -0.0641660839, 0.0703118667, -0.0004736285, -0.0188279543, 0.0116079682, 0.0368746668, -0.0122199412, 0.020898249, 0.1060407087, -0.1245822087, 0.0091861151, -0.057082817, 0.0631244257, 0.0246351939, 0.074270159, 0.0568224005, 0.0630202591, -0.0940616503, -0.0182680637, -0.0003670214, -0.0740097463, -0.0157029834, 0.0279684961, -0.0219268855, 0.0286716148, 0.0260935146, -0.050390169, -0.0033984068, -0.1380195767, -0.0083267475, -0.052890148, 0.0204034615, -0.0360152982, -0.0828117505, -0.0314840898, -0.0538015962, -0.0218357407, -0.0818221793, 0.0193357617, 0.0256638303, -0.0207550209, 0.0258851815, -0.0370048732, 0.097082451, 0.050390169, 0.074270159, -0.0629161, 0.0207550209, -0.0301820189, 0.2145813853, -0.0855721384, -0.0499995463, -0.0768222213, 0.012617073, 0.0717701837, 0.1482278258, -0.0180597324, 0.0511714108, 0.03328095, -0.003457, -0.08848878, 0.0713535175, 0.008515548, -0.0207550209, -0.0262627825, -0.0726035088, 0.0254424773, 0.051145371, -0.0070832693, 0.0716660172, -0.0104621453, 0.0436975211, -0.1093740091, 0.0323955417, -0.0117772371, 0.0978636965, -0.0615098588, 0.0358590521, -0.097811617, -0.0426298231, -0.0262627825, -0.0579682253, 0.1144781336, -0.0113540636, 0.0451558419, 0.0567182377, -0.0201690886, 0.0917700008, -0.0070246761, 0.1044261381, 0.0634369254, -0.0282809939, -0.0131964954, 0.0167706814, -0.0128384251, -0.0246221721, -0.1731234342, -0.0719785169, -0.0677598044, 0.0429162793, -0.0596348755, 0.0506245419, 0.0445308462, -0.0284112003, -0.0866137967, 0.0228253137, 0.0179165043, -0.0234763492, -0.0442964733, 0.0489839315, 0.0444006398, -0.0645827502, 0.0688014627, -0.1116656587, 0.0458329171, -0.0843221545, -0.087186709, -0.0016446791, 0.0445829295, 0.0887492001, 0.0810930133, 0.0477079004, -0.0424996167, -0.1218739003, 0.0111587532, 0.0067251995, -0.0690097883, 0.020833144, 0.0049250857, -0.0676556379, -0.0003900111, 0.0020556455, 0.0474474877, -0.0529682711, -0.0609890297, -0.0218617804, 0.0708326921, 0.0077277948, 0.1120823175, -0.0020898248, -0.0271612126, -0.0068358756, 0.0330986604, 0.0794784501, -0.0936449841, 0.0450516753, -0.0275257919, 0.0858846381, -0.0356767587, -0.0690097883, 0.0460412502, 0.1337487847, 0.0019791487, -0.03497364, -0.0049283407, 0.04606729, -0.0659889877, 0.1191655844, -0.0317445025, -0.1118739843, -0.0809367672, 0.0443225168, 0.0554682463, 0.0249997731, 0.0672910586, -0.0823430046, -0.0176691115, 0.1323946416, 0.1020303294, -0.0325517878, 0.0241013449, -0.0876554549, -0.0309111793, -0.0002223694, -0.0096092876, -0.0030159233, -0.0336715691, -0.0048176646, -0.0152212167, 0.0061197365, 0.019687321, -0.0146873668, -0.0427860692, 0.0369267501, -0.0909366757, -0.0758847296, -0.007786388, 0.0751555711, -0.0688014627, -0.0056086732, -0.0321872085, -0.0578640588, -0.0325517878, 0.1023949087, 0.0553120002, 0.0511974543, -0.042187117, -0.0335674062, -0.0717181042, 0.0576557294, 0.0704681128 ]
712.1483
Vladimir Vovk
Vladimir Vovk
Continuous-time trading and emergence of volatility
7 pages; v2: new title and minor corrections
Electronic Communications in Probability 13, 319 - 324 (2008)
null
null
q-fin.TR math.PR
null
This note continues investigation of randomness-type properties emerging in idealized financial markets with continuous price processes. It is shown, without making any probabilistic assumptions, that the strong variation exponent of non-constant price processes has to be 2, as in the case of continuous martingales.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:07:32 GMT" }, { "version": "v2", "created": "Sun, 30 Dec 2007 15:22:09 GMT" } ]
2010-11-25T00:00:00
[ [ "Vovk", "Vladimir", "" ] ]
[ -0.0163963847, -0.0058354959, 0.0583748408, 0.0468960442, 0.0434232466, 0.0636238009, 0.1306408793, 0.0235540625, 0.0309635848, 0.0359209403, 0.0609728135, 0.0286572222, 0.0045431373, 0.0347014815, 0.0757123306, 0.0916712955, -0.0568902865, 0.1055094749, 0.0118234232, -0.0192859657, -0.1110235378, -0.0943222865, -0.0477443635, 0.0313612334, -0.0634647459, -0.1320194006, 0.010053887, 0.0559889488, 0.0688197464, -0.1188704744, 0.1143107712, -0.0591701381, -0.0603365749, -0.0278619248, -0.1086906642, 0.0715767816, -0.0186232179, -0.0083771339, 0.0810143128, 0.0458621606, 0.0268412922, -0.0408252738, -0.023209434, 0.1891747713, 0.0985638797, 0.0093977666, 0.0515352823, -0.0981927365, -0.0419917107, 0.0633056834, -0.0953826904, -0.0037975458, 0.0005339263, -0.117067799, -0.0257676411, -0.0816505477, -0.0001111138, 0.0890733227, 0.0859981775, -0.0636768267, 0.0157336369, -0.1657400131, 0.0338001475, -0.0620862283, -0.0412494317, -0.0479299314, -0.1587413847, 0.0484866425, 0.018411139, 0.0891263485, -0.1063047722, -0.0445631742, 0.0270136073, 0.0943753123, -0.0231961794, 0.1007376909, -0.0665398985, -0.0421507694, -0.0215260535, 0.061290931, -0.0339592062, 0.035364233, -0.0252904631, 0.1203550324, 0.0039135269, -0.1441079229, -0.0039068991, -0.0304333866, -0.0091591766, -0.026934078, -0.0309370756, 0.0296380892, 0.0721069798, 0.0487517416, 0.0524631292, 0.0057261423, 0.1015860066, 0.0040825275, 0.0273052156, -0.0414615124, -0.1336099952, 0.0270666275, 0.0426014401, 0.0176556055, 0.1525910944, 0.0331108868, 0.0335615575, 0.0200547539, -0.1345643401, 0.0170988981, -0.0211416595, -0.0509785749, -0.0686076656, 0.0784693584, -0.002841532, -0.0120686404, -0.0885961503, -0.0298501682, -0.0321300216, -0.0671761334, -0.000039506, -0.0778331235, 0.025595326, -0.0274907853, 0.0150708882, 0.0213802494, -0.0307515059, -0.0258339159, 0.0029856795, -0.0039731739, 0.0767197013, 0.0715237632, -0.0156010874, 0.0116577363, -0.0577916205, -0.0041355472, 0.0111938128, 0.0185967069, -0.0420712419, 0.0094574131, -0.0454379991, 0.0336145759, 0.009669493, 0.0183448642, -0.0412759446, 0.087058574, 0.0065645184, 0.0321565308, 0.0463393368, -0.0649493039, -0.0136260977, 0.0050899042, -0.0560419671, 0.0726901963, 0.0873236731, -0.0549815707, 0.0243361052, 0.1322314739, 0.0330048501, 0.008357252, 0.1071000695, 0.1172798797, 0.0175098013, -0.0421507694, 0.0850438178, -0.0684486106, -0.0313612334, -0.0045066862, -0.0463658459, -0.0866344124, 0.1406086087, -0.0284716524, -0.0977685824, -0.1232181042, 0.0418326519, -0.0238986909, -0.0965491235, -0.112296015, 0.03944676, -0.0626694486, -0.0002750404, 0.0590110794, 0.0521184988, 0.0365836881, 0.0717358366, 0.0383333415, 0.0171121527, 0.004215077, 0.0733264312, -0.0739096552, -0.0680244491, 0.0558298901, 0.0388370305, 0.0172579568, 0.0738566294, -0.096708186, 0.0262580737, 0.0279679634, -0.079317674, -0.0053052972, 0.0272521954, 0.010053887, 0.0479034223, -0.0461802781, 0.0045398236, 0.0908229798, 0.0875887722, 0.0146997496, -0.1111295819, -0.0436088145, 0.027172666, -0.0152829681, 0.0296115782, -0.0569963232, -0.0969732851, -0.0244554002, 0.0173639972, 0.0723190606, 0.0118300514, 0.1045551151, -0.0422568098, 0.0165421888, 0.0389695801, 0.0558829084, 0.0084367814, 0.0969202593, 0.0690318272, -0.0681835115, 0.0210753847, -0.0167012494, 0.0247337539, 0.0466309451, -0.0240047313, -0.1234301776, -0.0006979564, 0.0090796473, 0.0220562518, 0.0007468341, -0.0789465383, -0.0701982677, 0.0066539897, 0.0409313142, -0.0620332099, 0.0086886259, -0.0335880667, 0.0780451968, -0.0641009808, 0.0332964584, -0.0430255979, 0.0013246675, 0.0567312241, -0.0167012494, -0.0883840695, -0.0127048781, 0.0161312856, -0.0593822189 ]
712.1484
Ganna Ivashchenko
A.V. Karnaushenko, E.Yu. Bannikova, V.M. Kontorovich
Frequency Dependence of Radio Images of Supernova Remnants
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 36-39, 2007
null
null
astro-ph
null
Radio images of supernova remnants in the framework of diffusion model are discussed. The distribution profiles of synchrotron radiation intensity for spherical injection source of relativistic electrons are reduced at different frequencies. An explanation of the observational data obtained on UTR-2, according to which the size of the supernova remnant at decametric waves is larger than the remnant size at high frequencies, is given.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:08:00 GMT" } ]
2007-12-11T00:00:00
[ [ "Karnaushenko", "A. V.", "" ], [ "Bannikova", "E. Yu.", "" ], [ "Kontorovich", "V. M.", "" ] ]
[ 0.0729653314, 0.1213356107, -0.0487033352, -0.0834182352, 0.0066867811, 0.0839818716, -0.0386091135, -0.0223148894, -0.0453471355, -0.0039134324, -0.1014546081, 0.0259529091, -0.0813174024, -0.0204702597, 0.0954083204, 0.0382504351, -0.013540091, 0.0166785233, 0.0286942329, 0.1031455174, -0.118876107, -0.088695921, -0.0113175688, -0.0535967276, -0.0420421734, -0.0192917474, -0.034638036, 0.0938711315, 0.0746562406, -0.0040639485, -0.0418115966, -0.0266702641, -0.0707107857, -0.062307477, -0.1647868752, 0.0533405282, -0.0029382766, -0.0029446816, -0.1128298193, -0.0249281134, 0.0137834791, -0.0155768692, -0.0720430166, 0.0679438412, -0.0150132319, 0.0263115857, -0.0670727715, -0.0651768968, 0.0513678007, 0.03917275, -0.0807025284, 0.0310768783, -0.0369694456, -0.0845967457, -0.00596302, -0.0266446434, 0.0375074595, 0.0436818451, -0.1097554415, -0.0859802142, 0.0593868122, -0.0468074679, 0.0818810388, 0.0159739759, -0.07245294, -0.020137202, 0.0260553882, 0.0099789314, 0.04611573, 0.0055627101, -0.0038237628, -0.0380198583, -0.0667653307, -0.0016620877, 0.0427595302, 0.0261962973, -0.034433078, -0.0652793795, 0.0642545819, 0.0002161675, 0.0556463152, 0.0365339071, -0.0679438412, 0.0402487852, -0.0377380401, 0.0747074857, 0.0793190598, -0.0294628274, 0.0234934036, -0.0112407096, -0.0228913371, 0.0769620314, 0.0026116234, -0.0086659146, 0.0572347455, -0.0959207192, 0.0760909542, -0.0482677966, 0.1562810838, 0.0368669629, -0.020239681, 0.0528281294, 0.0226991866, -0.1216430515, 0.1450083554, 0.0408124216, -0.0323834904, -0.0029510865, -0.0202653017, -0.0267215036, 0.120823212, -0.0028309934, -0.0618975572, 0.0314099379, -0.0634859875, -0.1259471774, -0.1100628749, -0.0443223417, 0.0398132466, 0.0924364179, -0.0436049849, 0.034023162, -0.0327165499, 0.0879785642, 0.115084365, -0.0643570647, 0.0711719468, 0.0632810295, -0.06645789, -0.082137242, 0.1181587502, -0.0928975791, -0.0692248344, -0.0912579075, -0.1354777664, -0.005882958, 0.024261998, -0.0779868215, 0.0398644879, 0.0547240004, -0.014090918, 0.0204318315, 0.0358934104, 0.0409917608, 0.0083584758, 0.01539753, -0.0644083023, -0.0009167102, 0.0740413666, -0.0161276963, -0.0695322752, -0.0178954657, -0.0014667364, -0.0088516586, 0.0158586875, 0.0256582797, 0.0636397079, -0.0662016943, -0.0466025062, -0.0563124306, -0.0280793551, 0.0739388913, -0.1287141293, -0.0004531511, -0.0381991975, -0.0982265025, -0.0077435998, 0.0187409203, -0.1292265207, -0.0457826741, -0.0559025146, -0.0992513001, -0.0186512507, -0.0718380585, 0.0815223604, 0.1029405594, 0.0730678141, -0.1092430428, 0.056261193, -0.0057804789, -0.0148595134, 0.0376867987, 0.0666116104, -0.0034842996, 0.0640496239, -0.0225326587, -0.0930512995, 0.0351504348, -0.0305644814, -0.0674314424, -0.068661198, -0.0007609896, 0.0644083023, 0.0911041871, -0.040069446, -0.0361752287, -0.1183637083, -0.0434512645, -0.0798314512, -0.0491901115, 0.1276893318, 0.1036579162, -0.0013954812, -0.0747587234, -0.0494463108, -0.1185686663, 0.0737339258, 0.0552363954, 0.0177033171, 0.0407099426, 0.1299438775, -0.0141805867, 0.0602578893, 0.0149363726, -0.082137242, -0.0653818548, -0.1058612242, 0.1211306527, -0.0128355445, 0.0693273172, 0.0280281156, -0.0039230394, 0.0574909449, -0.0224557985, 0.0599504486, 0.0037437007, 0.1048364267, -0.0078909136, 0.0012113386, 0.0528793707, 0.0244285278, 0.0529306121, 0.0157177784, 0.0013394378, 0.039966967, 0.0088068238, 0.0483702756, -0.0018174081, -0.032127291, -0.0224557985, -0.0267727431, 0.0198169537, -0.0480884574, 0.094639726, -0.1066810563, 0.0097227329, -0.0431438275, 0.0040287212, 0.0228144769, -0.0591818541, 0.0648182184, 0.0533917695, -0.0611802042, -0.0148723228, 0.0999686569, -0.0125921564 ]
712.1485
N. I. Stoilova
N.I. Stoilova and J. Van der Jeugt
The parafermion Fock space and explicit so(2n+1) representations
null
J. Phys. A: Math. Theor. 41 (2008) 075202
10.1088/1751-8113/41/7/075202
null
hep-th math-ph math.GR math.MP math.RT quant-ph
null
The defining relations (triple relations) of n pairs of parafermion operators f_j^\pm (j=1,...,n) are known to coincide with a set of defining relations for the Lie algebra so(2n+1) in terms of 2n generators. With the common Hermiticity conditions, this means that the ``parafermions of order p'' correspond to a finite-dimensional unitary irreducible representation W(p) of so(2n+1), with highest weight (p/2, p/2,..., p/2). Although the dimension and character of W(p) is known by classical formulas, there is no explicit basis of W(p) available in which the parafermion operators have a natural action. In this paper we construct an orthogonal basis for W(p), and we present the explicit actions of the parafermion generators on these basis vectors. We use group theoretical techniques, in which the u(n) subalgebra of so(2n+1) plays a crucial role: a set of Gelfand-Zetlin patterns of u(n) will be used to label the basis vectors of W(p), and also in the explicit action (matrix elements) certain u(n) Clebsch-Gordan coefficients are essential.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:08:23 GMT" } ]
2009-11-13T00:00:00
[ [ "Stoilova", "N. I.", "" ], [ "Van der Jeugt", "J.", "" ] ]
[ -0.0160730872, -0.0636479408, 0.0323444568, -0.0670187026, 0.0119835595, -0.0489256382, -0.0760900229, -0.0726696923, -0.1031057015, -0.0000988496, 0.0258507803, -0.0131112775, -0.0266686864, -0.026866965, 0.03083257, -0.0433737934, 0.0114073073, -0.0293206833, -0.0532382317, 0.0599301867, -0.0131112775, -0.182616055, 0.0070823207, -0.0492726266, -0.0301138032, -0.0282053575, 0.0747020617, 0.0338811278, 0.1029074192, -0.0300890189, 0.0779736862, -0.0211788025, 0.0558158718, -0.0849134922, -0.0583439469, 0.029295899, -0.0664734319, 0.0178080387, -0.0932908282, 0.1517834812, -0.0694476366, -0.0391355529, -0.1195629537, -0.0814435855, 0.0777258351, 0.0024366777, -0.0606737398, -0.0099635795, 0.001767482, -0.0520485491, -0.0624086894, -0.0028998477, 0.0375740975, 0.0521476902, -0.000154035, 0.0200263001, 0.0155526027, 0.0219719242, 0.0316752605, -0.0373014621, 0.0086685624, 0.0107009336, 0.0127271097, 0.0762883052, -0.0457531549, 0.0683075264, -0.1424643099, 0.0702903271, 0.1067738831, 0.1207526326, -0.0820384324, 0.0766352937, 0.0726696923, 0.0128386421, 0.0183037408, 0.0648376197, 0.0198404118, 0.0996357948, -0.0121136801, -0.0012431239, -0.0415892713, 0.0658290237, 0.0035659452, -0.0203485042, -0.0063945362, -0.013644156, -0.0282797124, 0.0390859842, -0.1490075588, -0.0435472876, -0.0021113742, 0.0079807779, -0.0963146016, 0.0710338801, 0.120256938, -0.0459266491, 0.0711330175, -0.0198404118, -0.0690015033, 0.0037704217, -0.0698937699, -0.0463479944, 0.0045170705, 0.0713808686, 0.0706868842, 0.0928447023, 0.0185144134, 0.0090403371, -0.0581952371, -0.0215877555, -0.0168909933, -0.0231739972, -0.0799564868, -0.0233846698, 0.0368057601, -0.059384916, -0.0799069181, 0.05100758, -0.0469428338, 0.1062781811, -0.0621112697, -0.0918532982, 0.0831289664, -0.0111408681, 0.0347981751, -0.0952736288, -0.0691997856, -0.0949762091, 0.0251444075, -0.0285523478, 0.1190672517, -0.0615659989, 0.0218603909, -0.0464719199, -0.0997349322, 0.0489256382, 0.1087566838, -0.0502888151, 0.1361193508, 0.1102437824, 0.0123677272, -0.0807991773, 0.1132179871, 0.0349220969, 0.0184028801, 0.0302872993, -0.0619129911, -0.030659074, -0.0307334289, 0.0182665624, -0.0183285251, -0.0489504226, 0.1027091369, 0.0763378739, 0.0117295124, -0.0656307414, 0.0364587717, -0.0379954427, 0.0686049461, 0.0471163318, 0.0395568982, 0.0280070771, -0.0011052572, -0.0413166359, 0.0854587629, 0.0492478423, -0.0210796632, -0.0569559857, -0.0990409553, -0.0122376056, 0.0623095483, -0.0383424312, -0.1396883875, 0.019443851, 0.0159863401, -0.0818897188, -0.0402756631, -0.0573029742, -0.120256938, -0.0475872457, 0.0154038919, 0.0148710143, -0.0256277155, -0.0387637764, -0.0258507803, 0.1093515232, 0.1075670049, -0.0272635259, 0.0419362597, 0.0072744046, 0.0237440523, 0.0488017127, 0.0725209787, 0.1367141902, -0.0058647562, -0.1549559683, 0.0318239704, -0.0266439002, 0.0243884642, -0.0599797592, -0.0318487547, -0.014846229, 0.0229385402, -0.0946787894, -0.0339059122, -0.0464471355, 0.0671674162, -0.0975538567, 0.0260490607, 0.0364091992, -0.0228393991, -0.0485290773, 0.0972564369, -0.0536843613, -0.0249089487, 0.0201502237, -0.0803034753, 0.0465462729, -0.0239547249, 0.0744542107, -0.0588892177, 0.0136937257, 0.0385159254, 0.0491487011, 0.0352195203, 0.0498426817, 0.0503383838, -0.1428608745, -0.1006271988, -0.0279079359, 0.0063232793, 0.0345007516, 0.0528912395, -0.0630035326, -0.054229632, -0.0584926568, -0.0732149631, -0.0238555856, -0.0236944836, 0.0747516304, -0.066027306, -0.0412670635, 0.1258087754, 0.0489256382, 0.0363844149, 0.0578482449, -0.0513545685, 0.0217612516, 0.062854819, -0.036731407, -0.000772983, 0.1158947721, -0.0190101136, -0.007825871, -0.0872432813, 0.0933403969 ]
712.1486
David M. Blei
David M. Blei, John D. Lafferty
Correction: A correlated topic model of Science
Published in at http://dx.doi.org/10.1214/07-AOAS136 the Annals of Applied Statistics (http://www.imstat.org/aoas/) by the Institute of Mathematical Statistics (http://www.imstat.org)
Annals of Applied Statistics 2007, Vol. 1, No. 2, 634-634
10.1214/07-AOAS136
IMS-AOAS-AOAS136
stat.AP
null
Correction to Annals of Applied Statistics 1 (2007) 17--35 [doi:10.1214/07-AOAS114]
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:16:00 GMT" } ]
2009-09-29T00:00:00
[ [ "Blei", "David M.", "" ], [ "Lafferty", "John D.", "" ] ]
[ 0.0185864717, -0.0267460737, -0.0138726048, 0.0246069003, -0.0614339896, 0.0607166626, -0.0233771969, -0.0307169948, -0.1000672057, 0.0781374797, -0.0383001752, -0.0759342536, 0.0053159106, 0.0733723715, 0.009658305, 0.0009791203, 0.1389566213, 0.0489063747, 0.0235821474, 0.0777275786, -0.0834149569, 0.0452941172, 0.0372497998, -0.0304864254, -0.0009118708, -0.002837287, 0.0277964473, 0.0282832049, 0.0895122439, 0.0444230773, -0.0108431764, -0.0569763109, -0.1125179678, 0.0168187711, -0.101091966, 0.1054471657, 0.0419636667, -0.0091843558, -0.0265923608, -0.0107407011, -0.0213020705, -0.001606782, 0.0102155143, 0.082543917, -0.0781374797, -0.0185736623, 0.0190732311, -0.0432446115, 0.0239792392, 0.0471642949, -0.0748070255, -0.0609728508, -0.0353796259, -0.1338328421, -0.0126172816, 0.0065488173, -0.0074614887, 0.0447561219, -0.0375572257, -0.0608703755, -0.0430652797, -0.0534409098, -0.025349848, 0.0210971199, -0.0351490565, -0.0960194319, -0.070861727, 0.0984788388, 0.0130528016, 0.0131296581, -0.0259262715, 0.0230825804, 0.0974028483, 0.0319210812, -0.0750632137, -0.1074966714, -0.1104684621, 0.0163960606, -0.1074966714, 0.0445255525, 0.0679411739, 0.0666089952, 0.1352674961, -0.08182659, -0.1190763935, -0.0939699262, 0.0278989226, 0.0658916682, -0.1067793444, -0.1112882644, 0.0050148889, 0.0297178607, -0.0680436492, -0.0557978451, 0.1166169867, -0.0665577576, 0.0454734489, -0.0545169041, 0.041348815, -0.0542094782, -0.0714253411, -0.0492394194, -0.0034329253, -0.0713228658, 0.0215838775, 0.0843372419, -0.0167803429, -0.108623907, -0.1028852835, -0.012175356, -0.0352002941, -0.0018461581, -0.0937649757, 0.024068905, -0.0965318084, -0.1043199375, -0.1057545915, 0.0054824329, 0.0283600613, 0.01640887, -0.0329202153, -0.0199058428, 0.0388894081, 0.0308194701, 0.0944823027, 0.0458064936, -0.0404009186, -0.1260447204, 0.0043039662, -0.0835686699, 0.0588208698, -0.0068466365, 0.0559515581, -0.012674924, -0.042168621, -0.0868478864, 0.0090754759, -0.0055176588, -0.0327152647, -0.0616901778, 0.0394017845, 0.0158836842, 0.0110289128, 0.1247125417, -0.0713741034, -0.0837736204, -0.027258452, 0.0211227387, 0.0971466601, 0.0638421625, -0.0325103141, -0.0599480979, -0.0329458341, 0.0455246866, -0.0037307444, -0.1464373171, -0.0075511546, 0.0657891929, -0.0673775598, -0.0858743712, 0.0498542711, 0.0844397172, -0.0326127894, -0.0032327781, 0.0303839501, 0.1056521162, -0.1368046403, -0.0140775554, -0.0543119535, -0.0430652797, -0.1042174622, 0.0389918834, -0.0403496809, -0.0898196697, 0.0364299975, -0.0297947172, -0.003484163, -0.0530822463, 0.0137829389, -0.0115476949, -0.0476254337, 0.0574886873, -0.025413895, -0.0140006989, 0.0205847416, -0.0050597219, 0.0542607158, 0.0205078851, 0.1105709374, -0.046856869, -0.0049988772, 0.0962243825, 0.0935600251, 0.0690684095, -0.0131937051, -0.0147948833, -0.0190091822, 0.1249174923, 0.0010831968, -0.0594869591, 0.0252601821, 0.0491625629, 0.0383514129, -0.0280782543, 0.015909303, 0.0673775598, 0.0554391816, 0.1244051158, -0.1198961958, -0.0779325292, 0.0846446678, 0.0073718228, 0.0650718659, 0.092279084, -0.0570787862, -0.0904345214, -0.1032951847, 0.0371473245, 0.0175104812, 0.0114708375, -0.0785986185, 0.0026707647, 0.0331251658, 0.1135427207, 0.028411299, 0.0615877025, 0.0508534089, -0.1050372645, 0.0402472056, -0.0449866913, 0.1261471957, 0.0091395229, -0.018752994, -0.040477775, -0.046421349, -0.0761904493, 0.0012449158, -0.0954558179, -0.0094725676, -0.0672750846, -0.0237742886, 0.0637909248, -0.0317929871, 0.1359848231, 0.0028404894, 0.0293848161, -0.0144106001, -0.0285650119, 0.0071092295, 0.0186120905, 0.0940724015, 0.0027924541, 0.0699394494, -0.1051397398, 0.0093188547, -0.0406571068 ]
712.1487
Ganna Ivashchenko
T. Kisiel, M. Soida
MHD Space Sailing
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 40-43, 2007
null
null
astro-ph
null
The rocket technology dates back as far as medieval China. Used initially for entertainment and religious practices over time rockets evolved into weapons and finally into means of transportation. Today, we are nearing the top of the rockets' capabilities. Although, for now they are the only way for us to send anything into space we are becoming more and more aware of the limitations of this technology. It is essential that we invent other means of propelling probes and other interplanetary vehicles through space. The authors had performed a series of magnetohydrodynamic simulations using the University of Chicago's Flash package to find out whether the interactions between the Solar Wind and the conducting ring with the electric current would occur. The MHD simulations gave the results similar to the monte-carlo calculations performed by dr Charles Danforth [1] from the University of Colorado. It is the authors' conclusion that the promising results should encourage further study of the phenomenon and the possibility of using it in practice.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:18:12 GMT" } ]
2007-12-11T00:00:00
[ [ "Kisiel", "T.", "" ], [ "Soida", "M.", "" ] ]
[ 0.0983424634, 0.0234872382, 0.0618702881, 0.0275497325, 0.0747499019, 0.0682499111, -0.0725832358, -0.0053715208, 0.0661434308, -0.0271284375, -0.0267372336, -0.0321087539, -0.1553979516, 0.0257441793, 0.0284073707, 0.041106429, -0.0518193766, -0.0454096645, 0.0752313808, 0.0048524244, -0.0053263819, 0.0154073872, -0.033192087, 0.0625925139, -0.0906989574, 0.0291897766, -0.0718610212, 0.0826943368, 0.0103744082, -0.0407453179, 0.1405924112, -0.0538054854, -0.0869072974, -0.0196955763, -0.0666850954, 0.1035785675, -0.0572661273, 0.1034581959, -0.0707776845, -0.0491110459, -0.0370740257, -0.0887128487, -0.0008369492, 0.1853701323, -0.0602452904, -0.0811295211, -0.0410161503, -0.0225242767, 0.1161572561, -0.0071695508, -0.0235173311, 0.0638564005, 0.0677684322, -0.0325902365, 0.0110966293, 0.0093813539, -0.0089299651, 0.0205231216, -0.0709582418, -0.0164606273, -0.0959952474, -0.1027961597, -0.0233367756, 0.0442059599, -0.0346365273, 0.0645184368, -0.0005172158, 0.0325902365, -0.0023039612, 0.1091156006, 0.0592823289, 0.0508865081, 0.0216064528, -0.0549490042, -0.0546781681, -0.0820323005, -0.0341851413, 0.0269328356, 0.0236828402, 0.096536912, 0.0126539189, -0.0720415711, -0.0259698741, -0.02485645, -0.0936480239, 0.0430925377, 0.0672869459, -0.0556411296, -0.0801665634, -0.0799258202, -0.1129674464, 0.0091029974, -0.0072071664, -0.0054053748, 0.0772776753, -0.0536851138, 0.0287835281, 0.0416180007, 0.1980089992, 0.056634184, 0.0745091587, -0.0370740257, -0.0031465527, 0.0021760678, 0.0884721056, 0.0209143255, -0.0025597478, 0.0301677845, -0.0400531888, 0.0566943698, -0.0574165918, -0.0876896977, -0.027143484, 0.0888934061, -0.0453494787, 0.0115404939, 0.0875091478, -0.0608471446, -0.1227174327, 0.1004489437, -0.1168192923, 0.0296562109, 0.0605462156, -0.0131805381, 0.1088748574, -0.0835369304, 0.0138952369, -0.0347869918, 0.0065488918, 0.0595230721, -0.0233217292, 0.0201319177, -0.0598239973, -0.2099256516, -0.0057627242, 0.0218321476, -0.0398124494, -0.049080953, 0.0427314267, 0.0893146992, 0.0968378335, -0.0522406735, 0.0302279703, 0.0313263498, -0.0101186214, -0.0050593107, 0.0019767047, 0.0002208746, -0.0359004177, -0.0273992699, 0.0169722009, -0.0583795533, 0.0463425331, 0.0055821687, 0.0224791374, -0.0640971363, 0.0079218643, 0.0531434491, -0.0541665964, -0.039270781, -0.0449281819, 0.0589814037, -0.125425756, -0.0977406129, -0.0152418781, 0.0075645158, 0.0005233283, -0.0767961964, -0.089374885, -0.0702360198, -0.0381272659, -0.1293979734, -0.0987035781, 0.0576573312, 0.0625925139, 0.0714397207, -0.0269027427, -0.1031572744, -0.0148506751, 0.0432730913, 0.0138801904, 0.079986006, 0.0468841977, -0.1060461551, -0.0739674941, 0.001891129, -0.0243147835, 0.0624721423, -0.0120069291, -0.0664443597, -0.0328911617, -0.0217719618, -0.028873805, 0.0328008831, -0.1100785583, -0.0139102824, 0.0298668593, -0.0488703065, 0.1242220625, -0.0321990326, 0.0777591616, 0.0244501997, -0.010562486, -0.0932267308, -0.0282719545, 0.0516990051, -0.0816711932, 0.0631341785, 0.049381882, 0.0393008739, 0.0439351276, 0.0471550301, 0.0036092256, 0.1044211611, -0.0164606273, -0.0368934721, -0.0392406881, 0.0662638023, 0.0451689214, 0.0279860739, -0.1038794965, 0.0887128487, -0.0510369688, 0.056543909, -0.0421596691, 0.0756526813, 0.0537753925, -0.0122702383, 0.0477568805, 0.1003285721, -0.0184918735, -0.062712878, -0.007342583, -0.013767343, -0.0241793673, -0.029596027, 0.0307244975, 0.009418969, 0.0079594804, -0.0903980285, -0.025277745, 0.02485645, -0.0008355386, -0.0159641001, 0.0334328264, 0.020177057, -0.058830943, -0.0168066919, 0.0454999395, -0.1700831056, 0.0640971363, -0.0351481028, 0.0307094511, 0.0119316978, -0.0013353571, -0.0989443138 ]
712.1488
Alessandro Stroppa
A. Stroppa, S. Picozzi, A. Continenza, M.Y. Kim, A.J. Freeman
Magneto-optical properties of (Ga,Mn)As: an ab--initio determination
33 pages, 7 figures, accepted for publication in Phys. Rev. B
Phys. Rev. B 77, 035208 (2008)
10.1103/PhysRevB.77.035208
null
cond-mat.mtrl-sci
null
The magneto-optical properties of (Ga,Mn)As have been determined within density functional theory using the highly precise full-potential linear augmented plane wave (FLAPW) method. A detailed investigation of the electronic and magnetic properties in connection to the magneto-optic effects is reported. The spectral features of the optical tensor in the 0-10 eV energy range are analyzed in terms of the band structure and density of states and the essential role of the dipole matrix elements is highlighted by means of Brillouin zone dissection. Using an explicit representation of the Kerr angle in terms of real and imaginary parts of the tensor components, a careful analysis of the Kerr spectra is also presented. The results of our study can be summarized as follows: i) different types of interband transitions do contribute in shaping the conductivity tensor; ii) the dipole matrix elements are important in obtaining the correct optical spectra; iii) different regions in the irreducible Brillouin zone contribute to the conductivity very differently; iv) a minimum in the Re $\sigma_{xx}$ spectra can give rise to a large Kerr rotation angle in the same energy region; and v) materials engineering via the magneto-optical Kerr effect is possible provided that the electronic structure of the material can be tuned in such a way as to \emph{enhance} the depth of the minima of Re $\sigma_{xx}$.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:19:05 GMT" } ]
2011-12-30T00:00:00
[ [ "Stroppa", "A.", "" ], [ "Picozzi", "S.", "" ], [ "Continenza", "A.", "" ], [ "Kim", "M. Y.", "" ], [ "Freeman", "A. J.", "" ] ]
[ 0.0455701724, 0.005868142, -0.0917787254, 0.0185374357, -0.0021008071, -0.0383761749, -0.0265171267, -0.0828414708, 0.0429184623, -0.1037114263, 0.0453246459, -0.0486638397, -0.0460366793, -0.0245037898, 0.0461594425, 0.0095940437, -0.0751809627, -0.0619224012, 0.0549002737, 0.0074088359, -0.0384989381, -0.0079428619, -0.0066415579, 0.0679624155, -0.1217823625, -0.0578466207, 0.0099561987, 0.099242799, 0.1064613536, 0.0998811796, -0.0048399894, -0.0332200676, -0.0187584125, -0.0367802382, -0.0909439251, 0.1117647812, -0.0313540474, 0.0043765535, -0.0344968177, -0.0773907229, -0.0646723285, 0.0666365549, -0.0485901795, 0.0113127464, 0.0795513839, 0.0120063657, -0.0650651753, 0.1051845998, 0.0201824792, -0.0113618523, -0.1118629873, 0.0178254023, 0.0322625041, -0.0178622305, -0.064574115, 0.0170028806, -0.0070405426, -0.0352334045, 0.043826919, 0.0379096717, -0.0161066987, 0.0008854388, 0.002335594, 0.0604983345, -0.0598599575, 0.0209927261, -0.0962473527, 0.0177394673, 0.0832834169, 0.053476207, -0.0001785839, -0.0265171267, 0.0178499538, 0.0097474996, -0.0778326765, -0.0865244046, 0.0185742658, 0.0977696255, -0.1170682013, 0.0312803872, -0.0139705976, -0.0208331309, -0.0218766294, -0.0479026996, 0.0034189906, -0.0511682332, 0.0656053349, -0.0524449833, -0.0723328292, 0.0036031373, -0.0341776311, 0.0134304333, -0.0570118241, 0.070810549, 0.0164136104, -0.0240127314, 0.0638375282, -0.084167324, 0.0034834419, 0.0022112951, 0.0450791158, 0.0193476807, 0.0604492277, -0.0008455403, 0.1730488092, 0.0173711739, 0.0355280377, -0.0288742054, -0.0497687198, -0.010220143, 0.2042800933, -0.0477308296, -0.0008048746, 0.0669802949, -0.019335404, -0.1238448024, -0.0406104885, -0.0386462584, -0.0336865708, 0.0757211298, -0.0696811154, 0.1381836981, 0.0284568053, 0.030813884, 0.1439781785, -0.0094344504, -0.0322379507, -0.1369069368, -0.0414207354, 0.041224312, 0.0574537739, -0.0485901795, -0.0303964838, -0.1728523821, 0.0219011828, -0.0305929072, 0.0638375282, 0.0289969686, 0.1133361608, 0.0801406503, 0.0464786291, 0.0707614422, 0.1326838434, 0.0155542595, 0.0437041521, 0.0112083964, 0.0440724455, 0.0387199149, 0.010649818, 0.0846092775, -0.0077955443, 0.0054261899, 0.1224698424, -0.0103613222, 0.0684534684, -0.0488357097, 0.0268608667, 0.0305929072, 0.0844619572, -0.0370994247, 0.1784504354, -0.033588361, -0.0432376489, -0.0093485145, -0.0955598652, 0.0960509256, -0.1264965087, 0.042943012, -0.0676186755, -0.0611858144, 0.0351106413, -0.0416908152, -0.1076398939, -0.0017954304, 0.1361212432, 0.0320415273, 0.0497932695, -0.0793549567, -0.0336129144, 0.0856896043, -0.0547038503, -0.0393337384, 0.0496705063, 0.018095484, -0.0416171588, 0.0053648078, -0.0376395881, 0.0387444682, 0.0457420424, -0.0700248554, -0.0206489842, 0.0260015167, 0.0525922999, 0.0735604763, -0.1576295942, -0.1096041203, -0.0169537738, 0.0254122466, -0.0591724776, -0.0098886788, 0.0379587747, -0.0091889212, 0.0531324632, -0.0100114429, -0.0346686877, 0.02578054, 0.0126079116, -0.0408560187, -0.0491794497, -0.0171624739, 0.0312803872, 0.0604983345, 0.1056756601, 0.0939884856, 0.0335638076, 0.0058896258, -0.0719890893, -0.0045453548, 0.0341285244, 0.1193270683, -0.0831852108, 0.0726765692, -0.0238776896, 0.0929572582, 0.028383147, 0.0452264324, -0.0221467111, -0.0594671108, 0.0663910285, -0.05352531, 0.0014041187, -0.0058558653, 0.0080533493, 0.064230375, 0.0667347685, -0.1486923397, -0.0007400396, 0.0441215523, 0.0024031147, -0.0053985678, -0.0006168915, -0.0072246892, 0.0179604422, 0.0316241272, -0.1003722325, 0.0042200289, -0.0783237368, -0.0262961499, 0.0274746902, 0.0003916954, -0.0558823906, 0.07930585, -0.0807299167, -0.0209436193, -0.1271840036, 0.002335594 ]
712.1489
Farhan Rana
Christina Manolatou, Farhan Rana
Subwavelength Nanopatch Cavities for Semiconductor Plasmon Lasers
To appear in IEEE Journal of Quantum Electronics
null
10.1109/JQE.2008.916707
null
physics.optics physics.comp-ph
null
We propose and analyze a family of nanoscale cavities for electrically-pumped surface-emitting semiconductor lasers that use surface plasmons to provide optical mode confinement in cavities which have dimensions in the 100-300 nm range. The proposed laser cavities are in many ways nanoscale optical versions of micropatch antennas that are commonly used at microwave/RF frequencies. Surface plasmons are not only used for mode confinement but also for output beam shaping to realize single-lobe far-field radiation patterns with narrow beam waists from subwavelength size cavities. We identify the cavity modes with the largest quality factors and modal gain, and show that in the near-IR wavelength range (1.0-1.6 microns) cavity losses (including surface plasmon losses) can be compensated by the strong mode confinement in the gain region provided by the surface plasmons themselves and the required material threshold gain values can be smaller than 700 1/cm.
[ { "version": "v1", "created": "Sun, 9 Dec 2007 05:12:45 GMT" } ]
2009-11-13T00:00:00
[ [ "Manolatou", "Christina", "" ], [ "Rana", "Farhan", "" ] ]
[ -0.0100949928, 0.0696223006, -0.0084918477, 0.0132229337, 0.0341120362, 0.0798920766, 0.0001358869, 0.0206359737, -0.0163448472, 0.0233601145, 0.003778842, -0.0220703669, -0.0534220971, 0.0451532453, 0.0208288319, 0.0034865392, -0.0746848658, -0.0893904045, -0.0199850723, 0.0265422966, 0.0603168271, -0.0031098605, -0.0916082934, -0.0470336266, -0.0675972775, -0.043875549, 0.1056870371, 0.0203828458, 0.0768063217, 0.0402112193, 0.0664401203, -0.0143439304, -0.1123406962, -0.0737205669, -0.0876546726, 0.0879439637, -0.0436826907, 0.009757489, -0.1077120677, 0.0601239689, -0.0340397134, 0.0190448817, 0.0252646022, 0.0070875888, 0.062582925, 0.0138015123, -0.0687062219, 0.0828331858, 0.0486488231, -0.0585810915, 0.005451296, 0.0209011547, -0.0164171699, 0.023131093, -0.1131121367, -0.003842124, 0.0152841201, -0.0571346469, -0.0554471239, 0.0070454008, -0.0041284002, -0.0031580753, 0.0607507639, -0.0411273018, -0.1134014204, 0.0315325372, -0.0602686144, 0.0767098889, 0.0305682402, 0.1440660954, 0.1094477996, 0.0196596216, -0.0274342727, -0.0042881118, 0.0374629684, -0.0260601491, 0.0168028902, 0.0732384175, -0.0662954748, 0.0098298108, 0.0960440636, -0.0366433188, 0.0526988767, -0.0845689178, -0.0386442356, -0.1415589154, -0.0250958502, -0.0302548446, -0.1400160491, -0.0209011547, 0.0826885402, 0.0156336781, -0.0727562681, -0.023842264, -0.0298932325, -0.0155010875, 0.0588703826, 0.0095465481, 0.0976833701, 0.1572769731, 0.0910297111, -0.0591114573, 0.0522167273, -0.0725151971, 0.0866903737, 0.0164653845, -0.028253926, -0.0157060008, 0.0210940149, 0.0075094691, 0.1478268504, 0.0002271373, 0.1161978841, -0.0184904113, -0.0220703669, -0.0184542499, -0.0435380451, 0.0823992491, 0.0490586497, 0.0774813294, -0.1188014895, 0.1706807166, 0.0392951369, -0.0480461381, 0.0932475999, -0.018719431, 0.1276730299, -0.0720330477, 0.033123631, -0.0119994814, -0.0168993194, -0.0022404857, 0.0025222416, -0.0911261439, -0.008654573, -0.0091367215, 0.0764206052, 0.00516502, -0.0197560508, -0.0697669461, 0.0528435186, 0.0677901357, 0.1063620523, 0.0000506162, 0.0417299867, 0.0834599733, 0.0100286976, -0.0484077521, 0.0052313157, 0.0137532977, -0.0232034158, -0.0341361426, -0.0102396375, -0.0253851395, 0.0372460037, -0.1311445087, 0.1077120677, 0.0626311451, -0.0506256334, -0.0892457664, 0.0370531417, 0.0351245478, -0.0360888466, 0.0173694137, 0.0456595011, -0.0274824873, 0.0052041947, 0.0333164893, -0.0478291698, 0.0923315138, -0.0666329786, -0.1206336543, -0.0286396444, 0.0374147557, 0.0423085652, -0.0162604712, 0.0120416693, -0.0594489612, -0.0362817049, 0.0281092804, -0.009492307, -0.0001671512, 0.0265905131, 0.0365227796, 0.0203346293, -0.0355584808, 0.0002105635, 0.0408139043, -0.0265422966, -0.0710205361, -0.0875582397, -0.032231655, 0.0739134252, 0.0817724541, -0.0638365149, -0.0311227124, 0.0342807882, -0.0080880476, -0.0129456986, -0.1718378663, 0.0041344268, -0.0034383244, 0.1074227765, 0.0560739189, 0.0264458675, -0.1033727229, -0.0080699669, -0.0144041982, 0.1166800335, 0.0138135664, 0.1119549796, 0.1237194091, 0.1820594221, -0.0191292576, -0.0213350896, -0.0465273708, 0.013777405, 0.1044334546, 0.0762759596, 0.1202479377, 0.033292383, 0.0288807191, 0.0848582089, 0.0579543002, 0.0039626611, 0.0603650436, -0.035245087, -0.0810492337, 0.0894386247, -0.059786465, -0.05351853, 0.0436585844, -0.1325909495, 0.0269762315, -0.0798920766, 0.0238784254, 0.0606061183, -0.0316289701, -0.0778188333, -0.0690919384, -0.0386442356, 0.0248547755, 0.0274824873, -0.0152238514, 0.0491791889, -0.0022299387, -0.0901136324, -0.0060901432, 0.0567489266, -0.0225766227, 0.0608954057, -0.0357513428, -0.0646079555, 0.0262530074, 0.0010675078, 0.1264194399 ]
712.149
Eduard V. Deviatov
E.V. Deviatov, A. Lorke
Experimental realization of a Fabry-Perot-type interferometer by co-propagating edge states in the quantum Hall regime
Final version, to appear in PRB
null
10.1103/PhysRevB.77.161302
null
cond-mat.mes-hall
null
A Fabry-Perot-type interferometer is experimentally realized for electrons in a semiconductor device. A special experimental geometry creates interference conditions for co-propagating electrons in quantum Hall edge states, which results in oscillations of the current through the device. The visibility of these oscillations is found to increase at the high-field edge of the quantum Hall plateau.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:19:26 GMT" }, { "version": "v2", "created": "Tue, 18 Mar 2008 12:42:25 GMT" } ]
2009-11-13T00:00:00
[ [ "Deviatov", "E. V.", "" ], [ "Lorke", "A.", "" ] ]
[ -0.0704644546, -0.0232904106, -0.0745912194, -0.026927121, -0.0272108354, 0.0446721949, -0.0801107585, 0.0363928787, -0.019550534, 0.0295321383, 0.0856303051, 0.0043879081, -0.0038785113, -0.0092078373, 0.0683494881, 0.0779442117, -0.0111100161, 0.0570524819, 0.0233935807, 0.104922913, -0.037450362, -0.0856303051, 0.0420929678, 0.0365476348, -0.0098526431, -0.1571264565, 0.0546795912, 0.0598380454, -0.034174744, -0.078150548, 0.0889832973, -0.0478446446, -0.028474655, -0.0343295, -0.0722183287, 0.1004350632, 0.0155656291, -0.0285778251, -0.1304056644, 0.0609729029, -0.0699486136, -0.0503722839, -0.069174841, 0.1265884191, 0.0696906894, 0.0377340764, -0.06184984, 0.0643258989, 0.0567429736, -0.0741269588, 0.0240512826, 0.0254569612, 0.070000194, -0.0829479098, -0.0524098724, 0.0234838538, 0.0028242525, 0.0974947438, -0.0653575882, 0.0181319583, 0.0373987779, -0.0081696985, 0.0221942402, -0.0177192837, -0.1295803189, 0.0513523892, -0.0734563619, 0.0237933602, 0.11389862, 0.1630070806, 0.0527193807, 0.062829949, -0.0111229122, -0.0187122859, -0.0265402365, -0.0940901637, 0.0303316992, 0.0761387572, -0.0070541832, 0.0604054742, 0.0216912907, -0.0514813513, 0.0255859233, -0.0217299797, -0.0314665586, -0.0167391766, -0.0271076653, -0.0896023139, -0.0078279516, 0.0087048877, 0.1023952737, -0.0784084722, -0.0303574912, 0.0007761858, 0.009369039, 0.0442337282, 0.004658727, -0.1126605943, 0.0286552012, 0.0600443818, 0.0458844304, 0.0250442848, 0.0059257718, -0.0018828351, 0.1580549777, 0.0470450819, -0.0322403274, -0.0091691483, -0.0298416447, -0.0033272016, 0.0885706246, -0.0818646327, -0.0401585512, 0.0216912907, 0.0469677076, -0.0852176324, -0.0068865335, -0.106057778, 0.0156816952, 0.0614887476, -0.066905126, 0.069174841, 0.0008140682, -0.0025066854, 0.078150548, -0.0424540602, 0.0266691968, -0.1291676462, -0.1036333069, -0.0420929678, 0.1148271412, 0.0533899814, 0.0063029835, 0.0678336471, 0.0533383936, -0.0062804157, 0.1495951116, 0.0438726358, 0.0633973777, -0.0190346893, -0.0177192837, -0.0295579303, 0.1198824272, -0.0247347783, 0.1435081363, 0.1183348894, 0.0332462229, -0.0152174337, 0.0137988599, -0.0653575882, -0.0043330998, -0.1169936955, -0.0101234624, -0.0080858739, 0.0533383936, -0.0290420856, 0.0783053041, 0.0531836413, 0.0361349583, -0.047973603, 0.0102395276, -0.006309432, -0.0109617105, 0.0757776648, 0.0829479098, 0.1005382314, -0.0715477318, 0.0271076653, -0.0567429736, 0.0135925217, -0.0141986394, -0.0387141816, 0.0046426067, 0.0554533601, 0.0722183287, 0.0826384053, 0.0153721869, -0.1571264565, -0.0896023139, -0.0827415735, 0.0128058577, -0.0528225489, 0.0009091772, -0.0299190227, -0.0520745739, -0.0468387455, -0.0307443738, 0.0265402365, -0.0120514343, -0.0039429921, -0.0842891112, 0.0809361115, 0.0624688566, 0.06525442, 0.0837732628, -0.0686074123, 0.0247992594, 0.0124383178, 0.0953281969, -0.0363412946, 0.0173710883, -0.0015475356, 0.001288001, -0.0323177017, -0.0010002562, -0.0006585087, 0.0797496736, 0.0351290591, 0.0074926517, 0.0685042441, 0.0752102286, 0.0757776648, 0.1075021401, -0.024399478, -0.0227229819, -0.045600716, 0.0236772951, -0.0274687577, 0.032549832, 0.0739722028, -0.0619530119, 0.0536479019, 0.0445948169, 0.1654831469, 0.074075371, 0.0972368196, 0.0132959103, -0.0510944687, -0.0373987779, 0.0190088954, -0.0891896337, -0.0849597082, -0.0322919115, -0.0377856605, -0.006119214, 0.1238028482, -0.047174044, -0.0520487837, -0.0307185818, -0.026849743, -0.1040459797, -0.0052745175, -0.0313891806, 0.0190862734, -0.019511845, 0.0178224519, -0.0278814342, 0.039900627, 0.1080179885, -0.0166875925, -0.0604054742, 0.1202951074, -0.1446429938, 0.0143533926, -0.0500885695, 0.030950712 ]
712.1491
Jean-Christophe Leyder
Jean-Christophe Leyder, Roland Walter, and Gregor Rauw
Hard X-ray emission from Eta Carinae
5 pages with 2 figures. Accepted as a Letter in Astronomy & Astrophysics
Astronomy and Astrophysics (January 2008), Volume 477, pp.L29-L32
10.1051/0004-6361:20078981
null
astro-ph
null
Context : If relativistic particle acceleration takes place in colliding-wind binaries, hard X-rays and gamma-rays are expected through inverse Compton emission, but to date these have never been unambiguously detected. Aims : To detect this emission, observations of Eta Carinae were performed with INTEGRAL, leveraging its high spatial resolution. Methods : Deep hard X-ray images of the region of Eta Car were constructed in several energy bands. Results : The hard X-ray emission previously detected by BeppoSax around Eta Car originates from at least 3 different point sources. The emission of Eta Car itself can be isolated for the first time, and its spectrum unambiguously analyzed. The X-ray emission of Eta Car in the 22-100 keV energy range is very hard (photon index around 1) and its luminosity is 7E33 erg/s. Conclusions : The observed emission is in agreement with the predictions of inverse Compton models, and corresponds to about 0.1% of the energy available in the wind collision. Eta Car is expected to be detected in the GeV energy range.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:27:49 GMT" } ]
2008-01-15T00:00:00
[ [ "Leyder", "Jean-Christophe", "" ], [ "Walter", "Roland", "" ], [ "Rauw", "Gregor", "" ] ]
[ 0.0304725375, 0.0430228114, 0.0042342516, -0.0318800434, -0.0518901087, -0.0042049289, -0.044946406, 0.0389879569, 0.0871247128, -0.096179679, 0.0193766858, 0.0700000376, -0.0879692212, -0.0944906697, 0.0416387655, -0.0258981381, -0.0277748145, 0.0036272642, -0.0496381, 0.0886260569, -0.0824799389, -0.0894236416, 0.0588807315, 0.0119110327, -0.0590214804, 0.0168079864, -0.0617895797, 0.0381903723, 0.0256870128, -0.0569102205, 0.0384014957, 0.0098115001, -0.001307809, -0.1871985048, -0.0652145147, 0.1210456491, -0.0416153073, 0.0006110196, -0.1232976615, -0.02876007, 0.0499665178, 0.0441722758, -0.0668096915, 0.0861394629, -0.0613204092, -0.0358210653, -0.0225435793, -0.072486639, 0.0653552637, 0.0169487372, -0.0632909238, 0.0354457311, 0.0648860931, -0.0576608926, -0.1175737977, -0.0771314129, 0.0079641463, 0.0559718832, -0.0692493692, -0.089329809, -0.0515616909, -0.0781635866, -0.0744571462, -0.01491958, -0.0825737715, -0.0260154307, 0.0777413324, 0.0086033894, 0.0936461687, 0.0141571797, 0.0068440051, -0.0043016947, -0.0445476137, 0.0057883747, 0.0743163973, -0.0737533942, -0.0551742949, -0.0250067171, -0.0565818027, 0.06540218, 0.0937400013, 0.0344839357, -0.0833713636, -0.0063044606, 0.0207607355, -0.039386753, -0.0062927315, -0.0587399788, -0.02481905, -0.0061226576, -0.0407238826, 0.0467996262, -0.0709383786, -0.1224531531, -0.0014932775, 0.0055068731, -0.0111955497, -0.0664812699, 0.1122252643, 0.0436327346, 0.0200100653, 0.034178976, 0.1074397415, -0.1313673705, 0.106970571, 0.0332406349, -0.0811193511, 0.0987131968, -0.0479490906, -0.0370409079, 0.0760992393, -0.0475502945, -0.120107308, 0.1176676303, -0.05752014, -0.0002657404, -0.0882038027, -0.0174648222, -0.1455362737, 0.0308478735, -0.0689209476, 0.0694370344, -0.0531568676, -0.0060933344, 0.035234604, -0.0213589258, -0.0172419678, -0.1416890919, -0.0886729732, -0.0273525622, 0.1117560938, -0.0078116665, 0.0405127592, 0.06432309, -0.076756075, -0.0355864801, 0.1090349182, -0.0658244342, -0.0156233329, -0.0474799201, -0.0058382237, -0.0241856705, 0.0311059169, 0.042952437, 0.0002397161, 0.0323022977, -0.0253351349, 0.0055186022, 0.0738003105, -0.0420844741, 0.0182975978, -0.0272587296, 0.0704222918, -0.0125385458, 0.0223324522, -0.0332171768, 0.0060640117, 0.012409525, -0.0527346134, -0.0865617096, -0.0438203998, -0.0118817091, -0.0037973379, 0.047808338, 0.0006473068, 0.0389175825, 0.0181920342, -0.0612265766, -0.1334317178, -0.0280563161, -0.0822453573, 0.0278217327, 0.009436165, 0.0381434523, -0.0023942289, 0.0223441813, 0.0017505875, -0.0256635528, -0.1078150719, 0.0303317867, -0.0352111459, 0.0507171862, 0.0975871906, 0.009084288, 0.0083453469, -0.0371112823, -0.0378854088, 0.0519370288, -0.0522654466, -0.0831836909, -0.0162918996, 0.170589909, 0.1383110732, 0.1876676679, -0.0607574061, -0.0951944217, 0.0524531119, -0.0094713522, -0.017804971, 0.0420375578, 0.0807440132, 0.1220778152, 0.0410523042, 0.0206317138, -0.002584829, -0.0938807502, 0.0951475054, 0.02085457, -0.1285523474, 0.0093540605, 0.0797118396, -0.1232038215, -0.0433981493, 0.0045245504, -0.1131636053, 0.0238807108, 0.0733780563, 0.050341852, 0.0840281993, -0.0025173859, -0.0784450844, 0.0655898526, 0.0279390235, 0.0302144941, -0.0464477465, 0.0408646353, 0.0386829972, -0.0575670563, 0.0364779048, 0.0450871587, -0.0416856818, -0.0605697408, -0.0506233536, -0.0775536671, -0.0541421212, 0.0101751061, 0.0171129461, -0.0126206512, -0.0106325466, -0.0983378589, -0.0458143689, -0.0005351461, -0.0223559104, -0.0065918267, -0.0980563536, -0.0193180405, -0.0261561815, 0.0302848704, -0.0249598008, 0.0055303317, 0.0788204223, -0.0283847339, 0.0102865342, -0.0322319232, 0.0812601, -0.0448760316 ]
712.1492
Ganna Ivashchenko
N.M. Kostogryz
Study of the Reasons for the Geometric Albedo Variations of Uranus
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 44-48, 2007
null
null
astro-ph
null
The method of the optical parameter estimations of the nonisothermal giant planet atmospheres by using intensity data of Raman scattering features was used. We applied this method to the observational data of Uranus' geometric albedo spectra from 1981, 1993 and 1995 and obtained the spectral values of the optical depth, namely, $\tau_a/\tau_R$ and $\tau_\kappa/\tau_S$ (where $\tau_a$, $\tau_R$ are aerosol and gas components, $\tau_S=\tau_a+\tau_R$ and $\tau_\kappa$ is absorption component of the effective optical depth of the intensity of diffuse - reflected irradiation forming). We showed that these ratios are different for the three years. The conclusion is that this effect can be due to the horizontal inhomogeneity of aerosol component of optical depth over the Uranus' disk.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:29:40 GMT" } ]
2007-12-11T00:00:00
[ [ "Kostogryz", "N. M.", "" ] ]
[ 0.0007192591, 0.0087988283, 0.0261771586, -0.0391431749, 0.0102308961, 0.0408719778, -0.0460325815, -0.0084762909, 0.0111920582, 0.0089342939, -0.0843758583, 0.0026931898, -0.0327440277, -0.0871625841, -0.0293638315, 0.0845822841, -0.0238290858, -0.0483032465, -0.1473868191, 0.0007829603, 0.0243193414, -0.0193006564, 0.002396455, -0.0167332552, -0.0320473462, -0.0634754151, 0.0487677008, -0.00889559, 0.0966580957, -0.0189136099, 0.0438135192, -0.0484322608, -0.0169525817, -0.0289251804, -0.0723516569, 0.0815375298, 0.0566118173, 0.0169396792, -0.0628561452, -0.0645075366, 0.0283317119, -0.0415428542, 0.0040188199, -0.0150302565, -0.001578822, -0.0370789319, 0.0487418957, -0.053102605, 0.0599146038, -0.0941293985, 0.0589856952, 0.0161397867, -0.0394012034, -0.1497607082, 0.0466776565, -0.0686360225, 0.0168235656, 0.0401752964, -0.0513221994, -0.0734869912, -0.0865949169, -0.0153398924, 0.0077667078, 0.0220099725, -0.0023206586, -0.1020251215, -0.014333575, 0.0273253936, -0.083911404, -0.038704522, 0.0357629806, -0.0158430524, 0.0743642896, -0.0905685872, 0.0001861647, 0.0445360057, -0.0970193371, -0.0207585264, -0.0367434956, -0.0043091038, 0.0414138399, 0.0248999093, -0.0342922062, -0.013791712, -0.024770895, -0.0191458371, 0.0807634369, 0.0020642413, -0.0076441434, 0.0443037786, 0.068894051, 0.0352211148, -0.0509351529, 0.0063281897, 0.0087859267, -0.0680683553, 0.0353759341, -0.0727128983, 0.1838206798, -0.0625981167, -0.0569730587, 0.0003416884, 0.0405623391, 0.0505997129, 0.0678619295, 0.0198812243, 0.04920635, 0.0515544266, 0.0154560059, -0.0297250748, 0.0404849313, -0.0076892986, 0.0388077348, 0.0093987482, -0.0139594311, 0.015894657, -0.1776279658, 0.0015312477, -0.0746223181, 0.0606370866, -0.0669330209, 0.002438385, 0.0839630142, 0.0343438126, 0.1183842346, -0.0905685872, 0.0287961662, -0.1226159334, -0.0482774414, 0.0325376019, 0.1502767652, -0.0880398899, -0.0877818614, -0.1871234626, -0.0160752796, -0.0147593245, 0.1635911167, 0.0204746928, 0.0965032801, 0.1032120585, 0.0174428392, 0.1198292077, 0.0705970526, 0.0497224107, -0.0659525096, -0.0294412412, 0.0040284959, 0.0798861384, 0.012707985, 0.1168360561, -0.1897037774, 0.0326408148, 0.0388077348, -0.0607402995, 0.0381626599, -0.1194163561, 0.1139461175, -0.0209907535, 0.0391947813, -0.0712163225, -0.0103083048, 0.0171461031, -0.0191974435, -0.0197135042, -0.0272995904, 0.0007595763, -0.0307055879, -0.0151721733, -0.1072373316, -0.0594501495, -0.1008381844, -0.0571794808, 0.0116371596, 0.0033156874, 0.0646623597, -0.0347824655, -0.0375433862, -0.0025028924, 0.0470905043, 0.0404075235, -0.0090310555, 0.0370015241, 0.0990835801, -0.0314280726, 0.0138820224, -0.0138562191, 0.0438393243, -0.0030092767, 0.0064507537, 0.0431684442, 0.0100438241, 0.10424418, 0.1289118677, 0.0405107327, -0.1390266418, -0.0692036897, -0.0354017392, -0.0411558114, -0.0451294743, 0.0671394467, 0.0084311357, 0.0122112771, 0.1396459192, -0.0511157736, -0.0437877178, -0.1203452647, 0.0611531474, 0.0006474944, -0.0438909307, 0.0365886763, 0.0143851815, 0.0464970358, -0.1410908848, 0.0420331135, -0.045645535, 0.0198941249, -0.0731773525, 0.0661073253, 0.1091983616, 0.1225127205, -0.0615143888, 0.0070764772, 0.0498772301, -0.0260223411, 0.0130434241, 0.0392721891, 0.080660224, 0.0392463878, 0.0726096854, -0.0292348173, 0.016230097, 0.0152753852, -0.1489350051, 0.0916007087, -0.0410783999, -0.0562505722, 0.0490515344, -0.0171332024, -0.0750351697, -0.0139981359, -0.0032269896, 0.0480194129, -0.0962968543, 0.0268093329, -0.0410009921, 0.0034188996, -0.0527155623, -0.0084633892, -0.0187329892, 0.0666233897, -0.0784927756, -0.0099019073, -0.0649719909, -0.0530509986, -0.0866981298, -0.0002660936 ]
712.1493
Sonia Bacca
S. Bacca, N. Barnea, W. Leidemann, G. Orlandini
Longitudinal response function of 4He with a realistic force
3 pages, 3 figures, proceedings of the 20th European Conference on Few-Body Problems in Physics (EFB20)
Few Body Syst.44:321-324,2008
10.1007/s00601-008-0318-3
null
nucl-th
null
The longitudinal response function of 4He is calculated with the Argonne V18 potential. The comparison with experiment suggests the need of a three-body force. When adding the Urbana IX three-body potential in the calculation of the lower longitudinal multipoles, the total strength is suppressed in the quasi-elastic peak, towards the trend of the experimental data.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:34:54 GMT" } ]
2009-01-16T00:00:00
[ [ "Bacca", "S.", "" ], [ "Barnea", "N.", "" ], [ "Leidemann", "W.", "" ], [ "Orlandini", "G.", "" ] ]
[ -0.028869113, 0.0037835476, 0.0984888449, 0.0059499587, -0.0541050397, 0.0036700105, -0.1089956313, 0.0639735609, 0.0398668684, -0.0430827327, 0.0198966116, 0.0335333385, -0.0211240407, -0.0572963506, -0.0495635532, 0.0159320198, 0.0769352019, -0.0780153424, -0.0247326791, -0.0271261651, -0.1147890911, -0.0444083549, 0.0456112325, -0.0074198036, 0.0073154722, -0.0568053797, -0.0149746248, -0.0797828361, -0.0247695018, -0.0284517873, 0.0461758524, -0.0695215389, 0.0061248671, -0.0585728772, -0.1295182258, 0.0439419337, 0.0321095251, 0.1084064618, -0.1036931425, -0.0232106689, 0.0108750146, -0.0758550689, -0.089847751, 0.0067876782, -0.0018948424, -0.0362091325, -0.0269052275, 0.028672725, 0.0636789799, -0.0188410245, 0.0439664796, 0.01917243, 0.1127270088, 0.0207312629, 0.0212467834, 0.0290900506, 0.0664775148, 0.0320113301, 0.0538595505, 0.031373065, -0.0968195423, -0.1286344826, -0.051404696, -0.0269543249, -0.0839069933, -0.0307348035, -0.0206576176, 0.0233702343, 0.0775734633, 0.0397441275, -0.0309557412, 0.0694724396, 0.0350553505, 0.0245362911, -0.0428126976, 0.0226828735, 0.0537613593, -0.0980469733, -0.068588689, 0.0215168167, 0.0152937565, 0.0328459814, -0.0150728188, -0.1171457544, -0.06981612, -0.0265615471, 0.0352517404, 0.022916086, -0.1418907046, 0.0008898855, 0.0063273925, -0.0150850937, -0.0423462763, 0.0542032309, 0.0254814103, -0.1718399525, 0.076738812, -0.0393758975, 0.070110701, 0.0809120685, -0.0461758524, 0.0774752721, 0.0031575593, -0.0727128536, 0.110959515, -0.0307348035, 0.0062905699, -0.0385167003, 0.0162634254, 0.0341716036, 0.0629425198, -0.0494899079, -0.0793409646, -0.0945610702, -0.1156728417, -0.0486552566, -0.1260814369, -0.0387621857, -0.0959848911, 0.0339261182, 0.0455130413, 0.1156728417, 0.1339369714, -0.0434755087, 0.1849979907, 0.0340734087, 0.0823849887, -0.0999126583, -0.0005719049, 0.0237630121, 0.05101192, -0.0113782603, -0.0317903906, -0.0519447625, -0.0398423225, 0.0415116251, 0.0121024428, -0.023308862, 0.0255796053, -0.020142097, 0.0384185053, 0.092449896, 0.0249536168, 0.0032925764, 0.0308575463, 0.1148872823, 0.0209644753, -0.02215508, 0.0072172782, -0.0357918069, 0.0078064436, 0.0108566033, 0.0195283834, 0.0173312873, 0.021394074, -0.1355080754, 0.0456357822, 0.0846925527, 0.012470671, -0.040357843, -0.0121822255, -0.0109056998, -0.0988816246, -0.0409961045, 0.0860672668, 0.0311766788, -0.0712890327, 0.0257759932, -0.1055588275, -0.1529866606, 0.0306366086, -0.0347853154, -0.03797663, -0.0184236988, 0.0330178216, 0.061862383, 0.0594075285, -0.0187182818, -0.0725655556, 0.0171226244, 0.0582782924, 0.0323059112, 0.0368473977, -0.0445065498, -0.1133161783, -0.0096905464, -0.043156378, 0.0980469733, -0.023112474, -0.0355217755, -0.0387621857, 0.11449451, 0.1525938809, -0.057640031, -0.0868528262, -0.1102721542, 0.0417571105, -0.0033355362, -0.0230633765, 0.0624024533, 0.0151710138, -0.0248063244, 0.1118432656, -0.0844961628, -0.054939691, 0.0390813164, 0.0536631644, 0.0074075297, -0.106638968, 0.0175154004, 0.0663793236, 0.0437700935, 0.1006491184, 0.0209031031, -0.111254096, -0.0325759463, -0.0026359023, 0.0395231918, 0.090927884, 0.074136667, -0.0919589251, 0.0270770676, 0.0891112909, 0.081206657, -0.0095371176, 0.0132439509, 0.1146908998, -0.0508646257, -0.0774261728, -0.0696197301, 0.0883257389, -0.0092977695, -0.0264142565, -0.0505209491, -0.0668702945, -0.0845452622, 0.0565598942, 0.0354726762, -0.01745403, -0.0952975303, -0.0861163661, -0.0220200624, 0.0361109413, 0.0004200106, -0.0194301903, 0.0103103975, 0.0283535924, -0.0364055224, 0.1103703529, -0.0286236275, -0.0127652539, -0.0675576553, 0.0778680518, -0.0409470052, -0.0636789799, 0.0250395369 ]
712.1494
Oliver Kern
Oliver Kern and Joseph M. Renes
Improved one-way rates for BB84 and 6-state protocols
17 pages, to appear in Quantum Information & Computation. Replaced by accepted version
Quantum Information & Computation, Vol.8, No.8/9, pp0756-0772, (2008)
10.26421/QIC8.8-9-6
null
quant-ph
null
We study the advantages to be gained in quantum key distribution (QKD) protocols by combining the techniques of local randomization, or noisy preprocessing, and structured (nonrandom) block codes. Extending the results of [Smith, Renes, and Smolin, quant-ph/0607018] pertaining to BB84, we improve the best-known lower bound on the error rate for the 6-state protocol from 14.11% for local randomization alone to at least 14.59%. Additionally, we also study the effects of iterating the combined preprocessing scheme and find further improvements to the BB84 protocol already at small block lengths.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:49:11 GMT" }, { "version": "v2", "created": "Wed, 5 Mar 2008 11:19:37 GMT" } ]
2021-09-30T00:00:00
[ [ "Kern", "Oliver", "" ], [ "Renes", "Joseph M.", "" ] ]
[ 0.022972187, -0.0311839636, 0.0321937315, 0.0774550289, -0.0037569252, -0.005884117, 0.0090062255, 0.0547352806, -0.0997886881, 0.0368861742, 0.0844045952, 0.0408064425, -0.0576457866, 0.0963435993, 0.108876586, -0.0747821182, 0.0745445266, 0.0828602463, -0.0284516551, 0.0095927808, -0.0351636335, -0.0307681784, 0.0618333444, -0.0124661606, 0.0262390785, -0.0298178084, 0.0334410891, -0.1101833358, 0.1078668162, -0.1274681687, -0.0070349537, -0.0648626462, -0.0408064425, -0.0079073627, -0.1036495566, 0.0624867231, -0.0975909606, 0.03400537, -0.0270261019, -0.0212050956, 0.0159038212, -0.1379222125, -0.049478557, 0.0841670036, -0.039945174, 0.0250659678, -0.0263578743, -0.0653378293, 0.001508153, 0.0135947233, 0.0012900509, 0.1212313697, -0.0470432378, -0.0741881356, 0.0326689146, 0.0159632191, 0.0063852877, 0.0166165978, 0.0233731233, 0.0069235824, 0.0602889955, -0.1162419394, -0.0063296021, 0.0226900466, -0.0613581613, -0.0635558888, -0.1373282373, 0.0056131133, 0.040984638, 0.120459199, -0.0712182373, 0.0689017102, 0.1058472842, -0.0056242505, 0.0385196209, 0.0162899084, -0.055477757, 0.1286561191, 0.0734159574, 0.095452629, -0.0354309231, 0.0135947233, 0.132338807, -0.0322234295, -0.0523296632, -0.0059769265, -0.0968187824, -0.0059620771, -0.018992519, -0.0059583643, 0.0442515314, 0.0002849249, -0.0408955403, 0.001419984, 0.0977097526, -0.0173739232, 0.0667633787, 0.1256862283, 0.0836918205, -0.0384899229, 0.0312730595, -0.0674167573, -0.0334707871, -0.0976503566, 0.1454063654, -0.0113227488, -0.0093329148, 0.0766828507, -0.0693174973, 0.0422616974, -0.0291495807, -0.0157701764, -0.0880872756, -0.0401233658, 0.0238037594, -0.0569330081, -0.0112113776, -0.1006796584, -0.0149905765, 0.0750791058, -0.0422913954, -0.0444594212, 0.0181609467, 0.0753166974, -0.0481123999, -0.1237854883, 0.0321046337, -0.1841338873, 0.0423804931, -0.0213535912, 0.1266365945, 0.0059323781, 0.0713370293, -0.0218139254, -0.0240858998, 0.0721092075, 0.0149386041, -0.0256153997, -0.0345102549, -0.0586555526, 0.0322828256, 0.0049857218, 0.0032706039, -0.0017921499, -0.1152915731, 0.0522702634, -0.0522405654, -0.0238483083, -0.0460334718, 0.0121988701, -0.1029367819, -0.0135204755, -0.0471620336, -0.0000734935, -0.0467462465, -0.0475778207, 0.0002491933, 0.1142224073, 0.0285556018, -0.0221109148, 0.0745445266, 0.1187366545, -0.0533394292, 0.0018469074, 0.0195567999, -0.0223188084, -0.013758068, 0.0108846882, -0.1458815485, -0.0793557614, 0.0715746209, -0.0437466465, 0.0479639061, 0.0924233273, -0.0648032501, 0.0333222933, -0.0443109274, -0.1404169351, -0.0577942804, 0.0109515116, 0.0270706508, -0.0041652867, 0.0433605611, -0.0037791994, -0.054527387, -0.0108921127, -0.0222891103, 0.1075104252, 0.0364109911, -0.0197943915, -0.0452315956, 0.0596950166, 0.0471026339, -0.0044956882, -0.0244125891, -0.0690205097, 0.0550619699, 0.0417865105, -0.0506962165, -0.1060848758, -0.0598138124, -0.0451721996, 0.0338568762, 0.056428127, 0.037034668, -0.1373282373, 0.0709806383, -0.1071540415, -0.0792963654, 0.0306196827, -0.0009021075, 0.0662287995, 0.0645062551, 0.041964706, 0.0365297869, 0.0014812383, -0.1141630039, 0.0787617862, -0.0106025478, 0.0550322719, -0.0428259782, -0.0683671311, -0.0316294506, 0.1259238124, -0.0383117273, 0.1044217274, 0.035965506, 0.0648626462, -0.0085533159, -0.1300816834, 0.0600811057, 0.0000513932, 0.0106099723, -0.0455879867, 0.0143149244, 0.0026766236, -0.0375395529, -0.1076292247, -0.0337083787, -0.1099457443, 0.0054943175, 0.0118573308, 0.0078999372, 0.0468056463, -0.0445782207, 0.0548837781, -0.0450534038, 0.0137654925, -0.0472511314, -0.0385196209, -0.0241601467, -0.0430338718, 0.0262390785, -0.1099457443, 0.0004577824, 0.0053606718 ]
712.1495
Nikolay Tyurin
Nikolay A. Tyurin
Three conjectures on lagrangian tori in the projective plane
17 pages, no figas
null
null
null
math.SG math-ph math.MP
null
In this paper we extend the discussion on Homological Mirror Symmetry for Fano toric varieties presented by Hori and Vafa to more general case of monotone symplectic manifolds with real polarizations. We claim that the Hori -- Vafa prediction, proven by Cho and Oh for toric Fano varieties, can be checked in much more wider context. Then the notion of Bohr - Sommerfeld with respect to the canonical class lagrangian submanifold appears and plays an important role. The discussion presents a bridge between Geometric Quantization and Homological Mirror Symmetry programmes both applied to the projective plane in terms of its lagrangian geometry. Due to this relation one could exploit some standard facts known in GQ to produce results in HMS.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:44:21 GMT" } ]
2007-12-11T00:00:00
[ [ "Tyurin", "Nikolay A.", "" ] ]
[ -0.0466792397, -0.049322404, -0.0233146846, 0.0615906641, 0.0287256856, 0.0392484628, -0.0529131144, -0.0936577097, -0.0509432107, -0.0148490854, -0.0341117531, 0.018402392, -0.096250996, -0.0389991105, 0.0084032603, 0.0359071083, -0.0202226844, 0.0218559578, 0.0405949801, 0.1260738522, 0.0142506333, -0.0578503422, 0.0137145203, -0.0378271416, -0.0380764939, -0.0270051379, -0.0181904417, 0.0460807867, 0.1290661097, -0.0399715938, -0.0001805875, -0.0289999768, 0.0279028155, 0.0203722958, -0.1704590172, 0.1439276636, 0.0444101095, 0.0845313147, 0.004796965, 0.0250851046, -0.0742080212, 0.1360480487, -0.0113768177, 0.0106973257, 0.0540601462, 0.0371289477, 0.0560051128, 0.0327153653, -0.017641861, -0.0272046216, -0.0234268941, 0.0086526154, -0.0321418494, -0.0501452722, -0.1090179682, -0.013751924, -0.0915132537, 0.0474023707, -0.0000715921, -0.0438365936, 0.0007632598, -0.0592966005, 0.0252845883, -0.0094256159, -0.0807411224, 0.0461555943, -0.082087636, -0.0337377191, 0.0367549136, 0.0221676528, -0.0463800132, 0.0372037552, 0.0357325599, 0.0309449453, -0.0079544215, -0.0004909175, 0.0452579185, 0.0912638977, 0.0600945354, -0.022417007, 0.0160584562, 0.0583490506, 0.1065244228, 0.069619894, 0.0221053138, -0.0454574004, -0.0086775515, 0.022292329, -0.2020772249, 0.0273043625, 0.0600446649, 0.0347102061, -0.0394978188, 0.0245240554, 0.1062251925, -0.0881718993, 0.0391237848, -0.0013644389, -0.0142631009, 0.0187764261, 0.031019751, 0.0103357611, -0.0032571985, -0.0283516534, 0.2034736127, 0.0892191902, 0.0654805973, -0.0076863654, -0.0351341069, 0.0781478286, -0.0277033318, -0.0519655645, -0.0269552656, 0.0532123372, 0.0233770236, 0.0278778803, -0.051915694, 0.018938506, -0.0544591136, 0.0114391567, 0.0441607572, -0.1236800402, 0.0525640175, -0.0127171008, 0.0893189311, 0.0232648142, 0.001028589, -0.089418672, -0.1169973239, 0.0303215571, 0.0541598871, -0.0337127857, -0.0092385998, -0.0204346348, 0.0111336969, 0.008870801, 0.0686224699, -0.063386023, 0.0755545422, 0.0345855281, -0.0205717813, -0.0154226013, 0.10921745, 0.020584248, 0.089418672, 0.0648821518, -0.0174299087, 0.0981959626, -0.0100926403, 0.0636852458, -0.017579522, -0.0698692501, 0.0507437252, 0.0265064277, -0.0049964492, -0.0293989442, 0.0731108636, -0.0249853618, -0.0664281473, 0.0004885798, 0.0411934331, 0.0355081409, 0.012598657, 0.04091914, 0.0766516998, 0.0288752988, 0.0075928573, 0.0025714727, -0.0051616468, -0.1648734659, -0.0680240244, -0.0947050005, -0.1091177091, 0.0082411803, 0.0421908535, 0.0688718259, -0.0199359264, -0.1302630007, -0.0783971846, 0.0500455312, -0.0079793576, 0.098295711, 0.0083720917, -0.0792948604, -0.1065244228, 0.0113394149, 0.006514397, 0.0886207372, 0.0765020847, 0.0577007271, -0.0956026763, 0.0216689426, 0.145224303, 0.1049285457, 0.0229406524, -0.1093171984, 0.0138516659, 0.0861271843, -0.0562045984, -0.0235515721, 0.0529629849, 0.0183774568, 0.1017866731, -0.0281022992, -0.068173632, -0.0210330877, 0.104429841, 0.055207178, -0.0679741502, 0.081489183, 0.0028410875, -0.0143254399, 0.1005399004, 0.1208872646, 0.012804375, 0.0395975597, -0.1053275168, -0.013751924, 0.044958692, 0.0726620257, 0.0200356673, 0.0351839773, 0.0822372511, 0.0453576595, 0.1199895889, 0.0759036392, 0.0328899138, -0.0062432238, -0.0797935724, 0.0072811637, 0.0987445489, -0.0334135592, -0.0723129287, -0.0560549833, 0.068173632, -0.0672759563, 0.0470034033, -0.1139053255, -0.0299724601, -0.0896181539, 0.0905158371, 0.0942062885, -0.037752334, 0.0060624415, -0.0419913679, -0.0429887883, -0.0556061454, -0.0418417566, 0.0855786055, -0.0734599605, 0.0159961171, 0.0601444058, -0.1127084196, 0.0387746878, -0.0281771049, -0.0041953963 ]
712.1496
Martin Halln\"as
Martin Halln\"as
A basis for the polynomial eigenfunctions of deformed Calogero-Moser-Sutherland operators
null
null
null
null
math.QA math-ph math.MP
null
We construct a linear basis for the polynomial eigenfunctions of a family of deformed Calogero-Moser-Sutherland operators naturally associated with hypergeometric polynomials. In our construction the eigenfunctions are obtained as linear combinations of polynomials which generalise the (super) Schur polynomials. As a byproduct, we obtain explicit series representations for the super Jack polynomials.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:44:29 GMT" } ]
2007-12-11T00:00:00
[ [ "Hallnäs", "Martin", "" ] ]
[ -0.0194512773, -0.0414777212, 0.0054347315, 0.0347022787, 0.001021942, -0.0070442124, -0.0521534234, -0.0242140889, -0.0805052817, 0.0577037856, 0.0853056014, -0.0076880045, -0.0219389405, -0.0232640263, 0.0179761797, 0.0497532636, 0.0404526554, -0.0103256777, 0.0181261897, 0.0327021442, 0.043727871, -0.1251082122, -0.021526413, -0.0184512101, 0.0237640589, 0.0029501936, -0.0201388225, -0.0091130985, 0.0806052908, -0.1213079616, 0.1039068177, -0.0433778465, -0.0158135369, 0.0031361433, -0.0077380077, 0.0912559852, -0.0811553225, 0.0475281179, -0.0892058536, 0.0899559036, -0.0829554424, -0.0216514207, -0.1580103636, 0.0488532074, 0.0683544874, -0.0177636649, 0.0316770785, -0.0082817934, 0.0063472916, -0.0423527807, 0.0079192696, 0.0407276712, 0.1274083555, 0.0749049187, -0.032552138, 0.0382525101, -0.0467530675, 0.0473781079, 0.0624040961, -0.0175386518, 0.0632541478, -0.0854556113, 0.0488532074, 0.010575694, -0.0531034842, -0.0015407262, -0.0502782986, 0.051903408, 0.0590538755, 0.1706112027, -0.0710546598, -0.0092068538, 0.1050068885, 0.0716546997, -0.094706215, -0.0213889033, 0.0209513754, 0.0389025547, -0.0384525247, 0.062754117, 0.0286268778, 0.0567537248, -0.0133758774, 0.0080067758, -0.0293019228, 0.0129633509, 0.031877093, 0.0575537756, -0.1653108448, 0.0225764811, 0.0085568111, 0.0214889105, -0.00990065, 0.0193637703, 0.0678044483, 0.0030752018, 0.0570537448, -0.0205763504, 0.0323771238, -0.0206763577, -0.0420777611, 0.0477281325, 0.0459780172, -0.064504236, 0.1199078709, 0.0237140562, -0.0296769477, 0.0608539954, -0.0068942024, -0.016126059, -0.094856225, -0.0590038709, -0.1177077219, -0.0539035387, 0.0872057229, 0.0063941698, -0.0989064872, -0.0096131312, -0.0762550011, 0.043802876, -0.0252141543, -0.015976049, 0.0445529222, -0.0798552409, 0.1015066579, -0.0281518474, -0.0145384539, -0.0621040761, -0.0498782732, -0.0375524648, -0.0347772837, -0.0728047788, -0.0436278619, -0.0507533289, 0.0004195588, 0.0347522795, 0.0195887852, 0.0086630685, 0.1771116257, 0.1026067361, 0.1272083521, -0.0544535741, 0.0018782483, 0.0242015887, -0.0046065524, 0.0866556838, -0.0528534688, -0.0592038855, -0.0969063565, 0.0913059935, -0.0057097496, -0.0863556638, 0.0740048587, 0.0817553625, -0.0278018247, -0.1254082322, 0.0059347646, -0.0376274697, 0.1059069484, 0.0341772437, 0.0214264058, 0.1010066271, -0.0706046298, 0.0573537648, 0.0771050602, 0.0045565492, -0.0528034642, -0.0571037456, -0.0114507517, -0.1027067378, 0.1128074005, -0.0462030321, -0.0656043068, -0.0099194013, -0.0586038455, 0.0304019954, -0.0632541478, -0.1676110029, -0.1064069793, 0.021588916, 0.0779551193, 0.1035067961, 0.0008109908, -0.0398776159, -0.0308270231, -0.0038502526, 0.0612040162, 0.0356773399, 0.1135074496, 0.086455673, -0.0286518801, 0.0196262877, 0.1145075113, 0.1194078326, 0.0072817281, -0.0959062949, 0.1221080124, 0.0138384085, 0.0049221981, -0.0039221323, 0.0244641062, -0.0440528914, 0.0187887326, 0.0125320721, -0.0771550611, -0.0409276858, -0.0051659639, 0.08040528, -0.0188137349, 0.0838055015, -0.0180261824, 0.0032158361, 0.0548535995, 0.032252118, -0.0355273299, 0.023776561, -0.0539035387, 0.0662543476, -0.000811772, 0.0977564156, -0.0376524702, 0.0658043176, 0.0631541461, -0.0004351848, 0.003900256, -0.0548035949, 0.0156635288, -0.0713046789, 0.0136133935, -0.0070504625, 0.016126059, -0.0154760154, -0.0258266944, 0.0265017394, -0.0298519582, -0.0398026109, -0.0332021788, -0.031952098, -0.1142074913, -0.119007811, -0.0647042468, -0.0090380935, -0.007869266, 0.1108072698, 0.0133883785, 0.0678544566, 0.0405526608, -0.0173011348, 0.0230890159, -0.0005820694, -0.1259082556, 0.1436094195, 0.0609039962, 0.102806747, -0.1131074205, 0.0399526209 ]
712.1497
Alain-Sol Sznitman
Alain-Sol Sznitman
How universal are asymptotics of disconnection times in discrete cylinders?
Published in at http://dx.doi.org/10.1214/009117907000000114 the Annals of Probability (http://www.imstat.org/aop/) by the Institute of Mathematical Statistics (http://www.imstat.org)
Annals of Probability 2008, Vol. 36, No. 1, 1-53
10.1214/009117907000000114
IMS-AOP-AOP328
math.PR
null
We investigate the disconnection time of a simple random walk in a discrete cylinder with a large finite connected base. In a recent article of A. Dembo and the author it was found that for large $N$ the disconnection time of $G_N\times\mathbb{Z}$ has rough order $|G_N|^2$, when $G_N=(\mathbb{Z}/N\mathbb{Z})^d$. In agreement with a conjecture by I. Benjamini, we show here that this behavior has broad generality when the bases of the discrete cylinders are large connected graphs of uniformly bounded degree.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:48:46 GMT" } ]
2009-09-29T00:00:00
[ [ "Sznitman", "Alain-Sol", "" ] ]
[ 0.0508494005, -0.027339479, 0.0590918213, 0.0852646828, -0.0408570506, -0.019528199, -0.0231168214, 0.0031352902, -0.0997206196, 0.0199466608, 0.0810547024, -0.017790949, -0.0735477582, 0.049175553, 0.0273141172, 0.0734463185, 0.0131878741, 0.1220385581, 0.0558455773, 0.0479328521, -0.0636061355, -0.0503421761, 0.025323255, -0.0216205064, 0.0443315469, -0.02855682, 0.0549832918, 0.0611207262, 0.169109121, -0.062490236, -0.0107278284, 0.0060169678, -0.1107781455, -0.0287850723, -0.0843516737, 0.1721524894, 0.0162819531, 0.0482118241, 0.0026106285, 0.0780113488, -0.0388027839, -0.0207709018, -0.0754752234, 0.0275423676, 0.0523457155, 0.0171188749, -0.0349985883, 0.0133780837, 0.0667509362, 0.009827503, -0.0906919986, 0.1584573835, 0.0333501063, -0.016028339, -0.0445090756, -0.0606642216, -0.0201115087, 0.0486936904, 0.0530051105, -0.0465126187, -0.0422772802, -0.0680697188, 0.0282778461, -0.0225208309, 0.0335783586, 0.0586860403, -0.0899311602, 0.094851248, 0.05711364, 0.0653814226, -0.17002213, 0.0354043692, 0.0721275285, 0.0376361646, 0.0226983614, 0.0376108028, 0.0357340686, -0.0030179943, -0.0995177329, 0.1258934736, 0.0337812491, 0.0371035784, 0.0065875971, -0.0031321202, -0.0411867462, -0.0432663709, 0.0206187349, -0.0101318378, -0.0431649275, -0.0346688926, 0.0535123348, 0.0273648389, -0.0377122499, 0.0305857249, 0.1100680307, -0.1227486804, 0.2101944238, -0.0112857772, -0.062236622, -0.0668523759, -0.070859462, 0.0563528016, 0.0967787057, -0.1046914309, 0.125386253, 0.0916050076, -0.0515087955, -0.0562513582, -0.1909198463, 0.0666494891, 0.103068307, 0.0024917475, -0.0991119519, 0.0196803659, 0.0238142572, -0.0111906724, -0.062490236, -0.0024473651, 0.0295205489, 0.1131113842, 0.0499617532, -0.0689320043, 0.0127503918, 0.0191350989, 0.0545267873, -0.056707859, -0.0594976023, -0.0423280038, -0.0746636614, -0.0356326215, 0.0660915375, -0.0918078944, -0.0037471317, 0.0070123984, -0.0512044579, -0.0358862355, 0.0143925361, -0.0062388792, 0.0328936018, -0.0209737923, 0.0506972335, 0.0307632536, 0.0708087385, 0.0917571709, 0.0642655268, 0.123661682, -0.0216712281, 0.0634032413, -0.0085847992, -0.0710116327, -0.0508494005, -0.0687291175, 0.1168648526, -0.0166623723, 0.0561499111, -0.0521935485, 0.0791779682, 0.0650770888, 0.0242707618, 0.0209230706, -0.0150138875, 0.0579759255, -0.0794823021, 0.0438243225, 0.0684754997, 0.063555412, -0.0262996648, -0.0608163886, 0.0135809742, -0.0573165305, 0.0171949584, -0.0495052524, -0.0324370973, -0.0687291175, 0.1486171931, -0.0465379804, -0.1523706764, -0.0291908532, -0.0243975669, -0.1053001061, 0.0119071286, -0.0135809742, 0.0073928181, -0.0872935876, -0.0649756417, 0.014684191, 0.0707072988, -0.0147729553, 0.027339479, -0.0345420875, -0.0808010921, 0.0589903779, -0.0363680981, 0.0736492053, -0.0208089445, -0.0744607672, 0.0907427222, -0.0498856716, 0.0655843168, -0.0062674107, -0.0264264718, -0.0553890727, -0.0103220474, -0.0095738899, -0.0050500683, -0.0034713275, 0.0286582652, 0.0325131826, -0.0231295023, -0.0147983171, -0.0190970562, -0.0376615264, 0.0813083202, -0.0261474978, -0.0097514186, -0.0140121169, -0.0302053038, -0.0161931887, 0.0392339267, 0.0519399345, -0.0382194743, 0.1410088092, -0.0176641438, 0.0647727549, 0.0357087068, 0.0224701092, 0.0237001311, -0.0270858649, -0.0005127737, 0.0350746736, 0.0278974269, 0.0280242339, -0.0323356539, -0.0861269608, -0.0964743719, -0.00802051, -0.0152294589, 0.0156606007, -0.0587874874, -0.0176007394, -0.0998220667, 0.0040609776, 0.0118817678, 0.0291401297, 0.0017721206, -0.0456503332, -0.1293426156, -0.0067461049, -0.0018799062, -0.0522442721, -0.1590660512, 0.000347529, -0.0088701136, -0.0101128174, -0.0544760674, -0.0344152786 ]
712.1498
Ranga-Ram Chary
Ranga-Ram Chary
The Stellar Initial Mass Function at the Epoch of Reionization
25 pages, 2 tables, 6 figures, ApJ, in press, v680 n1
null
10.1086/587737
null
astro-ph
null
I provide estimates of the ultraviolet and visible light luminosity density at z~6 after accounting for the contribution from faint galaxies below the detection limit of deep Hubble and Spitzer surveys. I find the rest-frame V-band luminosity density is a factor of ~2-3 below the ultraviolet luminosity density at z~6. This implies that the maximal age of the stellar population at z~6, for a Salpeter initial mass function, and a single, passively evolving burst, must be <100 Myr. If the stars in z~6 galaxies are remnants of the star-formation that was responsible for ionizing the intergalactic medium, reionization must have been a brief process that was completed at z<7. This assumes the most current estimates of the clumping factor and escape fraction and a Salpeter slope extending up to 200 M_{\sun} for the stellar initial mass function (IMF; dN/dM \propto M^{\alpha}, \alpha=-2.3). Unless the ratio of the clumping factor to escape fraction is less than 60, a Salpeter slope for the stellar IMF and reionization redshift higher than 7 is ruled out. In order to maintain an ionized intergalactic medium from redshift 9 onwards, the stellar IMF must have a slope of \alpha=-1.65 even if stars as massive as ~200 M_{\sun} are formed. Correspondingly, if the intergalactic medium was ionized from redshift 11 onwards, the IMF must have \alpha~-1.5. The range of stellar mass densities at z~6 straddled by IMFs which result in reionization at z>7 is 1.3+/-0.4\times10^{7} Msun/Mpc^3.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:56:54 GMT" }, { "version": "v2", "created": "Tue, 26 Feb 2008 21:03:56 GMT" } ]
2009-11-13T00:00:00
[ [ "Chary", "Ranga-Ram", "" ] ]
[ 0.0831385702, 0.0180239901, 0.0353608839, -0.0296187289, -0.0199503116, 0.0472869016, 0.0543787107, 0.0467225015, -0.0931505337, -0.0120548476, 0.0117726475, 0.1052237898, -0.1198491082, -0.0765130073, 0.0732738376, 0.0523665026, 0.0280727632, 0.0462317206, -0.1583264619, 0.0742063299, -0.0038219695, -0.102082774, -0.09418118, 0.0145517038, -0.1604859084, -0.0660102591, -0.0279009901, 0.0110916868, -0.0070120562, -0.0805374235, 0.0578141883, -0.0379129536, -0.0464771092, -0.0711634755, -0.1131744608, 0.1003650352, -0.0307475291, 0.0100426385, -0.0742063299, -0.0152510684, -0.0635563433, -0.0376430228, -0.0042790105, -0.0465752669, 0.0153737646, -0.0215821639, -0.0346983299, -0.0203183983, 0.0712616295, -0.0383791998, -0.1261311173, -0.0244409721, 0.0433115624, -0.087751925, -0.0519247986, 0.0277537555, -0.008257417, 0.0065028691, -0.0890279636, 0.0076193996, 0.0160485897, 0.0027299782, 0.007502839, -0.0630164817, -0.0480476134, 0.0815189853, 0.0234716777, 0.0435814932, 0.0243796241, 0.0771510229, -0.0867703632, -0.1295666099, -0.0309929196, -0.072635822, 0.0226005372, 0.0012629983, -0.0239992682, -0.1048311591, -0.0729793683, 0.0144167384, 0.0025413337, 0.0432624854, -0.0192877557, -0.0765620843, -0.0656176284, 0.0708199292, 0.0586485192, 0.0316063985, -0.1428177357, 0.099923335, 0.0139259556, -0.025717007, -0.0346983299, -0.1074813828, -0.0050305217, -0.182571128, 0.0505015291, -0.0206005983, 0.1260329634, 0.0001110012, -0.0101469299, 0.0397288501, 0.087801002, -0.1569522768, -0.0133002084, 0.0887334943, 0.0217171293, 0.0457900167, -0.05467318, -0.0628692508, 0.0980583578, 0.0475568324, -0.0140854605, -0.0478022248, -0.1624490321, 0.060366258, -0.2448023558, -0.0358516686, -0.0985000655, -0.0260114763, 0.0591883808, -0.020023929, 0.0319254063, 0.0497408137, 0.0151651818, -0.1290758252, 0.0208337214, -0.0379620343, -0.0221833736, 0.0246372856, 0.0873593017, -0.0794577003, 0.0548204146, -0.0274838246, -0.0854452476, 0.0098524606, 0.0721450374, -0.0768074766, -0.0510904677, -0.0483175442, -0.1021809354, 0.0694948137, -0.0274838246, 0.0593356155, 0.0748934224, 0.0623293892, -0.129468441, 0.0253979992, 0.0221220255, 0.0566853881, 0.0224410333, -0.0412993543, -0.0387472846, -0.0672862902, 0.0136192171, -0.0706726909, 0.0432870239, 0.0052820477, 0.0481212325, 0.0134597123, -0.0507469177, -0.0006031258, 0.033422295, -0.0650777742, -0.0466488861, -0.0097849779, -0.0527100489, -0.0145148952, -0.1629398167, -0.0329805911, -0.042796243, -0.0325143449, 0.0071408865, -0.0838256627, 0.0172510073, 0.0935922414, -0.0384528153, -0.0215698946, 0.0242446605, -0.0039937431, 0.0143553903, 0.0049262303, -0.0461581014, -0.0401460156, -0.0666482747, 0.014502625, -0.0374712497, -0.0314346254, 0.033029668, -0.0505506061, -0.007558052, 0.018465694, -0.0097727086, 0.0205024425, -0.0596791618, -0.0600717887, 0.0417901389, 0.0577651113, -0.0552621186, 0.0160485897, 0.0681696981, 0.0284408517, 0.0329560488, -0.1341799647, -0.0182203036, -0.0882427096, 0.0570780151, -0.033422295, 0.0145148952, 0.0266985726, 0.1154320613, -0.0190055557, 0.0240360778, -0.0128585035, -0.0375939459, -0.0316800177, -0.0768565536, 0.0566853881, 0.0439741202, 0.0062053325, -0.0281709209, 0.0728812143, 0.0369313881, 0.0486120135, 0.1212233007, -0.0074844346, 0.0494954251, 0.0700837523, 0.006361769, 0.0170056168, 0.0403177887, 0.0326615795, -0.0946719572, -0.0001301724, -0.0140486518, -0.0286126249, 0.02142266, 0.063948974, -0.0026118837, -0.0364896841, -0.0287598595, 0.0124536082, 0.0197294597, 0.0634091124, 0.0096254731, 0.0453728512, 0.0071654259, 0.0461335629, 0.0644888282, -0.0568817034, 0.0939848647, -0.0365633033, 0.0835311934, -0.078377977, -0.054624103, 0.0446612164 ]
712.1499
Klaus Aehlig
Klaus Aehlig, Arnold Beckmann
On the computational complexity of cut-reduction
41 pages, technical report (CS, Swansea University)
null
null
CSR15-2007
cs.LO cs.CC
null
Using appropriate notation systems for proofs, cut-reduction can often be rendered feasible on these notations, and explicit bounds can be given. Developing a suitable notation system for Bounded Arithmetic, and applying these bounds, all the known results on definable functions of certain such theories can be reobtained in a uniform way.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 14:58:27 GMT" } ]
2007-12-11T00:00:00
[ [ "Aehlig", "Klaus", "" ], [ "Beckmann", "Arnold", "" ] ]
[ 0.0366748646, 0.0140856346, -0.012917011, -0.035183005, 0.0535577349, 0.0737475604, -0.011400288, 0.0544528477, -0.0841905698, 0.0671833754, 0.0122705391, -0.0813063085, -0.003014798, 0.0249762032, 0.1147736758, -0.0238573104, 0.1518712342, 0.027077239, 0.0127056651, 0.0969708264, 0.0618624166, -0.0710622147, 0.1036344618, 0.0605197437, 0.0282707252, -0.03048365, -0.0106792236, -0.1139780208, 0.0692222491, -0.078024216, 0.03232361, -0.0204011705, 0.0194438938, -0.0339646526, -0.0560938939, 0.0403796472, -0.0196055118, 0.0036550541, -0.0472173318, 0.0291658416, -0.0266296808, 0.0202271193, -0.1474951208, -0.0679293051, 0.0190833621, 0.1775312126, 0.0211595315, 0.0199660454, -0.0616137721, 0.0296631269, -0.0548506789, 0.0873732045, 0.0445071235, -0.0975675732, 0.0260080732, 0.0666860938, 0.0349592268, 0.0217935722, 0.0281464048, -0.0671336502, 0.076731272, -0.1372510195, -0.0020481979, 0.0933406353, -0.1832997203, -0.0016410447, -0.0377937593, 0.0208487287, 0.0861299857, 0.0602710992, -0.0905061066, 0.005852438, 0.0934898257, 0.0241805464, 0.0320252366, -0.1008496583, 0.0351084135, 0.0737972856, 0.0707141086, 0.1309852153, 0.0339149237, 0.0443828031, 0.1103975549, -0.0161742363, 0.0768307298, -0.0669844672, 0.0218184367, 0.0594754405, -0.0964735374, -0.0998550877, 0.0015540196, -0.0088081835, 0.0070925457, 0.0716092288, 0.0767810047, 0.0562928095, 0.0052370462, 0.0612159409, 0.0419958271, 0.0744934902, -0.0787701458, -0.0237951484, 0.1192492545, -0.1104970127, 0.1313830316, 0.1113921329, 0.0685757771, 0.0046651671, -0.0450044088, -0.0240686573, -0.0920476913, -0.0686752349, -0.1029382646, -0.0220297836, -0.0177282561, -0.044432532, -0.0692222491, -0.0347851776, -0.0412250347, 0.0474908426, 0.0195557829, -0.0280220825, 0.0568398237, -0.0010722736, 0.082947351, -0.0208114311, 0.0507232025, -0.0901082754, 0.0722557008, -0.0452779159, 0.0487837866, -0.0365008153, 0.0000841113, 0.0388131961, -0.0431147218, 0.003878833, -0.011997032, -0.0256351084, 0.0245162137, 0.0236832593, 0.0405039676, 0.0859310701, -0.0743940324, 0.0569890104, -0.1213378534, 0.1095024422, -0.0649455935, 0.0507480651, -0.0065828273, 0.0058337897, -0.0329203531, -0.0234719124, 0.0142721171, 0.0235962346, -0.0181509499, -0.0597738139, 0.0119410874, 0.0200157724, 0.1440141052, -0.0429904014, 0.0204011705, 0.0057187923, 0.0366997272, 0.0941860229, -0.0113319112, 0.0491070226, -0.059127342, 0.071012482, -0.0614645854, -0.0868261904, -0.0017607043, 0.0209108889, 0.0289420616, 0.0188720152, -0.0862791687, 0.1193487123, -0.115967162, -0.0213584471, -0.007266596, 0.0244416222, -0.0108470572, 0.1147736758, -0.0425179787, -0.0090008816, 0.039832633, -0.0144710308, 0.0329949446, -0.0512204878, 0.0471427403, -0.0197174009, -0.0557457916, 0.0367494561, 0.0039938306, 0.0802122802, 0.0875721127, -0.1338694692, 0.0558452494, -0.0190212, -0.0295139421, -0.1225313395, 0.0377688929, -0.0631056279, 0.0543036647, 0.0308317505, 0.0432639085, -0.017293131, 0.0132775437, -0.0352575965, -0.0094670877, -0.0483362265, 0.0092557408, -0.0471178778, -0.0529609919, 0.070515193, -0.0486843288, 0.0202892814, -0.0667855516, 0.0595251694, 0.0347105823, 0.090953663, -0.1041317508, -0.044581715, 0.0541047491, -0.0691227913, -0.0281712692, 0.0247399937, 0.0085035954, 0.0633045435, 0.0412996262, 0.0088827768, 0.0029697316, 0.0568398237, -0.121536769, -0.0066512041, 0.0610667579, -0.0032665494, -0.0019409705, -0.023994064, -0.0658904314, -0.1492853463, -0.0090816906, -0.085234873, -0.0756869763, -0.0017653663, -0.091450952, 0.0484356843, -0.0068003898, 0.0342381597, -0.0505988821, -0.0559944361, -0.0722059682, 0.0448054932, 0.0338403322, -0.0484854132, -0.0490572937, -0.0726535246 ]
712.15
Giuseppe Tinaglia
Giuseppe Tinaglia
Curvature estimates for minimal surfaces with total boundary curvature less than 4\pi
7 pages
null
null
null
math.DG
null
We establish a curvature estimate for classical minimal surfaces with total boundary curvature less than 4\pi. The main application is a bound on the genus of these surfaces depending solely on the geometry of the boundary curve. We also prove that the set of simple closed curves with total curvature less than 4\pi and which do not bound an orientable compact embedded minimal surface of genus greater than g, for any given g, is open in the C^{2,\alpha} topology.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:10:11 GMT" } ]
2007-12-11T00:00:00
[ [ "Tinaglia", "Giuseppe", "" ] ]
[ 0.0204692092, 0.0319598243, 0.0780466348, 0.0276570618, 0.0189147443, -0.0280301329, -0.0687944517, -0.0133435372, -0.0056706923, -0.0518321171, -0.0351433717, -0.1319182068, -0.028005261, 0.0568561517, 0.140772447, 0.0342231244, -0.0045452588, 0.0529264621, 0.0753605142, 0.1055544689, 0.047380127, -0.0103713982, 0.0836178437, -0.0158804264, 0.0769522935, -0.0763056353, 0.1089369878, -0.0739179701, 0.0663570464, 0.0069453544, 0.0098864045, 0.0049742917, -0.099535577, -0.1214722022, -0.0063577662, 0.1202783734, 0.0382523015, 0.042132251, 0.0444204248, 0.0479770415, -0.027955519, 0.1293315738, 0.0268363021, 0.0191261508, 0.0493449718, -0.0002450227, 0.0615817308, 0.0324821249, 0.021986369, -0.05218032, -0.0935664251, 0.0811804384, 0.070435971, -0.0798373818, -0.129530549, 0.0829214379, -0.0135798156, 0.0966504887, 0.0205562599, -0.0523295477, 0.0618801862, -0.0768030584, -0.0645663068, -0.0400181748, -0.0669539645, 0.023889035, 0.0272839889, 0.0448432378, 0.06949085, -0.0429032631, -0.1563917249, -0.0189147443, -0.0487480573, -0.0007407031, 0.054518234, -0.0351433717, 0.0848116726, 0.0906813368, -0.0624273606, 0.0603381582, 0.0955063999, 0.0541700348, 0.0275575761, 0.0618801862, -0.0504890606, -0.0302685648, 0.0549659207, 0.0011300968, -0.1342063844, 0.0252445303, 0.0348697826, -0.0478526838, 0.0132440515, 0.0491957441, 0.1064498425, -0.007654191, 0.0641683638, 0.0640688762, 0.0506880321, -0.0008580653, -0.0823742673, 0.0135673806, 0.0858065262, -0.0774994642, 0.1427621692, 0.1024704054, -0.0132689225, -0.0365610421, -0.059343297, 0.0594925284, 0.093914628, -0.0154576106, -0.0433758236, 0.0443955511, 0.0789917484, -0.0076044481, -0.0853091031, -0.0961033106, -0.0961530581, -0.0420327634, -0.0204940811, -0.0366853997, 0.0356159285, -0.09779457, 0.051085975, -0.0446940102, 0.0474547409, -0.0295721628, 0.0523295477, -0.0136668663, 0.0276819319, -0.0215013754, 0.0287762769, -0.0667052492, 0.0600396991, 0.0209542029, 0.1030673236, -0.0317608528, 0.0178701431, -0.0228817407, -0.0089661609, 0.0413114913, 0.0026969987, 0.0910295323, 0.0414358489, 0.0705851987, -0.0370087288, 0.138185814, 0.0960038304, 0.1087380126, -0.0012093746, 0.1244567782, 0.0009575511, -0.0099485833, -0.0330292955, -0.0217127819, 0.016042091, 0.0249585081, 0.028353462, -0.0424307063, -0.0171861779, 0.0655611604, 0.0172110479, -0.0699385405, 0.0803348124, 0.0579007529, -0.0103340903, 0.0596417561, -0.0590945855, -0.0250331219, 0.0973966271, -0.0639693886, -0.045166567, 0.0058043767, 0.0546177216, 0.0783948377, -0.0805835202, -0.1003314629, 0.0094449362, 0.0065847184, 0.0135052018, 0.1095338985, 0.0517326333, 0.0291493479, -0.0533244051, 0.1133143604, 0.0644668192, 0.0005374567, -0.0584479272, -0.0496185571, -0.0900844187, 0.0393217765, 0.0636709332, 0.0928700268, -0.0188774373, -0.0862542167, 0.0482257567, -0.0128834154, 0.0543690063, -0.0033731915, 0.089089565, -0.0314375237, 0.0608853288, -0.083916299, -0.0216879118, -0.0315618813, 0.0983417407, 0.0394461304, -0.0866521597, 0.0668047369, -0.0031260313, 0.049568817, -0.0556623228, 0.0819265842, 0.0011557456, 0.1500246376, 0.0438732505, 0.0024809279, 0.0753107741, 0.1559937894, -0.0314872637, 0.0577017814, -0.0055401172, 0.0532746613, -0.0081391847, -0.0203324165, 0.0239139069, 0.0097185224, -0.055612579, 0.012118618, 0.0237522423, 0.0210039467, -0.1263470054, -0.0307162497, -0.0261150301, -0.0046944874, 0.0585971549, 0.083916299, -0.0870003626, -0.1417673081, 0.0295224208, 0.0007609111, -0.0277814176, 0.0314126499, 0.0323328935, -0.0114533063, -0.0759574324, -0.0453655384, -0.045862969, 0.0239014719, -0.0228693057, 0.0345215835, 0.0441965796, 0.0399186909, -0.0815286413, 0.0023519073 ]
712.1501
Olaf Post
Olaf Post
Equilateral quantum graphs and boundary triples
19 pages, some references added
null
null
null
math-ph math.MP
null
The aim of the present paper is to analyse the spectrum of Laplace and Dirac type operators on metric graphs. In particular, we show for equilateral graphs how the spectrum (up to exceptional eigenvalues) can be described by a natural generalisation of the discrete Laplace operator on the underlying graph. These generalised Laplacians are necessary in order to cover general vertex boundary conditions on the metric graph. In case of the standard (also named ``Kirchhoff'') boundary conditions, the discrete operator is the usual combinatorial Laplacian.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:36:36 GMT" }, { "version": "v2", "created": "Tue, 15 Jan 2008 18:05:35 GMT" } ]
2008-01-15T00:00:00
[ [ "Post", "Olaf", "" ] ]
[ -0.0346500613, -0.0110277282, 0.0616265908, -0.0039618798, 0.0330533944, 0.0362467282, -0.0890797377, -0.0209711529, -0.0829790384, 0.0621508695, 0.0469229519, -0.0527138487, 0.0104021681, 0.0396068804, 0.1361218393, 0.07463824, 0.0203277189, 0.0382961817, 0.0559548475, 0.1090499908, -0.0226988886, -0.0740186349, 0.133452788, -0.0100268321, -0.0367233455, 0.0010545154, 0.0878405273, 0.0573370345, 0.1008521765, -0.0250700582, 0.075019531, -0.02439088, -0.0867443085, -0.0127971685, -0.0347930491, 0.0783081874, -0.063628383, 0.0120107504, -0.0615789294, 0.0277629457, -0.0219720472, -0.0445160381, -0.0625321642, 0.0381293669, -0.0402026512, -0.0463748425, 0.0175037626, 0.0410129018, 0.0484481268, -0.0132618705, 0.0201609023, 0.058433257, 0.0502831042, -0.0169318225, -0.0368425027, -0.0001502461, -0.0682039037, 0.0625321642, 0.0825500786, -0.0323384702, 0.0256658308, -0.0024188317, 0.0022430792, 0.0685375407, -0.0873639137, 0.1029492915, -0.1048557609, 0.0697767437, 0.0323146395, 0.0336968265, -0.0780698806, 0.0453501157, 0.0349360332, 0.0345785692, 0.0105213225, -0.0870779455, -0.0148704536, 0.0398690179, -0.0631994233, -0.0444683731, 0.0903189406, 0.0855527669, -0.020613689, 0.0418708101, 0.0209115744, -0.0291451346, -0.068966493, -0.0308371261, -0.1147693992, -0.0154662244, 0.0964673012, -0.0061841067, -0.0332678743, 0.0396068804, 0.047852356, 0.0363182239, 0.184832111, 0.0654871911, -0.0381531976, -0.0070777638, -0.0850284919, -0.0292881206, 0.0568604171, -0.0702056959, 0.1244923845, 0.032505285, -0.0295025986, 0.014953861, 0.0262616016, -0.021292869, -0.0446113609, 0.0180757027, 0.0185284894, 0.0521895699, 0.0613406189, -0.0307418015, -0.084837839, -0.1019960567, 0.051808279, 0.0021805232, -0.0588622093, -0.0012801638, 0.0822641104, -0.0157760251, 0.1131488979, 0.0233065765, -0.1130535752, -0.1618591696, 0.0058117495, -0.0016696493, 0.0642956421, -0.0080548292, -0.0169199072, -0.0560978316, -0.0398928523, 0.0805959478, 0.0862676948, -0.0668693781, 0.1292585582, 0.0048346845, 0.0396068804, 0.089651674, 0.0753531605, -0.011373275, 0.0471136011, 0.1389815509, 0.0235925466, 0.0094846804, 0.033863645, 0.0881741643, -0.0162883885, -0.0615312681, 0.1032352597, 0.0461603664, -0.0333155356, -0.1140068099, 0.0341734439, -0.0561454929, 0.0348407105, 0.0035716493, 0.0673459917, 0.0366756842, 0.0024471309, 0.015096846, 0.1349779665, 0.0427763835, -0.0625798255, -0.0757344589, -0.0563361384, -0.1100985482, 0.0057521723, -0.1162945703, -0.0041763573, -0.0889844075, 0.0971822217, -0.0096574537, -0.0640096739, -0.1069528759, -0.039058771, -0.0028492766, 0.072922416, 0.055335246, 0.0572893731, 0.0499971323, -0.0867443085, 0.0431338474, 0.045612257, 0.0682515651, 0.0030712013, 0.0642003193, -0.0671076849, 0.1342153698, 0.0886031166, 0.1081920788, 0.0133691095, -0.1253502965, 0.051808279, 0.042156782, 0.0095263841, -0.0126541834, 0.0976111814, 0.0058623902, 0.1263988465, -0.0459220558, -0.0286685172, 0.0054542869, 0.0662021115, -0.10981258, -0.0757821202, -0.0555735528, 0.0280965772, 0.0206375197, 0.0398690179, 0.0147632146, -0.0240334161, 0.026952697, 0.0083944183, -0.0118498923, -0.0079654632, 0.1191542745, -0.0883171484, 0.0472565852, 0.036032252, 0.0210188143, 0.0188382901, 0.0744475871, 0.044396881, -0.0469706133, -0.02983623, -0.030265186, 0.0042031668, -0.0237712767, -0.133452788, -0.0354364812, -0.0285970252, -0.0099255508, -0.0237951074, -0.0303843394, -0.1493718028, -0.0686328635, -0.0319571756, 0.0584809184, 0.0262616016, 0.0102055632, 0.0597201213, -0.0021269037, -0.0096157501, 0.0352696665, -0.02399767, -0.0107060112, -0.0603397228, 0.1397441328, 0.0293834433, 0.0005451308, -0.0415848419, 0.1136255115 ]
712.1502
Dmitry Frederiks
E.P. Mazets, R.L. Aptekar, T.L. Cline, D.D. Frederiks, J.O. Goldsten, S.V. Golenetskii, K. Hurley, A. von Kienlin, and V.D. Pal'shin
A Giant Flare from a Soft Gamma Repeater in the Andromeda Galaxy, M31
15 pages, 5 figures, submitted to ApJ
Astrophys.J.680:545-549,2008
10.1086/587955
null
astro-ph
null
The light curve, energy spectra, energetics, and IPN localization of an exceedingly intense short duration hard spectrum burst, GRB 070201, obtained from Konus-Wind, INTEGRAL (SPI-ACS), and MESSENGER data are presented. The total fluence of the burst and the peak flux are $S = 2.00_{-0.26}^{+0.10} \times 10^{-5}$ erg cm$^{-2}$ and $F_{max} = 1.61_{-0.50}^{+0.29} \times 10^{-3}$ erg cm$^{-2}$ s$^{-1}$. The IPN error box has an area of 446 square arcminutes and covers the peripheral part of the M31 galaxy. Assuming that the source of the burst is indeed in M31 at a distance of 0.78 Mpc, the measured values of the fluence $S$ and maximum flux $F_{max}$ correspond to a total energy of $Q = 1.5 \times 10^{45}$ erg, and a maximum luminosity $L = 1.2 \times 10^{47}$ erg s$^{-1}$. These data are in good agreement with the corresponding characteristics of the previously observed giant flares from other soft gamma repeaters. The evidence for the identification of this event as a giant flare from a soft gamma repeater in the M31 galaxy is presented.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:10:47 GMT" } ]
2011-05-18T00:00:00
[ [ "Mazets", "E. P.", "" ], [ "Aptekar", "R. L.", "" ], [ "Cline", "T. L.", "" ], [ "Frederiks", "D. D.", "" ], [ "Goldsten", "J. O.", "" ], [ "Golenetskii", "S. V.", "" ], [ "Hurley", "K.", "" ], [ "von Kienlin", "A.", "" ], [ "Pal'shin", "V. D.", "" ] ]
[ -0.010263945, 0.0341952853, -0.073589541, -0.024668308, -0.0997451842, 0.034248881, 0.0164276715, 0.0092120916, 0.0346240662, 0.0259010531, -0.0127428351, 0.0103443414, -0.1045689657, -0.0218544323, 0.016628664, 0.0569742769, -0.0701592937, 0.0294250958, -0.076215826, 0.054213997, -0.0796460733, 0.0198043231, -0.118129164, 0.1048369557, -0.0889184624, -0.1019962803, -0.0711776465, 0.0610476956, 0.1238105148, 0.0239045415, 0.048907835, -0.0124480482, -0.0498725921, -0.0896152332, -0.1479294449, 0.1220953912, -0.0344900712, 0.0065087616, -0.0246415082, 0.0009907186, -0.050462164, -0.0296126883, -0.0303362552, 0.0751438737, 0.0649603233, -0.0870961398, -0.0356692187, 0.0276027769, 0.0351332426, -0.0006008796, -0.0198713187, 0.0827011392, -0.0199517161, 0.0731607601, -0.0093996832, 0.0408413894, 0.0536244251, 0.1092319638, -0.0912231579, -0.053919211, -0.0256866626, -0.032989338, 0.009426482, 0.0110612102, -0.0373307467, -0.012059466, 0.0606725104, 0.1018890887, 0.2278971076, 0.0766446069, 0.024668308, 0.0661930665, -0.0322657712, -0.1291702837, 0.0658714846, 0.0200723112, 0.0327749476, -0.0121465614, -0.0883288831, -0.0218410324, 0.1048369557, -0.0457991697, -0.0125686433, -0.0766981989, -0.0816827789, 0.0099289604, -0.0314886048, -0.1116974503, -0.0717672184, 0.0180489998, -0.0574566536, -0.1254184395, 0.0190271568, -0.0278439671, -0.0182499923, -0.0078654513, 0.0448880121, -0.0440572463, 0.0729463696, 0.1133053824, 0.0824867487, 0.0340344906, 0.0530348495, -0.0272811912, -0.009011101, -0.073911123, -0.016628664, -0.0093192868, 0.0277903695, 0.0027619526, 0.0291303098, 0.0434676744, -0.0019948366, 0.0930454805, -0.0532760397, 0.0416185558, -0.0398498364, -0.0516413115, -0.057510253, 0.0770197883, -0.0475678928, 0.1226313636, 0.0095537771, -0.0400642268, -0.0110210115, 0.0258072559, 0.090901576, -0.0239581391, -0.1033362225, -0.0580462292, 0.1521100551, -0.1094463542, 0.0192147493, -0.0194827374, -0.0533564351, -0.0174058285, 0.0143775633, -0.0563311055, 0.0807180256, -0.0092522902, -0.0462815501, 0.0104247378, 0.0427173078, -0.0165884644, 0.0239045415, 0.0643707514, -0.0750902742, -0.0230067801, 0.1167356297, -0.0470051169, -0.0560631156, 0.0197909232, 0.0433604792, -0.1058553085, -0.0047232909, -0.0525792688, 0.0170708429, 0.0522844829, 0.0425833128, -0.0728391707, 0.051426921, -0.002008236, -0.1104111075, 0.0126691386, -0.0294250958, 0.1010315269, -0.080771625, -0.0444056317, -0.176979363, -0.0115234898, -0.0870425403, 0.0354548283, -0.022738792, -0.0339540951, 0.0031873838, 0.0713384375, -0.0296126883, 0.0418865457, -0.0775557607, -0.0503549688, -0.0426905081, -0.0191611517, 0.0729463696, 0.0371699519, 0.0322389714, -0.0344632715, -0.0452631935, 0.1069272608, -0.0426369123, -0.0296394862, 0.0365535803, 0.0272409935, 0.0298806764, 0.1026394516, -0.0451024026, -0.1075168401, 0.0191075541, -0.1306710094, 0.0059861848, -0.0004656294, 0.0536780208, 0.0871497393, 0.0967973098, -0.0783597305, 0.0227923896, -0.1347444355, 0.0561167151, 0.020380497, -0.020380497, 0.0074031721, 0.1463215202, 0.0087096142, 0.1165212393, -0.0010225422, -0.004716591, -0.0131984148, -0.0229263846, 0.0600829385, 0.0654427037, -0.0652819052, -0.0420741364, 0.0439232551, -0.03186379, 0.0236767512, 0.0141229741, 0.0386438891, 0.0055976021, 0.0185045805, 0.0141631728, -0.0113559971, -0.0416185558, -0.0244271178, -0.1210234389, -0.0855954066, 0.0389654748, 0.0651747137, 0.1110542789, -0.0207154825, 0.0028808725, -0.0724103898, -0.0058354414, 0.0550983585, 0.0354012325, -0.0301218648, -0.0703200847, 0.0134329051, -0.0369555615, 0.0816291869, 0.0156103084, 0.0023633202, 0.0949749947, 0.019549733, 0.0371163562, -0.0534368344, -0.0174326282, -0.0890792534 ]
712.1503
Vojtech Kundrat
Vojtech Kundrat, Jan Kaspar, Milos Lokajicek
To the theory of high-energy elastic nucleon collisions
6 pages, 6 figures, 2 helping files, Proceedings of EDS07 Blois Workshop, Hamburg 2007
null
null
null
hep-ph
null
The commonly used West and Yennie integral formula for the relative phase between the Coulomb and elastic hadronic amplitudes requires for the phase of the elastic hadronic amplitude to be constant at all kinematically allowed values of t. More general interference formula based on the eikonal model approach does not exhibit such limitation. The corresponding differences will be demonstrated and some predictions of different phenomenological models for elastic pp scattering at energy of 14 TeV at the LHC will be given. Special attention will be devoted to determination of luminosity from elastic scattering data; it will be shown that the systematic error might reach till 5 % if the luminosity is derived from the values in the center of the interference region with the help of West and Yennie formula.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:35:10 GMT" } ]
2007-12-11T00:00:00
[ [ "Kundrat", "Vojtech", "" ], [ "Kaspar", "Jan", "" ], [ "Lokajicek", "Milos", "" ] ]
[ -0.0910070315, -0.0743437707, 0.0228133835, -0.0324391276, -0.0192021877, 0.0987470672, -0.0499158278, 0.0360379964, 0.0007487374, -0.0068896171, 0.0435068831, 0.0104884868, -0.0825768039, -0.033104673, 0.0218766909, 0.0817387104, -0.0026221217, 0.1093464792, 0.005114832, 0.0100016529, -0.0656177476, -0.1043179184, 0.0059744935, -0.0054969038, -0.0167988334, -0.10323333, 0.0627583712, 0.0111478688, 0.0696603134, 0.0474262014, 0.0368021391, -0.0602440909, -0.0355203524, -0.0592088029, -0.0610821843, 0.1260097325, -0.0524547584, 0.1409968138, -0.0636950657, 0.0133108879, -0.0178464502, 0.0055955029, -0.1285733134, 0.1427716017, -0.031058738, -0.0186352432, 0.0184750203, -0.079323031, 0.03936572, 0.0100447908, 0.0354957022, -0.0430385359, 0.0146173267, -0.0263013281, -0.1159526259, -0.0018009754, 0.0487079881, 0.0965778902, 0.0013773071, -0.0174150784, 0.0037097938, -0.1186148003, 0.0221848134, -0.0054845787, -0.1420814097, -0.0852882788, 0.0389466733, -0.0150240483, 0.0373690836, 0.0341646113, 0.0132246139, 0.0527998544, 0.0372211859, 0.0281747133, -0.014999399, -0.0802597255, 0.0196089093, -0.001898034, -0.0376155823, 0.0282979608, 0.0735549778, -0.0272626709, -0.0808513165, -0.0558071285, -0.0483628921, -0.0586172082, 0.0527505539, -0.0405735597, -0.0610328875, 0.021716468, -0.0175013524, 0.0042921449, -0.0486093909, 0.10323333, 0.0125713944, 0.00140966, 0.0333265178, -0.0410912037, 0.0225668848, -0.0525533557, 0.0497679301, 0.0079310704, 0.0263506286, -0.1122058555, 0.1508567333, -0.0295551009, -0.0337455645, -0.0035002704, -0.0610821843, -0.014469428, -0.0031212799, 0.0052842991, -0.1882258207, -0.0554620326, -0.0095826071, -0.0548704378, -0.0554127321, 0.0033431281, -0.0724210888, 0.0756255612, -0.0707942024, 0.0970215797, 0.1455323696, -0.0255125351, 0.0393164195, -0.1325172782, 0.0953946933, -0.0531942509, -0.0281747133, -0.0169960316, 0.0978596732, -0.0497186296, 0.0077092224, 0.0707942024, -0.0322912298, -0.0230722055, 0.0256850831, 0.0064952201, 0.0952960998, -0.0730126873, 0.030713642, 0.1427716017, 0.0241691209, 0.1291649193, 0.0280761141, 0.0614765808, -0.0132985627, -0.0904154405, 0.0961834863, 0.0005873583, -0.0545253418, -0.0354464017, 0.0413623527, 0.0087075392, -0.0195349604, -0.1488847435, 0.0297276489, 0.0588637032, 0.0164537355, -0.0012833298, 0.0077523598, -0.0017732445, -0.0381578803, 0.0824289024, 0.0637443662, 0.0740479752, -0.0964792892, 0.0265478268, -0.0823796093, -0.1075716913, -0.0114621539, -0.0476973467, 0.0028501323, -0.0238486733, -0.0304917935, -0.0485847406, 0.0101926895, -0.0117641138, 0.0122879213, 0.13813743, -0.0228010584, 0.0417320989, 0.0303685442, 0.0425701924, -0.0954439938, -0.0208290741, 0.0160716642, 0.1525329202, -0.0613779835, -0.0468346067, -0.0340413637, 0.045700714, 0.1123044565, 0.0992893651, 0.0339920633, -0.0413130522, 0.038749475, 0.101655744, 0.0170576572, 0.0822317079, -0.0030411682, 0.0381332301, 0.1082618907, -0.0913028345, 0.0030180591, 0.0212727711, 0.068575725, -0.0059775747, -0.1427716017, -0.0717801973, 0.0501376763, 0.0308122411, 0.0843515918, -0.0556592308, -0.1509553343, 0.0190049894, -0.0952960998, 0.0971694812, 0.0666037425, 0.0464155599, -0.090021044, 0.0476727001, 0.06882222, 0.0726182908, 0.0197198335, -0.0464155599, 0.0593567006, -0.0525533557, -0.0151965972, 0.0133725125, -0.0717801973, -0.0414362997, 0.0272626709, 0.0274598692, 0.0083254678, 0.0429645889, -0.0341646113, -0.0665051416, -0.034756206, -0.0808513165, 0.0081837308, -0.0309601389, -0.0147775505, 0.0592580996, -0.0397847667, 0.0132862385, -0.0350520052, 0.0460704602, 0.1328130811, -0.0406475067, 0.0481163934, 0.0304178447, 0.0100016529, -0.005623234, -0.0284458604, -0.0197444838 ]
712.1504
Peter Samuelsson
P. Samuelsson
Full Counting Statistics of Multiple Andreev Reflections in incoherent diffusive superconducting junctions
Included in special issue Spin Physics of Superconducting heterostructures of Applied Physics A: Materials Science & Processing
Appl. Phys. A 89, 619 (2007)
10.1007/s00339-007-4191-6
null
cond-mat.mes-hall
null
We present a theory for the full distribution of current fluctuations in incoherent diffusive superconducting junctions, subjected to a voltage bias. This theory of full counting statistics of incoherent multiple Andreev reflections is valid for arbitrary applied voltage. We present a detailed discussion of the properties of the first four cumulants as well as the low and high voltage regimes of the full counting statistics. The work is an extension of the results of Pilgram and the author, Phys. Rev. Lett. 94, 086806 (2005).
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:14:35 GMT" } ]
2009-11-13T00:00:00
[ [ "Samuelsson", "P.", "" ] ]
[ 0.0244662091, -0.0600100718, -0.0372189581, 0.0077335718, -0.0299561266, 0.0717968866, -0.0302006677, -0.0727261379, -0.1034892499, 0.0531140491, 0.1064237282, 0.0014282654, -0.0485656075, 0.1553316861, 0.0587384626, 0.0428433754, 0.0109309293, 0.0771767646, 0.0936587453, 0.098109372, -0.0918002427, -0.0961530581, 0.0530162305, 0.0190129708, -0.0155527322, -0.1101407334, 0.0433813632, 0.032523796, 0.0170688797, -0.0897950158, 0.1078909636, -0.0267526563, -0.0278286301, -0.0151981497, -0.0179859027, 0.0883277804, -0.0342844799, 0.1100429147, -0.0515979007, 0.0496415831, 0.0037200619, -0.0295404103, -0.0926805884, 0.1251065731, 0.0362408012, -0.0016032641, -0.0239526741, 0.0287578814, 0.0404713377, 0.0315456353, 0.0093353074, 0.094539091, 0.0101850834, -0.0328172445, -0.0255299564, 0.0244784355, 0.0465848334, 0.1695149988, -0.0192941912, -0.173232004, 0.0459490307, -0.0242828038, 0.0170566514, -0.0521847978, -0.0796221644, 0.034602385, -0.0370722339, 0.1436915994, 0.1469195187, -0.0082409913, -0.0448975079, 0.0099955648, 0.0551192723, 0.0275596362, -0.0049977824, -0.0177291371, 0.0098427273, -0.0637270734, 0.0331351459, 0.1011416689, 0.011499485, 0.0093414206, 0.0424765646, 0.0268260166, 0.0085894605, -0.0186094791, 0.0102278776, -0.0619663894, -0.0509620979, -0.0887190476, -0.0183160324, 0.0257989503, 0.0066820504, 0.0882299617, 0.0434547253, -0.0582982898, 0.0583961084, -0.1000656933, -0.0056916643, -0.0161518548, -0.0593742654, -0.006871569, 0.0884745046, 0.052527152, 0.1773402691, 0.1346925348, -0.0539454818, -0.0704274625, -0.1073040664, 0.0290757846, 0.0832413509, -0.0846107751, 0.0366565175, -0.0740466565, -0.0323770717, -0.0589830019, -0.059472084, -0.0465114713, -0.0056519266, -0.0071894703, -0.0507175587, 0.0149780633, 0.1030001715, 0.0007103118, 0.0832413509, 0.0211404674, 0.0275596362, -0.1063259095, -0.102511093, 0.0028595875, 0.1919148415, -0.1002613232, -0.0186828412, -0.0414494984, 0.006260219, 0.0086016878, 0.0789863616, -0.0053187408, 0.0729217753, -0.0579070263, 0.0432101861, 0.0613305867, 0.0743890107, 0.0256033186, 0.162961334, 0.1039783284, -0.0528695062, -0.0050222366, 0.0905286372, -0.0200155843, 0.02592122, -0.0404957943, 0.0485656075, -0.0203457121, 0.0825566426, -0.0105824601, 0.0988429934, 0.0694982111, 0.0467071049, -0.003344082, 0.0055663376, -0.0618196651, 0.0104235094, -0.0720414296, 0.0923382342, 0.0125204381, -0.1433981508, 0.0175457317, -0.0805514157, -0.0082715591, -0.0162007622, -0.0347246528, 0.0347735621, -0.0888168588, 0.0682266057, 0.0415962227, -0.0567821451, -0.1121948659, -0.0064436239, 0.0438948981, 0.0052606626, -0.0254076868, -0.0063274675, -0.0302251205, 0.0575157627, -0.0469027348, 0.0177535899, 0.0319368988, 0.0425988361, -0.0040379637, -0.0502284765, 0.0274129137, 0.0311788265, 0.1029023528, -0.0016567572, -0.0880343318, 0.0754649863, 0.1131730229, -0.0718457997, -0.0662213787, 0.0030307653, -0.0091885831, 0.0310565569, 0.0509620979, -0.0190985594, -0.0070916545, 0.05061974, -0.0368276946, -0.0386617444, -0.006260219, 0.052527152, -0.0279019922, 0.0405936092, 0.0289535131, -0.0116828894, 0.0055632805, -0.0520869792, 0.0635803491, 0.028097624, 0.0872518048, 0.0688135028, 0.0010094909, -0.0032646065, 0.0951748937, 0.0946858153, 0.1350837946, 0.0128750214, -0.0297604948, 0.0286356118, 0.0034388411, 0.0895015746, 0.0035152598, -0.0615262166, -0.0219719019, -0.0309342872, 0.0135597326, 0.0110959942, 0.0150391981, -0.0163841676, -0.0436992645, -0.0580537505, 0.0199544486, 0.0028687576, 0.0641672462, -0.0458267592, 0.0378547646, -0.0990875289, 0.0107047306, -0.0402267985, 0.0324748866, 0.0607436895, 0.0851976722, -0.0352137312, 0.0747802779, -0.0331840515, -0.0610860437 ]
712.1505
Ingo Fr\"ohlich
I. Froehlich (for the HADES collaboration)
Elementary Collisions with HADES
Presentation given on the 11th International Conference on Meson-Nucleon Physics and the Structure of the Nucleon, September 10-14, 2007, Juelich, Germany
ECONFC070910:225,2007
null
null
nucl-ex
null
The "High Acceptance DiElectron Spectrometer" (HADES) at GSI, Darmstadt, is investigating the production of e+e- pairs in A+A, p+A and N+N collisions. The latter program allows for the reconstruction of individual sources. This strategy will be roughly outlined in this contribution and preliminary pp/pn data is shown.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:36:54 GMT" } ]
2019-08-13T00:00:00
[ [ "Froehlich", "I.", "", "for the HADES collaboration" ] ]
[ -0.0152267711, -0.0958006829, 0.1346642077, 0.0202936549, 0.0541686527, 0.0597056597, -0.050433781, 0.1342463195, 0.0214950815, -0.0617950968, -0.0043616993, -0.046751149, -0.0238718167, -0.0600190759, 0.0144171147, 0.0519225076, 0.0434341691, 0.0597578958, 0.0194317624, 0.0178777445, -0.0744884238, -0.0091739334, -0.018883286, 0.0209596641, 0.0052595045, -0.0921964049, 0.0741227716, -0.0755853802, 0.1146056131, -0.0704662576, 0.0956962109, -0.0438259393, -0.0108454833, -0.0141559346, -0.0610115565, 0.0985169485, -0.0650859624, 0.1199336797, -0.1150235012, 0.0458370224, 0.0318116769, -0.0171072651, -0.0913606286, 0.0480048135, -0.0670709237, -0.033979468, 0.1105312109, -0.0253866576, 0.0221349727, -0.0442177095, -0.0226834491, 0.0048187636, 0.0722945184, 0.0986736566, -0.0160756055, -0.1079194173, 0.0439304113, 0.0472996272, -0.0789807141, -0.0686902404, -0.0336399339, -0.0780927017, -0.0846221969, 0.0725034624, -0.0294088237, -0.0369569138, 0.0499897785, -0.0116877872, 0.022552859, 0.0296438858, 0.0453930162, -0.0141951116, -0.0123603251, -0.0381061062, -0.0450534821, -0.0552133694, -0.0521053337, -0.0340055861, -0.0009426951, 0.1150235012, 0.0097419992, 0.0177863315, -0.1026435867, -0.0945992544, -0.0153834792, -0.0704140216, 0.0236498136, -0.0248642992, -0.1032704189, -0.0520269796, 0.0290692914, -0.0068559647, 0.0162323136, 0.0044237296, 0.0373486839, -0.1089641303, 0.0555267856, -0.062108513, -0.0257261917, 0.041135788, 0.0540641807, -0.0469862111, 0.048474934, -0.0872862265, 0.1045240834, -0.0631009936, -0.0044955541, -0.0137641653, 0.0415014401, 0.0823238119, -0.0308453124, -0.1010765061, -0.0855624378, -0.0401433073, 0.0058145109, 0.0136596933, 0.0110217799, 0.067593284, -0.0071302033, 0.0422849804, -0.0656605512, 0.0843087807, 0.0753764361, -0.0389157608, 0.0689514205, -0.0270582084, 0.0587131754, -0.1544093788, -0.0604369603, -0.0328302756, 0.0828984082, 0.0031798617, 0.0103818895, 0.0081488034, -0.0512956753, 0.0883309469, 0.020502599, 0.0001580341, 0.039359767, -0.07877177, 0.046672795, -0.0290692914, 0.0836819485, 0.1193068475, -0.0194970574, 0.0405350737, -0.014978651, 0.0451318361, 0.1003974453, -0.0328825116, -0.0976811722, -0.0565192662, 0.024407234, -0.035651017, -0.0324123912, -0.1094864905, 0.0017172559, 0.0024714121, -0.0114396671, -0.1013899222, -0.0002107801, -0.0166371409, -0.0226312131, 0.0135682803, 0.0228793342, 0.0495718904, -0.0488144681, -0.075010784, -0.1470963508, 0.0527321622, -0.037557628, -0.0602280162, -0.0040025776, 0.0462026745, 0.0420238003, -0.0914128646, -0.0139600504, -0.0704140216, -0.1148145571, 0.0079529192, 0.06764552, 0.0989348367, 0.0184784569, -0.0366434976, -0.0736004114, -0.0635188818, 0.033979468, 0.0647203103, -0.0415014401, -0.050486017, 0.0270582084, 0.1163816303, 0.0395425931, 0.0114592556, -0.0167154949, -0.1057255045, 0.0704140216, 0.1300674528, 0.0893756598, 0.046751149, 0.0722422823, 0.0273716226, 0.1021734625, 0.0118053183, -0.0363039672, -0.0106430687, 0.0966364592, -0.0741750076, 0.0359905511, -0.0534373485, 0.0757420883, -0.0226312131, 0.0532545224, 0.0214167275, -0.1066135168, 0.0308714304, -0.0172509141, 0.0592877716, 0.064093478, 0.0593400076, -0.2361063659, 0.0480831675, 0.093397826, 0.0762644485, -0.0570416264, 0.0469339751, 0.0417365022, -0.0497808345, -0.0055663902, 0.0379232801, -0.0135943983, 0.000792925, -0.0846744329, 0.0161017235, -0.0312109627, 0.0518180355, 0.0210249592, -0.0721900463, -0.0070126727, -0.008560162, -0.099770613, -0.0964275151, 0.1243214905, 0.0410835519, -0.0716676861, 0.0017629623, -0.0232711025, -0.0382889323, 0.0799731985, -0.0024991625, 0.0533589944, 0.0675410479, 0.0644591302, -0.0602802522, 0.0021041282, -0.0586087033 ]
712.1506
Patrick Lukens
T. Aaltonen, et al., CDF Collaboration
Observation of the Decay $B_c^{\pm} \to J/\psi \pi^{\pm}$ and Measurement of the $B_c^{\pm}$ Mass
null
Phys.Rev.Lett.100:182002,2008
10.1103/PhysRevLett.100.182002
FERMILAB-PUB-07-644-E
hep-ex
null
The $B_c^{\pm}$ meson is observed through the decay $B_c^{\pm} \to J/\psi \pi^{\pm}$, in data corresponding to an integrated luminosity of 2.4 fb$^{-1}$ recorded by the CDF II detector at the Fermilab Tevatron. A signal of $108\pm15$ candidates is observed, with a significance that exceeds $8 \sigma$. The mass of the $B_c^{\pm}$ meson is measured to be 6275.6 $\pm$ 2.9 (stat.) $\pm$ 2.5 (syst.) MeV/$c^2$.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:27:28 GMT" } ]
2010-05-12T00:00:00
[ [ "Aaltonen", "T.", "" ], [ "Collaboration", "CDF", "" ] ]
[ 0.1224209592, -0.0208771452, -0.0343215913, -0.0257084016, -0.0614728108, 0.1453311741, -0.0356988274, 0.0429566391, 0.0886240304, -0.0515042469, -0.036529541, 0.0090176156, -0.0942641422, -0.0211722683, 0.0987237617, 0.1141138226, -0.0204180665, 0.0809727237, -0.0057494128, -0.0093837855, -0.0431533866, -0.1185734421, 0.0084874891, 0.0644896105, 0.0808415562, -0.124169834, -0.0081322491, -0.1198850945, -0.0044951448, -0.0238065049, -0.0189861786, -0.0332285464, -0.0835960284, -0.1080802158, -0.1195353195, 0.0606858172, 0.0038666441, -0.007798871, -0.0933897048, 0.0724906996, -0.0994233117, -0.0264516715, -0.0894547477, 0.0853886232, -0.0440934077, -0.0697799474, -0.0235441737, -0.0185380317, 0.0494056009, 0.0156742558, -0.0471320711, 0.0569694676, -0.0185708217, 0.0520289093, -0.041557543, 0.0329662152, 0.0508484207, 0.0402896106, 0.0514168032, -0.0193906054, 0.0360923223, -0.077649869, -0.0559638664, -0.0191173442, 0.0021273375, -0.0489683822, -0.0120453481, 0.1344007254, 0.0318294503, -0.0070009488, -0.0168656725, 0.0259270109, -0.0055690608, -0.0108757904, -0.0210738946, 0.0686869025, 0.0808415562, -0.0901542902, -0.0593304448, 0.0566634163, 0.0154556464, -0.0196638666, -0.0497553758, -0.0533842817, 0.0523786806, -0.0086241197, 0.1002977416, 0.0289656743, -0.0385407433, 0.0259488709, 0.0745456219, -0.006219422, -0.0668943077, 0.0685994625, 0.1545127332, -0.0766879842, -0.0703920498, -0.0605983734, 0.0021519309, -0.0387374908, 0.0105752032, 0.0282442644, 0.0812350512, -0.0619537495, 0.0756386667, -0.0215439033, 0.0761196017, -0.025183741, -0.0811038837, 0.0389123783, 0.0845579058, 0.0839020759, -0.1003851891, 0.0047356142, -0.1030084938, -0.0010834802, 0.0132695576, -0.0234567299, 0.0139581757, 0.0437436327, -0.0204945803, 0.0416668467, -0.0185817536, -0.0444650427, 0.0121437218, -0.0121437218, 0.0652766079, -0.1442818493, 0.0046836948, -0.0367044285, 0.0085803978, -0.0874435455, 0.0756823868, -0.0092143631, -0.0438310765, 0.0519414656, 0.0598988272, -0.0401803069, 0.0329880752, -0.0657138228, 0.0051072496, 0.0625658557, 0.06877435, 0.101084739, -0.0376663059, -0.0612542033, -0.0280693769, -0.0274135508, 0.0269981939, -0.101259619, -0.0563573651, 0.0126246614, -0.0028747064, -0.0077114273, -0.1106160805, -0.1358872652, 0.050411202, 0.0736274645, -0.0769065991, -0.0723595321, 0.0787429139, -0.0449022576, 0.0477004535, 0.0159256551, 0.0863067731, 0.0841644108, -0.0578876249, 0.0292935874, -0.1082551032, -0.0248558279, 0.0910287276, 0.1018717289, 0.0280693769, -0.0567945801, -0.0189643186, 0.043656189, -0.0588057823, -0.0912036151, -0.0250307135, -0.0116409212, 0.0151495934, -0.0898045152, 0.0372946709, 0.0313922316, -0.0149747068, 0.0194343273, 0.0834648609, 0.1321271956, 0.0202322491, -0.0466948524, 0.0234785918, 0.0945264697, 0.0690366775, 0.0386281833, 0.0710915998, -0.0194889791, 0.0229102075, 0.1351002753, -0.0282224026, 0.0522912368, -0.0298401099, -0.0435687453, 0.0328787714, -0.1253065914, -0.0178494137, 0.0044213641, 0.1077304482, -0.0571880788, 0.0290968381, -0.0995981917, 0.0127339661, -0.0487060547, 0.0291187, 0.0224074069, -0.0391965695, 0.0568820238, -0.0470009036, 0.1022215039, -0.0082524847, -0.0161114726, -0.0794424564, 0.1109658554, 0.0678124651, 0.1009972915, 0.0240469743, -0.0169640481, 0.0661947653, 0.138073355, -0.0223855469, 0.0509795845, -0.0112146344, 0.0165814813, -0.0893673003, 0.0059789522, -0.0141221322, 0.0954883471, -0.0048968382, 0.0194999091, 0.1095667556, -0.0866565481, -0.0459515825, -0.1162124649, 0.0842955783, 0.1032708213, -0.0658012629, 0.0168438125, -0.0338843726, 0.0202869028, 0.0987237617, -0.000796556, -0.0456455275, 0.0353490524, -0.036944896, -0.0269763321, -0.041557543, -0.0044924119 ]
712.1507
Olaf Post
Olaf Post
Spectral analysis of metric graphs and related spaces
24 pages, extended version of a lecture held at the EPF Lausanne, some references added and typos corrected
null
null
null
math.CO math-ph math.DG math.MP
null
The aim of the present article is to give an overview of spectral theory on metric graphs guided by spectral geometry on discrete graphs and manifolds. We present the basic concept of metric graphs and natural Laplacians acting on it and explicitly allow infinite graphs. Motivated by the general form of a Laplacian on a metric graph, we define a new type of combinatorial Laplacian. With this generalised discrete Laplacian, it is possible to relate the spectral theory on discrete and metric graphs. Moreover, we describe a connection of metric graphs with manifolds. Finally, we comment on Cheeger's inequality and trace formulas for metric and discrete (generalised) Laplacians.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:29:25 GMT" }, { "version": "v2", "created": "Fri, 15 Feb 2008 16:28:39 GMT" } ]
2008-02-15T00:00:00
[ [ "Post", "Olaf", "" ] ]
[ -0.0119568966, -0.0171935353, -0.0131355803, -0.0310093518, 0.0138861844, 0.0164077468, -0.0620656163, -0.0858973116, -0.0818628147, 0.0582656786, 0.0107547566, -0.0351142213, -0.0976724178, 0.037248753, 0.1441160738, 0.0332142524, 0.0246761255, 0.0238434225, 0.0747789815, 0.0844430178, 0.0386326797, 0.0263649859, 0.0268575698, 0.0531052724, -0.0363104977, -0.0595792383, 0.0273736101, 0.1002995372, 0.1465555429, -0.0311500896, -0.0005658855, 0.0001482517, -0.0690556243, -0.0073653073, -0.0239724331, 0.059719976, -0.0958897322, -0.0303056594, 0.0302352905, 0.0285464302, -0.0880083889, 0.0796109959, -0.0395005643, -0.0115815941, 0.0028455537, 0.0574212484, 0.0549348742, 0.0141911181, 0.0371783823, -0.0416116416, -0.0889935568, 0.0210990254, 0.0158917066, -0.0894626826, -0.0163139217, -0.0370141864, -0.0316661298, -0.0116167786, 0.0126781808, -0.1055537686, 0.0362166725, -0.0303994846, 0.0262007918, 0.067507498, -0.0584533326, 0.1058352441, -0.0881491229, 0.0251687095, 0.0589224584, 0.0479214117, -0.1121215597, 0.0129479291, 0.0483201705, 0.1075241044, -0.0402980819, -0.0384684838, -0.0695247501, 0.0919021443, -0.0507596359, -0.0324636474, 0.0977662429, 0.0416585542, 0.0257316623, 0.092230536, 0.0139213689, -0.0038849651, -0.0605644062, 0.0041781701, -0.0417289212, 0.0083387475, 0.0334253609, 0.0102387154, -0.0036005564, 0.069430925, 0.1324817091, -0.0229989942, 0.1364223808, 0.0228465274, -0.0202780515, 0.028452605, -0.0410252325, 0.0070251897, 0.0692901835, -0.074497506, 0.1290101558, 0.019902749, 0.0149769066, 0.0081100482, 0.0354895219, -0.0376475118, -0.0121504115, 0.0512287617, -0.0380228125, 0.0903071165, 0.0854281858, 0.0337068364, -0.1031143069, -0.1146548465, 0.096640341, -0.0331907943, -0.0694778338, 0.0484609082, 0.0725271702, -0.0520731919, 0.1145610213, -0.0279131085, -0.1040525585, -0.1063043699, -0.0426906347, -0.0168299619, 0.0686803162, -0.0565299056, -0.0408610366, -0.0402746275, -0.0528707094, 0.0591101088, -0.0284291487, -0.0268106572, 0.047851041, 0.0175805669, 0.043300502, 0.0042133546, 0.0967341661, 0.0617841408, -0.0292501226, -0.0174281001, -0.0050577847, 0.0749666318, 0.0426906347, 0.0967341661, 0.0055093202, -0.0126547236, 0.0780628771, 0.0518855415, -0.0213101339, -0.1170004904, 0.0861787871, -0.0626285672, 0.0124318879, -0.0248872321, 0.0434177816, 0.084114626, 0.0917614102, 0.1078994051, 0.1014254466, 0.098704502, -0.0617841408, -0.0753419325, -0.0239958894, -0.1271336526, -0.0680235401, -0.1046155095, 0.0069137719, -0.0327216685, 0.1227238476, 0.0331673399, -0.1127783358, -0.1020822227, -0.0216033384, -0.0569521226, -0.0465609394, 0.0702753514, -0.0010364794, 0.0620656163, -0.1140918955, 0.033753749, -0.0356068052, 0.1025513485, 0.1273213029, 0.0929811448, -0.0804085135, 0.059719976, 0.0681173652, 0.1049908176, -0.0657717288, -0.0990798026, 0.0584064201, 0.0495399013, 0.024558844, -0.0173929147, 0.0575619899, -0.003817528, 0.0401338898, 0.0055181165, -0.0763740167, 0.0235384908, 0.0294143166, -0.047358457, -0.0223539416, 0.0169120599, -0.0193749797, 0.0006915971, 0.06351991, 0.098141551, -0.080971472, 0.0444967784, -0.0398993231, 0.0291328393, 0.0213570464, 0.1598787755, -0.0788134784, -0.0022078329, 0.0530583598, 0.0144725945, 0.0974847674, 0.0307278745, 0.0331204273, -0.0817220733, 0.0488362089, -0.0045534722, 0.0387734175, -0.0684926659, -0.1317311078, -0.0565299056, 0.0318068676, -0.0143787693, -0.0353722423, -0.0775937513, -0.0627223924, -0.1004871875, -0.0239841621, 0.0597668886, 0.0462794639, 0.0585471578, 0.0391721763, 0.0071131513, -0.081112206, 0.023644045, -0.089087382, 0.024300823, -0.0693370998, 0.0322759971, -0.0309155267, -0.0202545952, 0.0216737073, 0.0222835727 ]
712.1508
Branislav Vukoti\'c
B. Vukotic and M.M. Cirkovic
On The Timescale Forcing in Astrobiology
6 pages, 4 figures, preliminary report, published in Serbian Astronomical Journal, vol. 175, 45-50
null
10.2298/SAJ0775045V
null
astro-ph
null
We investigate the effects of correlated global regulation mechanisms, especially Galactic gamma-ray bursts (GRBs), on the temporal distribution of hypothetical inhabited planets, using simple Monte Carlo numerical experiments. Starting with recently obtained models of planetary ages in the Galactic Habitable Zone (GHZ), we obtain that the times required for biological evolution on habitable planets of the Milky Way are highly correlated. These results run contrary to the famous anti-SETI anthropic argument of Carter, and give tentative support to the ongoing and future SETI observation projects.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:07:25 GMT" }, { "version": "v2", "created": "Mon, 17 Dec 2007 16:02:10 GMT" }, { "version": "v3", "created": "Thu, 20 Dec 2007 15:01:55 GMT" } ]
2009-11-13T00:00:00
[ [ "Vukotic", "B.", "" ], [ "Cirkovic", "M. M.", "" ] ]
[ 0.0025446208, 0.0912315026, 0.0829849094, -0.0044548884, -0.1190276965, 0.0930192247, 0.0989014059, -0.0219428483, -0.1224878058, 0.0108921295, -0.0206453074, 0.0515556, -0.0123194242, 0.0070067174, -0.0096162157, -0.051642105, -0.0570341051, 0.0607248843, -0.0072157658, -0.0000611601, -0.0662033856, -0.0170266125, -0.0346010737, 0.1274472922, -0.0769297257, -0.0763530359, 0.0299299303, 0.1546667963, 0.023269223, 0.0005636191, 0.0627432838, -0.0273060147, -0.1030535325, -0.0532568209, -0.0794094652, 0.0905394778, 0.0040115621, 0.0955566317, -0.0256047957, -0.0154983979, -0.0547562018, -0.0739309639, -0.0118004084, 0.1446324885, -0.0645310059, 0.0296415873, -0.0589083284, -0.087194711, 0.0773910731, 0.0903664753, -0.1305613816, -0.0117931999, -0.0161471684, -0.0691444799, -0.064242661, -0.0775640756, -0.0124491779, -0.002418471, -0.1114154607, 0.0028041287, -0.0720855743, -0.128600657, -0.0174591262, -0.0030852624, -0.0011795001, 0.0085926, -0.026772581, 0.0074248137, 0.0415501222, 0.0886364207, -0.0478648208, -0.0429630019, 0.0369654819, 0.0097820126, -0.0047864821, -0.007648279, 0.0270320904, 0.0227646232, -0.0410599411, 0.0005595643, 0.0799861476, -0.0201983768, 0.0575242862, 0.0366771407, -0.0659727156, 0.0386090316, 0.0693174824, 0.0525936335, -0.128485322, -0.0625126064, 0.0672990903, 0.0061488994, -0.035350766, 0.008996279, 0.0541506819, -0.0738156289, 0.0591101684, -0.0773910731, 0.1179896668, -0.0146982484, -0.0440587029, -0.0832732543, 0.0139485579, -0.0137467189, 0.1117038056, 0.0430495031, -0.0407715999, 0.0286468063, 0.0142152747, -0.0702978522, -0.0401949137, -0.0254462063, -0.0619935915, 0.0593985096, -0.0455869138, 0.0089241937, -0.0614745766, -0.0181511473, 0.014085521, 0.0479801558, 0.0002387835, 0.005990311, 0.0147775421, 0.0709898695, 0.0751420036, -0.0334477052, 0.0353219286, -0.0341108926, -0.1275626272, -0.0295262504, 0.0519016124, -0.0746806487, 0.0604942106, -0.0576107875, -0.1478619277, -0.0542948544, 0.0065021184, -0.0571206063, -0.0033141342, 0.0682794526, -0.018482741, 0.0099189747, 0.0478936546, 0.061935924, 0.0995357558, 0.0814278647, -0.0431936756, 0.0375998355, -0.0182953179, 0.0312851369, 0.0456157513, 0.0059542684, 0.0242351685, -0.0105533274, 0.0811971873, -0.0738732964, 0.0010416366, 0.098728396, -0.0454139113, -0.105706282, 0.0467979535, 0.0519304462, 0.0355237685, 0.0511519201, 0.020573223, 0.0384936966, -0.0244802609, 0.0463654399, -0.1339061558, 0.0263833199, 0.0101784831, -0.0953836292, -0.1111847833, -0.0335053727, 0.0213373285, 0.1392116547, -0.0808511749, -0.1036878899, 0.0074824826, -0.05175744, -0.0232259706, 0.0987860709, -0.0149072958, -0.0386666991, -0.0372249894, 0.0075761937, -0.0603788756, 0.0312851369, 0.0336207114, -0.1177013218, -0.0126726432, 0.0048261289, 0.1260632426, 0.0623972714, 0.0042638616, -0.1297540367, 0.0021805887, -0.0879443958, -0.0354372673, 0.038753204, 0.0453850776, 0.0414059535, 0.0559095703, -0.1098007411, 0.0083042579, -0.0854646564, 0.0915198401, 0.049566038, 0.0289783999, 0.0903088078, 0.0430206694, 0.0062678405, -0.0845419616, -0.027579939, -0.094230257, -0.0438856967, -0.1087050438, -0.0064516589, 0.0423286483, -0.0054208352, -0.032178998, 0.0794671327, -0.0215103347, 0.0767567158, -0.0126726432, 0.0077636163, -0.0054100221, 0.0005271257, 0.1019578353, 0.0294685811, 0.0595715158, 0.00444768, -0.0058100973, -0.0990167409, 0.0444335453, -0.0057488242, -0.0881174058, -0.0753150061, -0.04596176, -0.06851013, -0.0338802189, 0.0905971453, -0.098728396, -0.0390415452, -0.1164902821, 0.0174302906, -0.0315734819, -0.1359822154, -0.0381765179, 0.0702978522, -0.0001673737, -0.1012658104, 0.0295550842, 0.0251578651, 0.0013516045, -0.0965370014 ]
712.1509
Christopher Collins-Tooth
Christopher Collins-Tooth
The Higgs discovery potential of ATLAS
6 pages
Fizika B17:265-272,2008
null
GLAS-PPE/2007-19
hep-ex
null
Higgs boson production and decay at the LHC is described, together with related ATLAS search channels, in order to provide an overview of the ATLAS Higgs discovery potential.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:40:18 GMT" } ]
2009-02-20T00:00:00
[ [ "Collins-Tooth", "Christopher", "" ] ]
[ 0.0051350826, -0.0078197792, -0.0862264782, 0.0407870673, -0.0593512803, -0.0176608451, -0.0754764006, 0.0530277044, -0.0715467483, -0.1363182366, -0.0610225089, 0.0519436598, -0.108404167, -0.0182706192, 0.1024419367, -0.0250458792, -0.037534941, 0.0607515015, 0.0639132857, 0.018598089, -0.1067781001, -0.0109420456, 0.0645908117, 0.0978347585, -0.0547892712, -0.0753860623, -0.0765152723, -0.1152697578, 0.0408548191, 0.0635067746, -0.0024390938, -0.0224825721, -0.0805804282, 0.0151088303, 0.0558733121, 0.1196962669, 0.033131022, -0.0228326265, -0.0149733247, 0.0554667972, -0.0247522835, -0.021308193, 0.003960704, -0.00992011, 0.0354797803, -0.0500014201, -0.0107613718, -0.0362250581, -0.036405731, 0.006549418, 0.0446263812, 0.0341698974, 0.029291708, 0.018146405, -0.0158315245, -0.0503176004, -0.0128617026, -0.0815741345, 0.0031307349, -0.0016373545, -0.1085848361, -0.0173107907, -0.0019408298, 0.0206871275, -0.0124100186, -0.0570928603, -0.0318211392, 0.0828840137, -0.1016288996, -0.0231488049, 0.0327470899, -0.0793157145, -0.024210263, 0.0029303001, -0.0170623641, -0.0625582337, -0.004830196, 0.0459136814, -0.0185755044, 0.0381221324, -0.1006352007, -0.0426389724, -0.1188832298, -0.0586737543, -0.05790589, -0.0593964495, 0.0506789461, -0.0995511562, -0.1027129441, -0.0047031599, 0.0949439779, -0.0636874437, -0.0131891733, -0.0494142324, 0.0562346615, -0.0657651946, 0.1030742899, -0.0317308009, -0.0203483645, 0.0515371449, 0.0877622068, 0.0219179671, 0.0840583965, -0.0510402918, 0.0724501163, -0.0488722101, -0.0234875679, -0.0256556515, -0.0482398532, 0.0199079737, -0.0843294039, -0.080941774, -0.1529402137, 0.0423227921, -0.0052028354, -0.0307145137, -0.0315727107, -0.0116986157, 0.0455071628, 0.0783671737, -0.0604804903, 0.03855123, -0.0179996081, 0.0579962283, 0.0082375873, -0.0027482149, 0.0696045086, -0.0931372419, -0.1064167544, 0.0167123079, -0.0368800014, 0.0279818252, 0.0350732654, 0.0476074964, -0.039228756, -0.0112921, -0.0271687936, -0.0198966805, 0.0072325901, -0.117889531, 0.0822064877, -0.0159557369, -0.0083109858, 0.1607995033, 0.071908094, 0.00314485, 0.0044349725, -0.0232391432, 0.1059650704, -0.0277785677, -0.058583416, -0.0480591804, 0.0087570241, -0.0159331542, -0.0180560686, -0.0524856821, -0.0035061971, 0.0607515015, -0.0772379637, -0.112921007, -0.0430454873, 0.0138328234, -0.0082488796, 0.0909239948, 0.0336730443, 0.0810321122, -0.1024419367, 0.0339892209, -0.1140050441, -0.0511757992, -0.0352313519, -0.0506789461, -0.0137989465, 0.0515823141, 0.1182508767, 0.034711916, -0.1158117801, -0.0912401676, -0.0693786666, 0.0021116228, 0.1116562858, 0.0238489155, 0.0142619228, -0.0950343162, -0.0523953438, -0.03855123, 0.010016093, 0.1250261366, 0.0030460441, 0.008356154, -0.0071535455, 0.0151765831, 0.037647862, 0.0382802188, 0.0513113029, -0.0643198043, -0.0105298832, 0.1873585284, 0.072811462, 0.0151427062, 0.0499110818, -0.0324083269, 0.0650876686, 0.0203709491, -0.0857296288, 0.1081331521, 0.0742116868, 0.0101120761, -0.0311661977, -0.1286396086, -0.0274398047, 0.0236004889, 0.0566863455, 0.0580865629, -0.035389442, 0.0710498989, -0.029404629, 0.078457512, 0.1037066504, 0.0921887085, -0.0815741345, 0.1123789847, 0.0223131906, 0.03968044, 0.0110267363, -0.03855123, -0.0031025046, -0.0438811034, 0.0398611128, 0.0338762999, 0.1103012338, -0.0673460886, -0.1039776579, -0.0629647523, 0.038212467, -0.0012484828, -0.0105919903, 0.027597893, -0.0174237117, -0.1193349138, -0.0684301257, -0.1650453359, 0.077779986, 0.0817999765, -0.0139344521, 0.0211839806, 0.0320469812, -0.035615284, 0.1643226445, 0.0007396326, 0.0585382469, 0.012500355, 0.0456200838, 0.0622872263, 0.0047370363, -0.0491432212 ]
712.151
Lukasz Bratek
Lukasz Bratek
Skyrmion on a three--cylinder
v2: version accepted for publication in Phys. Rev. D
Phys.Rev.D78:025019,2008
10.1103/PhysRevD.78.025019
null
math-ph math.MP
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The class of static, spherically symmetric, and finite energy hedgehog solutions in the SU(2) Skyrme model is examined on a metric three-cylinder. The exact analytic shape function of the 1-Skyrmion is found. It can be expressed via elliptic integrals. Its energy is calculated, and its stability with respect to radial and spherically symmetric deformations is analyzed. No other topologically nontrivial solutions belonging to this class are possible on the three-cylinder.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:36:25 GMT" }, { "version": "v2", "created": "Mon, 14 Jul 2008 21:01:55 GMT" } ]
2008-11-26T00:00:00
[ [ "Bratek", "Lukasz", "" ] ]
[ -0.0071797594, 0.0193972513, -0.0781178996, -0.0000832598, 0.0190005787, 0.0325006433, -0.0528102405, -0.0093548428, 0.0865802318, 0.0186567977, 0.021327721, -0.1055675894, 0.0048658405, 0.0785410181, -0.0120786559, 0.1315892637, -0.0162635446, -0.0536829159, 0.0509591028, 0.0378953777, -0.002262682, -0.0224912912, 0.0386358351, 0.0556398295, 0.0213806108, 0.1139241382, 0.1089525223, -0.0794401392, 0.0474155024, -0.0854695514, 0.0092556756, -0.1059907079, -0.0491079688, -0.1332817227, -0.0741511807, 0.1086351871, -0.0202831514, 0.0934558734, 0.0409629755, 0.0465163812, -0.0776418969, -0.0267885681, -0.0075235418, 0.0723000467, -0.0514086634, -0.0570678487, 0.0675928742, 0.05122355, 0.0330030955, -0.03718137, -0.0290363766, 0.0250299908, 0.0650541782, 0.0452734753, -0.1327528358, -0.0207194909, -0.0828779638, 0.1461867839, -0.0057682693, -0.0084887762, -0.003960107, -0.0747329667, 0.036837589, 0.0107894726, -0.044453688, 0.0223061778, -0.0141744055, 0.0620923601, -0.0270530172, -0.0039700237, -0.031363517, 0.0178502314, 0.0715067014, 0.0296446066, 0.0253208838, 0.0135066751, 0.0882726982, 0.0511177741, 0.1277812123, 0.059077654, 0.0066706976, -0.0364938043, 0.065424405, -0.029882608, -0.0663235262, 0.0504302084, 0.0340079963, 0.0273967981, -0.1104334295, -0.0242498685, 0.0441099033, 0.0354889035, -0.0565389544, -0.0362029113, 0.1314834803, -0.0491344146, -0.0103002442, 0.024077978, 0.0042410828, -0.0048162569, -0.0275290236, 0.0671697557, -0.091763407, 0.0275025778, 0.049954202, 0.0658475161, -0.0004640234, 0.0303321704, 0.0250564348, 0.010974586, -0.0217111707, -0.0417827629, -0.0731991678, -0.0058971876, -0.0387151688, 0.003513851, -0.0040791081, 0.0836184174, -0.0988506153, 0.0688622221, 0.1195304319, -0.0018990663, 0.1347626299, -0.0337171033, 0.0923980847, -0.0403811894, -0.001958567, -0.1404747069, -0.1160397232, 0.0518846698, 0.0169114415, -0.0945665538, -0.0477063954, -0.0451676957, 0.0546878204, -0.0281901434, 0.0795988068, -0.050245095, 0.1421671659, 0.0032262639, 0.0282959212, 0.0442950167, 0.0584429801, 0.053021796, 0.0945136696, 0.1037164554, -0.000905734, 0.0772187784, -0.0395614021, -0.0004541066, 0.0210897177, -0.0725116059, 0.0335584357, 0.0651070625, 0.0258101113, -0.0338493288, 0.062991485, 0.0944078863, -0.0385829434, -0.0486055166, -0.0248977672, 0.0855753273, -0.1046684682, -0.0002849013, 0.0020412069, 0.0212880541, -0.0840944201, -0.0433430038, -0.0510913283, -0.2059520036, 0.015536312, -0.0681217685, -0.0652128458, -0.0429198891, -0.0432372279, 0.1062022597, 0.0388738364, -0.0880082473, -0.1024999917, 0.0232581906, 0.0930856466, 0.0958887935, 0.0504830964, -0.1055146977, 0.0195823647, 0.0837241933, 0.0493459702, -0.0400109626, -0.0020610406, 0.0849935412, -0.076108098, 0.0744685158, 0.0963119119, 0.0313370712, 0.0144256307, -0.0006297165, 0.0224119574, -0.0071004252, -0.0114043141, 0.0560100563, 0.0563802868, 0.0316544101, 0.0650541782, -0.0893833786, 0.0198732577, -0.0012842249, 0.0612461269, 0.0195030309, -0.0880082473, -0.0326593108, 0.0482617356, -0.0422323234, 0.0667995289, -0.0232846346, -0.0874264613, 0.1274638772, 0.0188683551, 0.0274761338, 0.04083075, 0.0261538941, -0.1588802785, 0.0516202226, 0.029538827, 0.0337964371, 0.0160519853, 0.0324741974, 0.0675399825, -0.0458817035, 0.0142934071, 0.0908642858, 0.0414389819, 0.0261274483, -0.0312577374, -0.047230389, -0.0332675427, -0.0256514437, 0.0071863709, 0.0084887762, -0.0625683665, -0.1551780105, -0.0335848778, 0.0108423624, -0.0545291491, 0.0639434904, 0.0264447872, -0.0067963102, -0.0124026053, -0.026801791, 0.1093756407, -0.0566976219, -0.0345104448, 0.1381475627, -0.0395349562, 0.0538151413, -0.0460668169, 0.0316808559 ]
712.1511
Steven Spallone
Steven Spallone, Freydoon Shahidi
Residues of Intertwining Operators for Classical Groups with an Appendix "$L$-Functions and Poles of Intertwining Operators"
Main paper by Steven Spallone, appendix by Freydoon Shahidi
null
null
null
math.RT math.NT
null
Let $\tilde{G}$ be a symplectic or even orthogonal group over a p-adic field $F$, and $M$ the Levi factor of a maximal parabolic subgroup of $\tilde{G}$. Suppose that $M$ has the shape of three blocks of the same size. Let $\pi$ be a supercuspidal representation of $M$. In this paper we give a simple explicit expression for the residue of the standard intertwining operator for the parabolic induction of $\pi$ from $M$ to $G$.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:39:34 GMT" } ]
2007-12-11T00:00:00
[ [ "Spallone", "Steven", "" ], [ "Shahidi", "Freydoon", "" ] ]
[ -0.0079258932, -0.0039315503, 0.0100189997, 0.0337129571, 0.0075142495, 0.0179448929, -0.0206240676, -0.0150843151, -0.058941856, 0.0307547003, 0.0140307853, -0.0485042371, 0.0113585871, 0.0469972007, 0.0286615938, 0.0175820887, 0.0762448609, 0.058941856, 0.052216012, 0.1452336311, -0.0010648675, -0.0412202291, -0.0421970114, 0.047666993, -0.0175681338, -0.0629606172, -0.0781984255, 0.0769146606, 0.1140882149, -0.0165913515, 0.0577138998, 0.0130400481, 0.0027977845, -0.1052692607, -0.1167673916, 0.122460641, -0.0126004964, 0.1129160747, -0.0433970578, 0.0960037783, -0.0643002093, 0.040689975, -0.1414381266, -0.0205961596, 0.210873425, 0.0384573303, 0.055062633, 0.0104585513, 0.0354153477, 0.0027768535, 0.0491740294, 0.1047669202, 0.0512113199, 0.014930821, -0.1445638388, -0.0392945707, -0.0418621153, -0.0016579141, 0.0257312469, -0.0327919908, -0.0218101609, -0.036866568, -0.0160890054, -0.1127486303, -0.1258096099, 0.0853987113, -0.0645234734, 0.1025342718, 0.0490344912, 0.0331268869, -0.0855103433, 0.077082105, -0.004622275, 0.0994643793, -0.0289685838, 0.014777326, -0.0049920571, 0.0880220681, -0.0018907721, 0.0025221924, 0.08199393, -0.0120841973, 0.0136610037, -0.0012078964, 0.0586069599, 0.0238055885, -0.0647467375, -0.0044618035, -0.1380891651, 0.0279778466, -0.0150284991, -0.070774883, -0.0711097792, 0.0237776805, 0.0701050833, -0.0958363339, 0.029861642, 0.0349409096, -0.0532765165, 0.0605047084, -0.0520764701, -0.0080026407, 0.0412202291, -0.1122462824, 0.1387589574, 0.0094957231, -0.0480577052, 0.0309779644, -0.1205628887, 0.0209031496, -0.0156982932, 0.0779193491, -0.074235484, 0.0192705262, 0.0946641937, -0.0156564303, -0.1097903699, -0.0014259282, -0.0927664414, 0.0237079114, -0.0870173797, -0.0639094934, 0.0434249677, -0.0338804051, -0.0071514444, -0.0768588409, -0.0026094052, -0.0807101578, 0.0631838813, -0.0870173797, 0.0738447681, -0.0241823476, 0.0141773028, -0.0182379279, -0.076468125, 0.0651932657, 0.0738447681, 0.0883569717, 0.0895849243, 0.0026913851, 0.0336850472, -0.0031518682, 0.0886918679, -0.0164518114, 0.0894174725, -0.0153633961, -0.0269312933, -0.0653048977, 0.0762448609, -0.0275731795, -0.0296941921, -0.0262894072, 0.0693236589, -0.0041129529, -0.0891383961, -0.0404108949, -0.0342153013, 0.0065618865, 0.0641885772, -0.044457566, 0.0418621153, 0.0857336074, -0.0471925549, 0.0469413847, 0.077193737, 0.072895892, -0.0515183099, 0.0888034999, -0.0665328503, -0.0413318612, -0.0416667573, -0.059611652, -0.1675600857, -0.0248521417, 0.0335175991, -0.1114090383, -0.1624249965, -0.0789240375, -0.0944967419, -0.0579371676, 0.0028082503, 0.0469413847, -0.0078561231, -0.0524671823, -0.0955014378, 0.0565417632, 0.0326245427, -0.0174983628, -0.0564859472, 0.0436203219, -0.0710539594, 0.0405225269, 0.0578255318, 0.0430063456, -0.0457413383, -0.0714446753, 0.096673578, -0.0655839816, 0.00451762, 0.0855103433, -0.0179728009, 0.0491461232, 0.0157541092, -0.0281732026, -0.0757983327, -0.012788876, 0.0448482782, 0.0358897857, -0.0593883842, 0.0552858971, -0.0231497493, 0.0202473085, 0.0270708334, -0.0592209361, -0.0533044264, 0.0276289955, -0.0582162477, -0.073007524, -0.0465227626, 0.1537176818, -0.0569324754, 0.0688213184, 0.0178751219, 0.1163208634, 0.0160471443, 0.0417783894, 0.0196193773, -0.0504578017, -0.0421970114, 0.0156285223, -0.0212520007, -0.0188798141, -0.0231916104, -0.0193263423, -0.033350151, 0.0532765165, -0.0103190113, -0.0476949029, -0.0080793882, -0.0391829386, 0.0329594389, 0.0512671359, 0.0996876508, 0.0008298292, -0.0520206541, -0.0014424986, -0.0062723402, 0.0048629823, 0.0380666144, -0.0284383297, -0.037536364, 0.1011388674, 0.0961154103, 0.0243777037, -0.0957805142, 0.0350804515 ]
712.1512
Gary Fuller
H. S. Thomas (1), G. A. Fuller (1) ((1) Jodrell Bank Centre for Astrophysics, University of Manchester)
The Circumstellar Environment of High-Mass Protostellar Objects: IV. C17O Observations and Depletion
18 pages. Accepted for publication in Astronomy & Astrophysics
null
10.1051/0004-6361:20066499
null
astro-ph
null
We observe 84 candidate young high-mass sources in the rare isotopologues C17O and C18O to investigate whether there is evidence for depletion (freeze-out) towards these objects. Observations of the J=2-1 transitions of C18O and C17O are used to derive the column densities of gas towards the sources and these are compared with those derived from submillimetre continuum observations. The derived fractional abundance suggests that the CO species show a range of degrees of depletion towards the objects. We then use the radiative transfer code RATRAN to model a selection of the sources to confirm that the spread of abundances is not a result of assumptions made when calculating the column densities. We find a range of abundances of C17O that cannot be accounted for by global variations in either the temperature or dust properties and so must reflect source to source variations. The most likely explanation is that different sources show different degrees of depletion of the CO. Comparison of the C17O linewidths of our sources with those of CS presented by other authors reveal a division of the sources into two groups. Sources with a CS linewidth >3 km/s have low abundances of C17O while sources with narrower CS lines have typically higher C17O abundances. We suggest that this represents an evolutionary trend. Depletion towards these objects shows that the gas remains cold and dense for long enough for the trace species to deplete. The range of depletion measured suggests that these objects have lifetimes of 2-4x10^5 years.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:43:48 GMT" }, { "version": "v2", "created": "Mon, 10 Dec 2007 23:32:15 GMT" } ]
2009-11-13T00:00:00
[ [ "Thomas", "H. S.", "" ], [ "Fuller", "G. A.", "" ] ]
[ 0.0331178084, 0.089483127, -0.0047583869, -0.0712697506, -0.0296108834, 0.0490969382, 0.0336551592, 0.0077562416, 0.0203627851, 0.0006518036, 0.0461839288, -0.0319299772, 0.0028847279, -0.0677062571, 0.0867680907, 0.0633508861, 0.0316754431, 0.0509635247, -0.0451092236, 0.1203666851, -0.0343622006, -0.0202779397, -0.0583733171, 0.06137117, -0.0304593332, -0.013348937, -0.0133630773, 0.0121752489, 0.0854671374, -0.0687244013, 0.0976282433, -0.0510200895, -0.0953657106, -0.0405275971, -0.0630680695, 0.0290169679, 0.0425073132, 0.0912931561, -0.0958182141, -0.0474283211, -0.0146074705, -0.0365681686, 0.0029943192, -0.020475911, 0.0281402376, 0.0155407647, 0.021027403, -0.0851843208, 0.0628418177, -0.0012081566, -0.1128437668, 0.0639165193, 0.0886346772, -0.0675931349, -0.1123346984, -0.0783401579, 0.015498342, 0.0347581431, -0.0119560659, -0.0727403909, -0.0202072356, -0.0582036264, 0.0155407647, -0.0059073288, 0.0239545535, -0.025891846, 0.0540179424, 0.0596177094, -0.0059568216, 0.112165004, -0.0169265643, -0.0429032557, 0.0132075287, -0.0674800053, -0.0110934759, -0.0527735502, -0.0515291579, -0.1028886288, -0.0686112717, -0.0025647918, 0.0497191325, -0.0356914364, -0.0150599768, -0.0880124792, -0.0192173775, 0.0031622415, 0.0183123648, 0.0243363567, -0.0832046047, -0.0096157594, 0.0379539691, -0.0075017065, 0.0579773746, 0.0065860883, 0.0244353414, -0.197632134, 0.0279281251, -0.1040198952, 0.0994948298, 0.0092693092, -0.0718353838, -0.0232475121, 0.0171952415, -0.0159084257, 0.0483616143, -0.0266271699, -0.0019567364, -0.0065436657, 0.0496908501, -0.0035493465, 0.0609186664, -0.0203910675, 0.0016270784, 0.0715525672, -0.0644255877, 0.0142115271, -0.2278369367, 0.0491817817, -0.0799239278, 0.0897659436, -0.0491534993, -0.0150882583, 0.0107823778, 0.0679890737, 0.1207060665, -0.0126206847, 0.0797542408, -0.0756251216, -0.0450809449, -0.0703081712, 0.0082935924, -0.0579773746, -0.0427052863, -0.0607489757, -0.1487614512, 0.0572703332, 0.0628983825, -0.0447698459, 0.0523210466, -0.0173083674, 0.0202213768, -0.1077530682, 0.1023229957, 0.1687848568, 0.0192598011, -0.0250009745, -0.0987029448, 0.0479373895, -0.0627286881, 0.071778819, -0.0328915529, -0.0739282221, 0.0477111377, -0.0034574312, 0.0099763507, -0.1141447201, 0.093668811, 0.064934656, -0.06137117, -0.0541593507, 0.0241525248, -0.0354086198, -0.0313360654, 0.008024917, 0.0199668426, -0.0045922324, -0.0507938378, -0.0236010328, -0.1312268376, 0.0106975324, 0.0356065929, -0.0312229376, -0.1194616705, -0.0269099865, 0.0167144518, 0.0929900482, 0.015441779, -0.0869377777, 0.0068653696, -0.0434688888, 0.0542441979, 0.0235727523, 0.0617105514, -0.0639165193, -0.0129671348, -0.0632943213, -0.0026602424, -0.0024392919, 0.0396508686, -0.0023668204, 0.030996684, 0.021281939, 0.1317924708, 0.1214979514, -0.1032280102, -0.1276067793, -0.0048821191, 0.0424790308, -0.0459293947, 0.0146923149, 0.0966666639, 0.0762473196, 0.0396508686, -0.0847318098, -0.0491534993, 0.0328915529, 0.1101852953, 0.0494363159, 0.0179871265, 0.0174073521, 0.0756816864, 0.0726838335, -0.0381236598, 0.0348429866, -0.031307783, -0.0396225862, -0.1238736063, 0.0502282046, 0.0948566422, 0.003641262, -0.0558845326, 0.1052077189, 0.0521513559, 0.1531733871, 0.0972322971, 0.0085693384, 0.0235303286, 0.0145509066, 0.0335137509, -0.0628418177, 0.0237283017, 0.0195001941, -0.0418002717, -0.0495777242, -0.0089016482, -0.066348739, 0.0066780038, 0.0429598205, 0.0137660913, -0.0519251004, -0.141973868, -0.0005369094, 0.026754437, 0.108601518, -0.0207728688, -0.0196416024, -0.0672537535, -0.1011917293, 0.011715672, -0.0261463821, 0.1285118014, 0.0040159938, -0.0092480984, -0.0656134188, -0.0250292569, -0.0267685782 ]
712.1513
George Efstathiou P
George Efstathiou
The Future of Cosmology
To appear in the proceedings of `A Century of Cosmology', S. Servolo, August 2007, to be published in Il Nuovo Cimento,
Nuovo Cim.B122:1423-1435,2007
10.1393/ncb/i2008-10486-9
null
astro-ph
null
This article is the written version of the closing talk presented at the conference `A Century of Cosmology' held at San Servolo, Italy, in August 2007. I focus on the prospects of constraining fundamental physics from cosmological observations, using the search for gravitational waves from inflation and constraints on the equation of state of dark energy as topical examples. I argue that it is important to strike a balance between the importance of a scientific discovery against the likelihood of making the discovery in the first place. Astronomers should be wary of embarking on large observational projects with narrow and speculative scientific goals. We should maintain a diverse range of research programmes as we move into a second century of cosmology. If we do so, discoveries that will reshape fundamental physics will surely come.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:44:21 GMT" }, { "version": "v2", "created": "Fri, 4 Jan 2008 10:32:59 GMT" } ]
2010-11-11T00:00:00
[ [ "Efstathiou", "George", "" ] ]
[ 0.0369738899, -0.0324409716, 0.0376109481, -0.0328820124, -0.0829155967, 0.02869213, -0.0777211264, 0.0354302488, -0.0551300533, 0.045402661, 0.0036538974, -0.0597854778, -0.1295678765, -0.0160857234, 0.0587073788, 0.0501560979, -0.0723306313, 0.0990380794, 0.0887471363, 0.0890411586, -0.0441040434, -0.1225112304, -0.0507196486, 0.0942356363, -0.0952647328, -0.1273136735, -0.0250535458, 0.0113935443, 0.0902662724, 0.0483184271, 0.0602265187, -0.0031332246, -0.1261375546, 0.0073445481, -0.0492985174, 0.1433871388, 0.0387135483, -0.0326614939, 0.0192342624, -0.044030536, -0.0336905867, -0.1015373021, 0.0033904982, 0.0245757531, -0.0539049394, -0.0920304358, -0.0285696182, -0.0215619765, -0.0379294753, -0.0341806337, -0.0326369926, -0.0660090521, 0.0625297278, -0.0700274184, -0.037120901, -0.0468237922, -0.0148361092, 0.0245389994, -0.1047715992, 0.0487594679, -0.0449126177, -0.0519937649, -0.0445940867, -0.0128391767, -0.0965878516, 0.0322694555, 0.0177028719, 0.1260395497, 0.0068667545, 0.0351852253, -0.0116691943, 0.0199693292, -0.0177518763, 0.0798283145, 0.0215987302, -0.0985970348, 0.0062327585, 0.0790442452, -0.0462112352, 0.0361408107, 0.0164532587, 0.0325879864, -0.1056536809, 0.050009083, -0.0111423964, 0.0250902995, 0.0268789642, -0.0685572848, -0.0784561932, 0.0425603986, 0.0260458868, -0.0725266486, 0.0428544283, -0.0151178855, 0.042633906, -0.0464317538, 0.1613227874, 0.0475343578, 0.0989890695, 0.045402661, 0.0107687367, 0.0214272141, 0.079779312, -0.0763489977, 0.0468237922, 0.13123402, 0.0303092785, -0.0889431536, 0.033004526, -0.0405267142, -0.1547561884, -0.0179723967, -0.0544439889, 0.0796322972, -0.0541989654, 0.0198713206, -0.0620396845, -0.0281775817, -0.0265849363, 0.0138437683, -0.0167595353, 0.0510626808, -0.0090290774, 0.1221191883, 0.082523562, -0.1715157181, -0.069978416, -0.0592954345, -0.0480734073, -0.0215007197, 0.0740947872, -0.0653719902, -0.0430749469, 0.0556691028, -0.0575312711, -0.0353322364, 0.0513567068, -0.0090107005, 0.024085708, 0.0864439234, 0.0519937649, 0.0185114462, -0.0208636615, -0.0017810069, 0.1330962032, 0.0711055174, -0.0147748543, 0.0045359782, 0.1003611982, 0.0298192333, 0.0002241573, -0.0704194531, -0.0620886907, 0.0132312123, 0.0564041696, -0.0014678376, -0.00543031, 0.0659600422, 0.0264624245, -0.032514479, -0.0484164357, 0.1071238145, -0.0383215137, 0.0417273231, 0.0793872774, 0.0535619073, -0.0281775817, -0.023387393, -0.1471114755, -0.0436875038, -0.060912583, -0.0338376015, -0.0228115898, 0.0139172757, 0.0706154704, 0.0619416758, -0.0289126504, 0.0128391767, -0.0536109135, -0.0036508346, -0.0307748206, 0.0345971696, 0.0915403888, -0.1009492502, -0.0502296016, -0.0262664072, -0.0664500892, 0.0014923399, 0.0395711251, -0.0840427056, -0.0150076253, 0.0035834534, 0.0495925434, 0.0973229185, -0.0081041176, -0.0817394927, -0.0355282575, -0.0100704227, 0.0499110743, 0.048636958, 0.0649309531, 0.0296477173, 0.0795342922, -0.1090839952, -0.0104012033, -0.0945786685, 0.1231972873, 0.0803183615, -0.0608145744, 0.021868255, 0.0068361266, -0.011093392, 0.0027901933, 0.1016353145, -0.1429951042, -0.074878864, -0.0736537501, 0.012085733, 0.119766973, 0.0991850868, -0.0469708033, 0.1468174607, 0.0828175917, 0.0758589506, 0.0982050002, -0.0322449543, 0.0404532067, 0.0603735335, 0.0034333772, 0.007859095, 0.0273445062, -0.0178621374, -0.0818374977, 0.0031133166, -0.0026064264, -0.0323919691, -0.0102541894, -0.0006140875, -0.0201898497, -0.0918344185, -0.0371944085, -0.033592578, -0.0162204858, -0.0291086677, -0.1279997379, 0.0258253664, -0.0390810817, -0.0252618156, 0.0251393039, 0.0465787686, 0.0813474581, -0.027614031, 0.025923375, -0.0367288664, 0.0532188788, -0.0369738899 ]
712.1514
Francoise Truc
Abderemane Morame (LMJL), Francoise Truc (IF)
Magnetic bottles on the Poincar\'e half-plane: spectral asymptotics
null
Journal of Mathematics of Tokyo University 48, 3 (2008) p 597-616
null
null
math-ph math.MP
null
We consider a magnetic laplacian P(A) on the Poincar\'e half-plane, when the magnetic field dA is infinite at infinity such that P(A) has pure discret spectrum. We give the asymptotic behavior of the counting function of the eigenvalues.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:45:48 GMT" } ]
2008-12-17T00:00:00
[ [ "Morame", "Abderemane", "", "LMJL" ], [ "Truc", "Francoise", "", "IF" ] ]
[ 0.0329604261, -0.0108529842, 0.0345663242, -0.0183230489, -0.0266158078, 0.0016355164, -0.0402001366, -0.036567118, -0.1031987816, 0.0008588929, 0.0345926508, -0.0344083682, -0.0437541753, 0.0275372248, -0.0093984604, 0.1261552423, -0.0331447087, 0.0316441171, 0.1183626801, 0.0184283536, -0.0168092903, -0.0163222551, 0.0291694514, 0.0246676672, 0.0049032583, -0.049756553, 0.0385679118, 0.0413584895, 0.1081481054, -0.0289588403, 0.1265764683, -0.0102408994, -0.1417403668, -0.0490457453, -0.0761354268, 0.152586773, 0.0319863558, 0.0175464246, -0.1029355153, -0.0011542402, -0.0837700292, -0.016519703, -0.1036726534, 0.0360405929, 0.1229960993, 0.1511124969, 0.0346189775, 0.0164407231, 0.1011453345, -0.0066802781, -0.1045677438, 0.0687114298, 0.0154008381, 0.004702521, -0.0158878732, -0.0307753496, -0.0250230711, 0.0668159425, 0.0630776212, -0.0789260045, 0.051678367, -0.0740293264, -0.0111820614, -0.0725550577, -0.0617086589, 0.1217324361, -0.0818218887, 0.0212057699, 0.1203634739, 0.101250641, -0.1165724993, -0.01583522, 0.0090562198, 0.0855075568, -0.0653416738, -0.0204686355, -0.0633935332, 0.0134526985, -0.0908781067, 0.052968353, 0.0376991443, 0.0103988564, 0.0441227444, 0.0517573468, 0.0529946797, -0.0143872788, -0.0078649577, 0.0374622084, -0.0990392342, -0.0252863336, 0.0953009129, -0.0225878954, -0.0356193744, -0.0017803105, 0.0786627457, -0.0454917066, 0.0657628924, -0.0860867351, -0.013834428, -0.0325918607, -0.0476504564, 0.0973543599, 0.1214165241, -0.066710636, 0.1197316423, 0.0530736595, -0.0111952247, -0.0329604261, -0.067131862, 0.0033401391, 0.0966698751, 0.0144399311, -0.0225615706, 0.0053244778, -0.013794939, -0.0145189101, -0.0420429707, -0.0267342757, 0.0502567515, 0.0656575933, -0.0567593277, 0.0680269524, 0.0673951209, -0.0644992366, 0.1198369488, -0.085244298, -0.1183626801, -0.0766619518, 0.0046169609, -0.0044820388, 0.0483612642, -0.037725471, 0.0570225902, -0.0986180156, 0.0187837575, -0.0149664553, 0.0661314651, -0.0730815828, 0.1187838987, 0.0196261965, 0.1578520089, 0.057496462, 0.1456366479, 0.0377517976, 0.0301961731, 0.0257996954, 0.0212320965, 0.0278794654, 0.0664473772, 0.0084046451, 0.0313018747, -0.0336975604, 0.0486508533, 0.0453337505, -0.0387785211, -0.0514151044, 0.0283270124, 0.0224299394, 0.0165065397, 0.0131565277, 0.0410425775, 0.0449651815, -0.0333289951, -0.0543899685, 0.1490063965, 0.0729762763, -0.0980914906, -0.0204686355, -0.0140845273, -0.0352244824, -0.0365934446, -0.0283796638, -0.0678163394, -0.0599711277, 0.108464025, -0.0373042524, -0.0127747981, -0.1699620783, -0.0672371611, -0.0320916623, -0.0077925608, 0.0698171332, 0.0131038753, 0.0055976124, 0.011149154, 0.006936959, 0.004712393, 0.0722391456, 0.0402791165, -0.0003272267, -0.015637774, 0.0751350299, 0.0846651196, 0.124470368, -0.0321706384, -0.1031461284, 0.079031311, 0.0457286425, -0.0989339352, -0.0030735862, -0.0007095739, 0.0181650911, 0.049598597, 0.0574438088, -0.0394366756, 0.048835136, 0.0877716169, 0.0024499837, 0.024220122, 0.0166381709, 0.035487745, -0.0011920842, 0.0807688385, -0.0329604261, -0.0774517357, 0.0155061428, -0.0016075447, 0.04659741, 0.0451757908, 0.1176255494, 0.007759653, -0.0054923077, -0.011287367, 0.1214165241, 0.0291431248, 0.0006902406, 0.1141504869, 0.0206924081, 0.0360932462, 0.008740305, 0.0542320125, -0.0315388106, 0.0309333075, -0.0350665227, -0.0010958288, -0.1019877717, -0.0073515968, -0.0170330647, -0.0719232336, -0.0441753976, 0.0686587766, 0.1182573736, -0.0103527857, -0.0268790703, -0.074661158, -0.0045248191, -0.0138081023, 0.0532052889, 0.0705016181, -0.0672371611, -0.0014438286, -0.0184941683, -0.0192049779, 0.0372252725, -0.0721338391, 0.1227854863 ]
712.1515
Steven Hergt
Steven Hergt, Gerhard Sch\"afer
Higher-order-in-spin interaction Hamiltonians for binary black holes from source terms of Kerr geometry in approximate ADM coordinates
REVTeX4, 20 pages, typos corrected in Eq. (124) and (130)
Phys.Rev.D77:104001,2008
10.1103/PhysRevD.77.104001
null
gr-qc
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The Kerr metric outside the ergosphere is transformed into ADM coordinates up to the orders $1/r^4$ and $a^2$, respectively in radial coordinate $r$ and reduced angular momentum variable $a$, starting from the Kerr solution in quasi-isotropic as well as harmonic coordinates. The distributional source terms for the approximate solution are calculated. To leading order in linear momenta, higher-order-in-spin interaction Hamiltonians for black-hole binaries are derived.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:46:03 GMT" }, { "version": "v2", "created": "Thu, 13 Mar 2008 11:34:46 GMT" }, { "version": "v3", "created": "Mon, 5 May 2008 15:06:45 GMT" }, { "version": "v4", "created": "Wed, 25 Apr 2012 09:41:34 GMT" } ]
2012-04-26T00:00:00
[ [ "Hergt", "Steven", "" ], [ "Schäfer", "Gerhard", "" ] ]
[ -0.0645272061, 0.0272999723, 0.0046850601, 0.03033893, 0.0326687992, -0.0154100498, 0.0753155127, 0.0682752579, -0.0244003013, 0.0728336945, -0.0054986146, -0.0242483523, -0.0634635761, 0.0040709376, 0.0327194482, 0.0876739398, 0.0338084064, 0.0234253015, 0.0351252891, 0.0868128985, -0.0821531639, -0.1318907738, 0.0675661638, 0.0576895513, -0.0090978807, -0.0365181454, 0.0725298002, -0.0983102918, 0.1222674102, -0.0036910677, 0.0189428385, -0.0125673581, -0.0497629382, -0.0434317738, -0.1113271639, 0.1488076448, 0.0277811419, 0.0820012167, -0.0319090597, 0.0534856617, 0.0029028379, -0.0106743397, -0.1235842928, 0.1087946966, -0.0745557696, -0.0225516018, -0.0117316442, -0.1226726025, 0.1102128774, -0.0475343689, -0.1214570254, 0.0462681353, 0.0501174815, 0.0800765455, -0.0945115909, -0.0427480079, 0.0257678311, -0.0011926327, -0.0165623203, -0.0134347267, 0.0132321296, -0.059107732, -0.0353785381, -0.0132447919, -0.0611843541, -0.0753155127, 0.009705672, 0.011035216, 0.0244509503, 0.1031219736, -0.0445967093, 0.0404687896, 0.012561026, 0.0684272051, -0.0007652793, -0.0712129176, 0.0089079458, 0.0210447852, 0.0312506184, 0.0690856427, -0.004188064, -0.0117316442, 0.0651350021, -0.049610991, -0.1157843024, -0.0345428213, 0.0642739609, 0.0722258985, -0.1309790909, -0.1084908023, 0.0168029051, 0.0834700465, -0.0356824324, 0.0073188241, 0.0890921205, -0.0242736768, 0.0614882521, 0.0235012751, 0.0679713637, 0.0842804387, -0.0222477056, -0.0284395814, 0.0016073239, -0.0384174958, 0.1481998563, -0.0884843245, 0.0309973713, 0.066046685, 0.0084774271, 0.0299843866, -0.0082621668, 0.0012298283, -0.1161894947, -0.0456350185, 0.0490791723, -0.0791142061, -0.0146376481, 0.0220957566, -0.1165946871, 0.1169998869, 0.05211813, -0.1206466332, -0.0638181195, -0.0264895838, 0.0327447727, -0.0921817273, -0.0345681459, -0.0803804398, -0.1627868563, -0.0124344034, 0.0588544868, 0.0336311348, -0.0664518848, -0.0472051464, 0.0229947828, 0.0571830608, 0.0982596427, 0.0514596887, 0.1104154736, 0.011478398, 0.1390829831, 0.0097689833, 0.0613869503, -0.0596142262, 0.0309720468, 0.0957778245, -0.0494337156, -0.0658440888, -0.066097334, -0.0318330862, -0.090206407, -0.0258944556, 0.0177525803, -0.0319850333, -0.0320610069, 0.0027081547, -0.0319850333, 0.0278571155, 0.0041912296, -0.0342389271, 0.0243116636, 0.0403674915, -0.0342642516, -0.0083064856, -0.0440142415, -0.0303895809, -0.0711116195, -0.0159292053, -0.0772401839, -0.063362278, 0.0354038626, -0.1150752082, -0.1140622273, 0.0075973952, 0.0140678436, 0.026008416, 0.036695417, -0.1113271639, -0.0238938071, 0.06670513, 0.0550051406, 0.0297564641, 0.0565752685, -0.0299337357, -0.0622986406, 0.0555116348, -0.0141058303, 0.0662999377, -0.0008824058, 0.0144983623, -0.0231593922, 0.1558985412, 0.0311493203, 0.0611337051, -0.023349328, -0.0551064387, -0.0154480366, -0.0141184926, 0.0371259376, 0.1155817062, 0.1286492199, -0.0067363568, 0.0418363214, 0.0266921818, -0.0966388658, -0.0858505666, 0.1014505476, 0.0372525603, -0.0354798362, 0.0563726723, 0.0768856406, -0.0202723816, 0.027730491, 0.0491804704, -0.0928908139, -0.0029598186, -0.0706557706, -0.0304149054, 0.0459389165, 0.0114530735, -0.036644768, 0.0763284937, -0.0655908436, 0.1282440275, 0.0067806751, 0.0367713906, 0.0417096987, 0.0234126393, 0.0391519107, 0.0061412277, 0.0625012368, 0.0958284736, -0.0045774304, 0.0227288734, -0.0402661934, -0.0747583658, -0.022956796, 0.0190821234, -0.0933466628, -0.131080389, 0.0275532193, -0.0031766607, 0.0227921847, 0.0500415079, -0.1115297601, -0.0399876237, 0.0118266121, -0.0182970595, -0.0453057997, 0.0720739514, -0.0749103129, 0.0010034892, 0.0285915304, 0.105857037, -0.0047103851, 0.0160431657 ]
712.1516
Emmanuele Salvati
The BaBar Collaboration: B. Aubert, et al
Study of B0 --> l+l'- decays (l,l' = e,mu)
8 pages, 14 postscript figures
Phys.Rev.D77:032007,2008
10.1103/PhysRevD.77.032007
BABAR-PUB-07/057, SLAC-PUB-13040
hep-ex
null
We present a search for the decays B0 --> e+e-, B0 --> mu+ mu- and B0 --> e mu using data collected with the BABAR detector at the PEP-II e+e-collider at SLAC. Using a dataset corresponding to 384 x 10^6 BBbar pairs, we do not find evidence of any of the three decay modes. We obtain upper limit on the branching fractions, at 90% confidence level, of B(B0 --> e+e-)< 11.3 x 10^{-8}, B(B0 --> mu+ mu-) < 5.2 x 10^{-8}, and B(B0 --> e mu) < 9.2 x 10^{-8}.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:50:02 GMT" } ]
2010-04-12T00:00:00
[ [ "The BaBar Collaboration", "", "" ], [ "Aubert", "B.", "" ] ]
[ 0.0518966354, -0.0084597208, -0.0930310562, -0.0504220054, -0.1325614899, 0.0926171243, 0.0741454437, 0.1253176928, 0.0535523593, -0.0262199603, -0.0612100884, -0.0250945855, -0.059502624, 0.0686608553, -0.0236975662, 0.0538110696, 0.0441095531, 0.0369433686, 0.0261035431, 0.0513274819, 0.0290786736, -0.054276742, -0.0068751401, 0.0043171742, 0.0173721798, -0.0410050675, 0.0808718279, -0.085269846, 0.0007627816, -0.0269314051, 0.0946350396, -0.0072437976, -0.1155903116, -0.0757494271, -0.0800439641, 0.1136241406, -0.0263881199, 0.0219900999, 0.0057141921, 0.017281631, -0.0286388714, -0.0355463512, -0.1068977565, -0.002221647, -0.0441354252, 0.0474727452, 0.0418588035, -0.0554150529, 0.0676777661, -0.0170099884, -0.0680399537, -0.0376677476, 0.0094363401, 0.0075283754, -0.0516120568, -0.0356498323, 0.0530349463, 0.0647285059, -0.0082915612, -0.0193124823, 0.0053714053, -0.0326229595, -0.0058758841, -0.0133104781, -0.0302945971, -0.0997057036, -0.0147851082, 0.0403841734, 0.0230896045, -0.0291304141, 0.000469715, -0.0575364493, 0.0714031458, 0.0171264075, -0.0215114914, 0.0390388966, 0.0977395251, 0.0339164957, -0.0616757646, -0.0014269311, 0.0322866403, 0.0800439641, -0.0194159653, 0.1164181754, -0.009533355, 0.0166477989, 0.0329851508, 0.0819066539, -0.0399443693, 0.0452996045, 0.0277333967, -0.0881673694, -0.0180965587, 0.0687125921, 0.1540859193, -0.0583643131, 0.0444458723, -0.0191443227, -0.0194935761, 0.0405911393, -0.0797852576, 0.0039840885, 0.1064838246, -0.1167286262, 0.1321475655, -0.0676260218, 0.0018675416, -0.0877016932, -0.0604339689, 0.0297771823, 0.0807683468, 0.0006006854, -0.0424538292, 0.0489732474, 0.0511981286, 0.0145264016, 0.0635901988, -0.010471168, -0.0445493571, 0.0410050675, -0.0043559801, 0.1192122102, 0.0854250714, -0.0486369282, 0.0854768157, 0.0374349132, 0.0783882365, -0.0858907402, 0.0291304141, -0.1266629696, 0.0001783664, -0.0173204374, 0.0523105673, 0.017385114, -0.0295184758, 0.0505772308, 0.0380299389, -0.051430963, 0.0066746422, -0.0389871523, 0.0763185844, 0.0238915961, 0.0769394785, 0.0039485167, -0.0884260759, 0.0266468264, 0.0197781548, -0.0399443693, 0.1040519774, -0.0716101155, -0.0557255, -0.0657633319, -0.0357533172, 0.0152766518, -0.0785952061, -0.1010509804, -0.0886847824, 0.0840280503, 0.0669016466, -0.0390906371, 0.0730588734, 0.0547424145, 0.0689712986, 0.0139184399, 0.137735635, 0.0888917446, -0.0660737827, 0.013724409, -0.1514988542, -0.0110791298, 0.0852181017, 0.0903922468, 0.0586747602, -0.0491543412, -0.0126637109, -0.0150179444, -0.0064288704, -0.1514988542, -0.0513792224, -0.0377971008, 0.0239562728, 0.0559842065, 0.015819937, -0.0396080501, -0.0608479008, -0.0142806293, 0.074352406, 0.0421692505, -0.0265950859, -0.1283186972, -0.0067069805, 0.1273873597, 0.1272838712, 0.0998609215, 0.1081395522, -0.0330627635, 0.0303980801, 0.0871842802, 0.0393234715, -0.0440578125, 0.0422727317, -0.0492319539, 0.1091743782, -0.0858390033, -0.0032694105, 0.0081816111, 0.108967416, -0.05174141, -0.0471622981, -0.0568120703, -0.0043236418, -0.0907544345, 0.086718604, -0.0610548668, -0.101930581, -0.0735762864, -0.137735635, 0.0049283695, 0.0115577383, -0.002097144, -0.0597095899, -0.0020308504, 0.1349416077, 0.0882708505, -0.0148885911, 0.0493613072, 0.0529832058, 0.0299324058, 0.0224299021, 0.0820618793, 0.0077159381, -0.0033065996, -0.0440578125, -0.0174756628, -0.0000503519, 0.074352406, -0.0279144924, 0.0500856861, -0.0080781281, -0.120557487, -0.047653839, -0.0524657927, 0.0694887191, 0.0674190596, -0.0434886552, 0.0843385011, 0.0046987669, -0.0517672822, 0.020955272, 0.0101089785, -0.0453513488, -0.0160527732, -0.0008226076, -0.1224201769, 0.0551046021, 0.0119199278 ]
712.1517
Hans-Joachim Drescher
H.J. Drescher
Remnant Break-up and Muon Production in Cosmic Ray Air Showers
6 pages, 6 figures
Phys.Rev.D77:056003,2008
10.1103/PhysRevD.77.056003
null
hep-ph
null
We discuss the relation between remnant fragmentation in inelastic high-energy hadronic interactions and muon production in extensive cosmic ray air showers. Using a newly developed tool, a simple and flexible hadronic event generator, we analyze the forward region of hadronic interactions. We show that measurements of the Feynman-x distribution in the beam fragmentation region at LHCf will be key to understanding muon production in air showers quantitatively.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:50:07 GMT" } ]
2008-11-26T00:00:00
[ [ "Drescher", "H. J.", "" ] ]
[ -0.028763514, 0.0227039997, -0.0338003226, -0.0341838375, -0.0695949197, 0.0083605945, 0.0211315937, 0.0724073499, 0.0488084853, 0.0039885407, -0.0107192025, 0.0402689204, -0.0976681113, 0.0274851359, -0.0480670258, 0.0639189184, -0.0313969739, -0.0309623238, 0.0712823793, 0.0645836741, -0.061566703, 0.0276896749, 0.0504192449, -0.0252863243, -0.0196870267, -0.010361257, 0.0442574583, 0.0157368369, 0.1151563227, 0.0353343785, 0.0532828122, -0.0383513495, -0.0444619991, -0.0046564932, -0.0457148105, 0.1247697324, -0.0439762175, 0.034465082, -0.1243606508, 0.120269835, 0.0645325407, -0.0051582567, -0.1131109223, 0.0271527562, -0.0312179998, 0.1001737267, -0.0406268649, -0.108713299, 0.0517487563, -0.0775208622, -0.0262323245, 0.0432603247, -0.0302208643, -0.0138064865, -0.0654529706, -0.0120870676, 0.0301697291, 0.0219497569, -0.0256059188, -0.0684699491, -0.027612973, -0.074708432, -0.0499845929, 0.0498056225, -0.0990487561, -0.0132695679, 0.046635244, 0.0489363261, 0.1012987047, -0.0256954059, 0.0412916206, -0.0501380004, 0.0432091877, -0.0069991215, 0.0323174037, -0.0490641631, 0.0402177833, -0.0365871899, -0.0801798925, 0.020633027, 0.0640211925, -0.0055897096, -0.0368172973, -0.0836570784, 0.0164399464, -0.0168362428, 0.0423398912, -0.014164432, -0.0311924331, -0.0733789206, 0.0445131361, 0.0154300267, 0.0025967062, -0.0043784459, 0.055737298, -0.0771117806, 0.0709244311, -0.0593678914, 0.0188944321, -0.0288657844, -0.0170663521, -0.0394507572, -0.0295561086, -0.110451892, 0.1889954656, -0.0944977328, -0.0444619991, -0.0347718932, -0.0771117806, -0.0295049734, 0.0627428144, -0.050623782, -0.1220084354, 0.0586519986, -0.0187026765, 0.0337236226, -0.022422757, 0.0483227037, -0.1425647587, 0.1210879982, 0.0285334047, 0.0146374321, 0.0449222177, 0.0573224872, 0.0619246475, -0.0589588098, 0.0948045403, -0.0155578647, -0.0875433534, 0.0327009186, 0.155144006, -0.0599303767, 0.005318054, -0.0808446482, -0.0499590263, -0.0283799991, 0.0308600534, -0.0337747559, 0.0009212314, -0.059776973, 0.0345673524, 0.0478369184, 0.0054043448, 0.0371496752, 0.0251968373, 0.0211443789, -0.0221159458, -0.0297095142, 0.1031907052, -0.0452290252, -0.016337676, -0.107588321, 0.0819184855, -0.0104123922, -0.0029035169, -0.0796174034, 0.0047523715, 0.0179995671, 0.0011177821, -0.052285675, -0.0931170806, 0.1205766499, -0.1060542688, 0.0018136994, 0.0059636352, -0.0299907569, -0.0701062679, 0.0470698923, -0.0739925429, -0.1213948131, -0.0373030826, -0.100787349, -0.0428256765, -0.0207864325, 0.0803332999, 0.0634075701, -0.0446154065, -0.1168949157, -0.0757311359, 0.0562997833, 0.0568111353, 0.1012987047, 0.0596747026, 0.0089678243, -0.0214895401, -0.0082838917, -0.0068648919, 0.0848331898, -0.0111091081, -0.0453824326, -0.0215790272, 0.0771629214, -0.035104271, 0.11607676, 0.0847820565, -0.0548680015, 0.1149517819, 0.0901001096, 0.0741459429, 0.0532316752, 0.024506513, 0.0701574087, 0.0585497282, -0.0795151368, 0.0171174873, 0.0280731898, 0.0847309157, -0.0457148105, -0.0545100532, -0.0059252838, 0.0763447583, 0.021272216, 0.1204743758, -0.1274287552, -0.0765492991, -0.036331512, 0.0394507572, 0.1341785938, -0.0170280002, 0.0846797824, -0.0458170809, 0.009722068, 0.0715891868, 0.1089178398, 0.0842195675, 0.0247238372, 0.0983840004, -0.0962874591, 0.0536407568, 0.0312435683, -0.0693392456, 0.0649416223, -0.0867763236, -0.0463284329, -0.0288402159, -0.0176288374, 0.0029754257, -0.0137937022, -0.0466608107, -0.0651972964, 0.0192779452, -0.0455614068, 0.0634075701, 0.0244298112, 0.0983840004, 0.0479391888, -0.0792594627, 0.0609019473, 0.1526895165, -0.0451523252, 0.1182244346, -0.0516209193, 0.0481181629, 0.0001958516, 0.0257593244, 0.0327264853 ]
712.1518
Massimo Boninsegni
M. Boninsegni and N. V. Prokof'ev
Phase diagram of anisotropic boson t-J model
Replaced with published version
Phys. Rev. B 77, 092502 (2008)
10.1103/PhysRevB.77.092502
null
cond-mat.stat-mech cond-mat.other
null
We have studied by Quantum Monte Carlo simulations the low temperature phase diagram of a mixture of isotopic, hard core bosons, described by the t-Jz-Jperp model, with Jperp=a Jz. Coexistence of superfluid hole-rich and insulating, antiferromagnetically ordered hole-free phases is observed at sufficiently low hole density, for any a < 1. A two-component checkerboard supersolid phase is not observed. The experimental relevance and possible broader implications of these findings are discussed.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:51:18 GMT" }, { "version": "v2", "created": "Thu, 6 Mar 2008 07:24:18 GMT" } ]
2008-03-06T00:00:00
[ [ "Boninsegni", "M.", "" ], [ "Prokof'ev", "N. V.", "" ] ]
[ 0.008055035, -0.0604398735, -0.0563430712, -0.0418114737, -0.0370640047, -0.0083562704, 0.0058319177, 0.0401727557, 0.0266533103, -0.0499327816, 0.0143267559, 0.0630907416, -0.0547525473, 0.0202791672, -0.0523426645, -0.0153509565, -0.0444864444, 0.0834301636, 0.0140616689, 0.0135435443, -0.0692600459, -0.0190380774, 0.0032684042, 0.0463902541, 0.0462938584, 0.040919818, 0.0743208006, -0.0546079576, 0.078321211, 0.0326057225, 0.1062276587, -0.03200325, -0.0573552214, -0.014808733, -0.0371122025, 0.0669947565, 0.0188934859, 0.0311838891, -0.0762487054, -0.028557118, -0.1299409121, 0.0709469616, -0.064729467, 0.1148068383, 0.0474506021, 0.0619340017, -0.0039341347, 0.0238096472, -0.018628398, 0.0523426645, 0.0046721613, 0.0020529192, 0.0305814184, -0.0634763241, -0.0180861745, -0.0097841267, -0.0083622951, 0.0627051666, 0.0384858362, -0.0249904897, 0.0237373505, -0.1054564938, -0.0299789477, 0.0376182795, -0.0428236276, -0.0473783053, -0.0797671378, 0.0269183964, 0.0825626031, 0.056873247, -0.0474987999, -0.0073380945, 0.0049161618, 0.0086032832, -0.011344526, 0.0541741773, -0.0362928435, 0.0520534776, 0.0161703173, 0.0301235411, -0.0318104587, 0.0554755144, 0.0544633642, -0.0614520237, -0.0023767473, -0.0237975977, -0.015760636, 0.0800081268, -0.0944192261, -0.130230099, 0.0172306653, -0.0364856347, -0.0653560385, 0.0641028956, 0.0882981271, -0.2041653097, 0.0519570857, -0.0645848736, -0.0368712135, -0.0539813861, -0.0430887118, 0.0254001692, 0.0114469454, -0.0505593531, 0.189609617, -0.0421970561, 0.03014764, -0.0461251661, -0.0789959729, 0.0046631242, 0.1449785829, 0.0118807247, 0.0378110707, 0.0648258626, -0.1510514915, -0.0676213279, -0.0138568291, -0.0099889664, -0.0350879021, 0.0432574041, 0.0720555112, 0.0205442552, 0.055330921, -0.0228456929, -0.0476192944, -0.0663199872, -0.0082237264, -0.0808756873, -0.0775018483, 0.0239783395, -0.0213756654, -0.0556201078, -0.0614520237, -0.0703203976, -0.047209613, -0.0091937045, 0.0653078407, 0.0872859731, 0.1311940402, -0.0360036567, 0.0393051952, 0.0654042363, 0.0796707422, 0.0410403125, 0.0488483347, 0.0874305665, -0.0139050269, 0.0733568445, 0.0105613135, -0.0193031654, 0.0269424953, -0.1207833514, 0.1582811326, 0.0335214771, -0.0130254189, -0.1441110224, 0.0267979018, 0.0852616727, -0.0072657983, -0.0150617706, -0.0089466916, -0.0203755628, 0.0257134549, -0.0410644114, 0.0741280094, 0.0276172627, -0.0908044055, -0.0299307499, -0.0538849905, -0.0538849905, 0.0601988845, -0.021363616, -0.1335075349, 0.0174716543, 0.0493303128, 0.0756221414, -0.0342444405, -0.0828035921, -0.0508003384, 0.1050709113, 0.0584155731, 0.0071874768, -0.0177728888, 0.0095913354, -0.0892138779, 0.0447997302, -0.0125675416, 0.1328327656, 0.009181655, -0.0761523098, -0.0496917926, 0.0753329545, 0.0956241712, 0.1093123034, 0.0355216786, -0.1529793888, -0.0209780335, 0.1253139377, 0.0569214448, 0.1290733516, 0.0623677783, -0.0102600781, 0.024918193, -0.0429441221, -0.0887800977, 0.0814058557, 0.0816950426, -0.0102781523, 0.0121458117, -0.0303645302, 0.0743689984, 0.0704167932, 0.0822252184, -0.0325575247, 0.016531799, -0.0518606901, -0.1107582375, 0.0804901049, 0.0162185151, 0.0741280094, -0.0984196365, 0.0281715356, 0.0113204271, 0.1160599813, -0.0009308174, 0.0755739436, -0.0234120172, -0.0483422577, 0.0283643268, 0.0688262656, -0.016664343, -0.0137363346, 0.0096636321, 0.0421247594, -0.0198815372, 0.0153991543, -0.0992871895, -0.1033357978, 0.0296897627, -0.0634281263, -0.0813094601, -0.0008178541, -0.0630425438, 0.1101798639, 0.0877679512, 0.0416909829, -0.0339552574, -0.0394497886, 0.0912863761, -0.0777428374, -0.0113505507, 0.0548971407, -0.0030394653, 0.0527282469, -0.049836386, 0.0281715356 ]
712.1519
Stephane Le Roux
St\'ephane Le Roux (LIP)
Discrete Nondeterminism and Nash Equilibria for Strategy-Based Games
null
null
null
null
cs.GT
null
Several notions of game enjoy a Nash-like notion of equilibrium without guarantee of existence. There are different ways of weakening a definition of Nash-like equilibrium in order to guarantee the existence of a weakened equilibrium. Nash's approach to the problem for strategic games is probabilistic, \textit{i.e.} continuous, and static. CP and BR approaches for CP and BR games are discrete and dynamic. This paper proposes an approach that lies between those two different approaches: a discrete and static approach. multi strategic games are introduced as a formalism that is able to express both sequential and simultaneous decision-making, which promises a good modelling power. multi strategic games are a generalisation of strategic games and sequential graph games that still enjoys a Cartesian product structure, \textit{i.e.} where agent actually choose their strategies. A pre-fixed point result allows guaranteeing existence of discrete and non deterministic equilibria. On the one hand, these equilibria can be computed with polynomial (low) complexity. On the other hand, they are effective in terms of recommendation, as shown by a numerical example.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:53:54 GMT" } ]
2007-12-11T00:00:00
[ [ "Roux", "Stéphane Le", "", "LIP" ] ]
[ -0.0258200392, 0.011794013, 0.0677792579, -0.0109883752, 0.0521947816, -0.0021214036, 0.0623378977, 0.0856881961, -0.0863749683, 0.0596436299, 0.0908125788, -0.1422149241, -0.0531985275, 0.0169844348, 0.0025275243, 0.0650321618, 0.0511382073, -0.0472817086, 0.1007972062, 0.0401498303, 0.0433723852, 0.0203918889, 0.0116883554, 0.0049923146, 0.013986405, 0.0173806511, 0.0466741808, 0.0757035613, -0.0276030097, -0.1079290882, 0.0909182355, -0.0479420684, -0.0386970416, -0.0724810138, -0.0234163329, 0.0332556814, 0.0056922953, 0.1044952199, 0.0215541199, 0.0151090156, 0.032885883, 0.0029418997, -0.0805109739, 0.0845259577, 0.0408630185, 0.0482590422, -0.0645038709, -0.0244729072, 0.0462251343, 0.1029631868, -0.1484487206, 0.0586927123, 0.0136694331, -0.054941874, 0.0014164702, -0.047704339, -0.0585342273, -0.0146335568, 0.0888050869, -0.0044078967, 0.0274445228, -0.0797185451, 0.0027916681, 0.1672557443, -0.1002689227, 0.002615022, -0.0647151917, -0.0033942456, -0.0630774945, 0.0411007479, -0.0937181562, -0.0088884328, 0.0830995888, -0.0019497102, -0.0502401181, 0.0171825439, 0.0639227554, 0.1226683035, 0.0250540227, 0.0530664548, -0.0201937798, -0.0054314532, 0.0724281818, -0.0895446911, -0.0528287254, -0.1601766944, -0.0599077754, -0.0093374774, -0.0676735938, 0.0819373503, -0.0367952064, -0.0639755875, 0.0161655899, 0.0772355944, 0.1209777817, -0.0752281025, 0.0552588478, 0.003965456, 0.0679905713, -0.0022997004, -0.0457760915, -0.040308319, 0.0300859585, -0.0197315291, 0.1091441438, 0.0273916945, 0.0101827364, 0.062179409, -0.1040725857, 0.0123223001, -0.1385169178, -0.0440855697, -0.0482590422, 0.1035443023, -0.0406517051, -0.0416818634, -0.1153779328, 0.0139996121, 0.0094167199, 0.0638699308, 0.0393045731, -0.0377197117, 0.0082809031, -0.0219767503, 0.0212503541, 0.0101497192, 0.0521683656, -0.127951175, 0.0920804664, -0.0618624389, 0.0083535425, -0.0000129041, -0.1007972062, -0.01719575, -0.125626713, 0.0512966923, -0.025793625, -0.0616511218, 0.0521155372, -0.074382849, 0.0635529533, 0.0272596218, -0.0617567785, 0.0729564726, -0.1107290089, 0.098631233, 0.0137618827, 0.0523268543, -0.0296633299, 0.0844731331, 0.0399649292, -0.108404547, 0.0695226043, 0.0669868216, -0.013656226, -0.1714820415, -0.0874843672, 0.050213702, 0.0088950368, -0.0209730044, 0.0329915397, 0.0994764864, 0.0142637556, -0.0317500643, 0.1144270226, -0.0455119461, -0.096570909, 0.0171429217, 0.0283690263, 0.0959369689, -0.0131939743, -0.0286331698, -0.0873258859, 0.0427120253, -0.0054545659, -0.0631303266, -0.0680433959, -0.1211890951, -0.0226239022, -0.0900201499, -0.0100968899, -0.0265332274, -0.002240268, -0.0400177613, 0.0733262673, -0.0047314726, -0.0658774227, -0.0060554924, 0.0489722267, 0.0323575959, 0.008756361, 0.0742243603, 0.0415497944, 0.0336783119, -0.0178429019, -0.1077705994, 0.100427404, 0.1154835969, -0.0066167978, -0.0069601848, 0.1264719665, -0.0561569333, 0.0577946268, 0.0621265806, 0.0531721115, 0.031010462, 0.0246313941, 0.0489722267, -0.0782921687, 0.0806694627, -0.0130156772, -0.0902314633, 0.0205767881, -0.0064814244, -0.1150609627, -0.0111864824, 0.0064715189, 0.0810920969, 0.0082742991, 0.1481317431, -0.0571078509, -0.003453678, -0.0143694133, 0.0161391757, -0.0339160413, -0.0219371282, 0.0065507619, -0.0524589233, 0.0462779626, -0.0325689092, 0.0640284121, 0.0158882383, -0.0348933749, -0.0603304058, 0.0676735938, 0.0135043431, -0.0094497381, 0.0209862106, -0.0446402729, -0.0513231084, -0.0634472966, 0.0062469966, -0.0022815405, -0.1215060651, 0.0081818486, 0.0217390209, -0.0641340762, 0.0529607981, -0.0313010216, -0.0404139757, 0.0299010593, 0.0776582286, -0.0028428459, -0.0517193228, -0.0460138209, -0.0086705144 ]
712.152
Miguel Sabido
W. Guzm\'an, M. Sabido and J. Socorro
Noncommutivity and Scalar Field Cosmology
4 Pages, 2 figures, Revtex 4
Phys.Rev.D76:087302,2007
10.1103/PhysRevD.76.087302
null
gr-qc
null
In this work we extend and apply a previous proposal to study noncommutative cosmology to the FRW cosmological background coupled to a scalar field, this is done in classical and quantum scenarios. In both cases noncommutativity is introduced in the gravitational field as well as in the scalar field through a deformation of minisuperspace and are able to find exact solutions. Finally, the effects of noncommutativity on the classical evolution are analyzed.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:54:43 GMT" } ]
2008-11-26T00:00:00
[ [ "Guzmán", "W.", "" ], [ "Sabido", "M.", "" ], [ "Socorro", "J.", "" ] ]
[ 0.0801315382, 0.0796508417, -0.0173169691, -0.0063631749, 0.0250441097, -0.103156738, 0.0072043878, 0.0158388373, -0.1539179236, 0.0313171558, -0.0589329712, 0.0447765626, -0.126422286, 0.0627785176, 0.0186148398, 0.0761417821, -0.0589810424, -0.0347300768, 0.1408430785, 0.0292742085, -0.0737863854, -0.029971214, 0.0206217337, -0.0129426615, -0.0298510399, -0.1210385188, 0.0060837721, 0.057731241, 0.0570582673, -0.0394649021, 0.0158869065, -0.0402580462, -0.0748439133, -0.0022247077, -0.0722962394, 0.1791062504, -0.0072284224, 0.057875447, -0.0109598022, 0.0260776002, -0.0513860919, 0.0202131439, -0.1347863376, 0.0217273273, 0.0264381189, 0.047564581, -0.051722575, 0.003178583, 0.0410031192, -0.0588368326, -0.057202477, -0.0103589362, -0.0025371581, -0.0781606957, -0.0416760892, -0.047708787, -0.0385515839, 0.0046957708, 0.0046657273, -0.0864766836, -0.0209101494, -0.0656146035, -0.0372296795, 0.0930621848, -0.1042142585, 0.0540779717, 0.0709983706, 0.0149495546, -0.0840732232, 0.0470358171, -0.0580196567, 0.0102688055, 0.0803238153, 0.0661914349, 0.029298244, -0.0363403969, 0.031245051, 0.0402820818, -0.0212826859, 0.0198886767, -0.0780164897, 0.0223882813, 0.0457619801, -0.014589035, 0.0053206715, 0.0329515114, -0.0534530692, -0.0273754708, -0.0697966367, 0.0225565229, 0.0398254208, 0.0474684425, -0.014649122, -0.0581638627, 0.0564814359, -0.0620574765, 0.0311008431, 0.0070181191, 0.05431832, 0.0082799383, -0.009097117, -0.0459302254, 0.1292103082, -0.044295866, 0.1616090089, 0.0572986156, 0.0015892915, -0.070181191, -0.0772473812, -0.0174251236, 0.0293222778, -0.033191856, -0.0261977725, 0.0835925266, -0.0423250273, -0.0167761892, -0.1571866423, -0.075949505, -0.0716232732, 0.0107795428, 0.0542702489, -0.0636918321, 0.0134353722, 0.0076730633, 0.0699889138, -0.1003687158, -0.0750842616, -0.0951772332, -0.0876303464, 0.0063391402, 0.0091992635, -0.0445842817, -0.0468675755, -0.0315094329, -0.153437227, -0.0572986156, 0.0346099027, -0.1032528728, 0.0652781203, 0.0114164604, 0.0761898533, -0.0269909166, 0.0440555215, 0.0075108293, -0.0001855175, 0.0980613902, -0.0660472289, 0.0263179466, 0.0828714892, -0.0055069402, -0.0445842817, 0.0039056314, 0.0086945361, -0.0329034403, -0.0282407179, -0.0958982706, -0.0123898638, 0.0049120826, 0.0359798782, -0.1087327749, 0.0860921293, 0.1228651553, -0.006621547, -0.0945523307, 0.0672489628, -0.0846019834, -0.0156465601, -0.0749400482, -0.0347060412, 0.0177616086, 0.0059936419, -0.068691045, -0.1378627717, -0.0509534664, 0.0473242328, 0.0672008917, 0.0308604967, -0.1945845634, -0.0882071778, 0.0822465867, 0.04482463, 0.0712867826, -0.0246595554, -0.0995996073, 0.0254046302, 0.0312210154, -0.0513860919, 0.0845058411, -0.0017935861, -0.0220878478, -0.0915239602, 0.0654223263, 0.0818139613, 0.0807564408, -0.0021511016, -0.0971961394, 0.0381670296, 0.0232054591, -0.0388640352, -0.0650858432, -0.0091091339, -0.0076009594, 0.063211143, 0.0546067357, -0.0805641636, -0.0698447078, 0.0384794809, 0.0289377235, -0.0780645534, 0.008159765, 0.0166079458, 0.0275917836, 0.0493671782, 0.05499129, -0.070325397, -0.0818139613, -0.0846500546, -0.0520109907, 0.0117409285, 0.0140602728, -0.0398254208, 0.1113285199, 0.0250681452, 0.0227608178, 0.1165200025, -0.0360279456, 0.0124379331, -0.0564814359, 0.0272552986, -0.0262458418, 0.0563852973, 0.0375661664, -0.0028225698, 0.0343695544, -0.0133392327, -0.0916681737, -0.0011927197, 0.0204775259, -0.0940716341, -0.0690275282, -0.0622497536, -0.0106954211, 0.0148293814, -0.012714332, -0.0683545545, 0.0160791837, -0.0063751922, 0.0430701002, 0.0833521783, -0.0305240117, -0.0076129767, 0.206313476, 0.0536934175, 0.0479491353, -0.0171607435, 0.0697485656 ]
712.1521
Stephane Le Roux
St\'ephane Le Roux (LIP)
Graphs and Path Equilibria
null
null
null
null
cs.GT
null
The quest for optimal/stable paths in graphs has gained attention in a few practical or theoretical areas. To take part in this quest this chapter adopts an equilibrium-oriented approach that is abstract and general: it works with (quasi-arbitrary) arc-labelled digraphs, and it assumes very little about the structure of the sought paths and the definition of equilibrium, \textit{i.e.} optimality/stability. In this setting, this chapter presents a sufficient condition for equilibrium existence for every graph; it also presents a necessary condition for equilibrium existence for every graph. The necessary condition does not imply the sufficient condition a priori. However, the chapter pinpoints their logical difference and thus identifies what work remains to be done. Moreover, the necessary and the sufficient conditions coincide when the definition of optimality relates to a total order, which provides a full-equivalence property. These results are applied to network routing.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:56:13 GMT" } ]
2007-12-11T00:00:00
[ [ "Roux", "Stéphane Le", "", "LIP" ] ]
[ -0.00812825, 0.0097965198, -0.0050169872, -0.0621521883, 0.0764238164, 0.009534711, -0.0045359894, 0.0454451367, -0.0859706998, 0.0678998083, 0.100631997, -0.117192924, -0.0934231207, -0.0646363273, 0.0879677534, 0.051485002, 0.1101788804, 0.0153066814, 0.0279100351, 0.1470025927, 0.1098866314, -0.0376761109, 0.0406473391, 0.0414997377, -0.0480997562, 0.0004612097, 0.1337538511, 0.0435698554, 0.013041731, -0.0984888151, 0.0591809638, -0.0629802346, -0.0065573971, 0.0140402578, 0.0004425634, 0.0720887482, -0.0507056676, 0.009175485, -0.0033182742, -0.0263270047, 0.0477100872, -0.0094677368, -0.0321720392, 0.0835839808, 0.0165487509, -0.0643440783, 0.0344369896, 0.0562584475, 0.0340229645, 0.0585477538, -0.1183619276, 0.0527027175, 0.1299545765, -0.0954201743, -0.0803204998, 0.0561610311, -0.034924075, -0.0247805063, 0.0992194414, -0.0232340079, 0.0866526216, 0.0429122895, -0.0429122895, 0.0406229831, -0.0524591766, 0.0873832479, -0.1201154366, -0.0078299092, -0.0296879001, 0.0759854391, -0.0081404271, -0.0520695075, 0.0123598101, -0.0083291726, -0.0394783318, -0.0858732834, -0.0124206962, 0.1106659696, 0.0050352528, -0.0664385483, 0.0045664324, -0.0388207659, 0.0482702367, -0.0193494968, -0.0108924638, -0.1388195455, -0.0676075518, -0.0154406307, -0.0721374527, -0.001162157, 0.0417919904, -0.0932769924, 0.0570864938, 0.0168775339, 0.1172903404, -0.0110385893, 0.1243043765, 0.1044312641, -0.0429609977, -0.0759854391, -0.1178748459, -0.1659015417, 0.0505595393, -0.0940076262, 0.1232327893, 0.0335358791, 0.0241960026, 0.0286650192, -0.0007755324, -0.0408178158, -0.0923515335, 0.0572326183, 0.0293956473, 0.060690932, 0.0639544055, -0.0723809972, -0.0729167908, -0.0418406986, 0.0437403359, 0.015891185, -0.0142350923, -0.0312222205, 0.0075315693, -0.03524068, 0.071650371, -0.0067339656, 0.0126764169, -0.0828533471, 0.0729167908, -0.0428148694, 0.082268849, 0.0239402838, -0.019751342, -0.0445683822, -0.0835352689, -0.0283240583, -0.0255720224, -0.0484163612, 0.0670717582, -0.0505108312, 0.0477587953, 0.0316362455, -0.0802717954, 0.0642953664, -0.0865552053, 0.0531410985, 0.013419223, 0.1318055093, 0.0171819627, 0.0678998083, 0.0759367272, -0.0383580327, 0.0074341521, 0.0793950409, -0.0216022693, -0.0929360315, -0.0384067409, -0.0290790424, 0.0671204701, 0.0613241419, 0.0557226539, 0.0585477538, -0.0290303342, 0.0060763992, 0.1525553763, 0.06984815, -0.140865311, 0.0207133368, 0.004222428, -0.0502672903, 0.0071358117, -0.0959559679, -0.0660488755, 0.0613241419, -0.0156354643, -0.0586451702, -0.1223560348, -0.0802717954, 0.082268849, 0.0086031584, 0.0722835809, 0.0766186491, 0.0369454846, -0.0142716235, 0.0134801082, -0.018338792, -0.0209325273, 0.0114404354, -0.0318797864, -0.002132524, -0.0615189783, 0.0150509616, -0.0485381335, 0.0320015587, -0.0849478245, -0.0261808801, 0.0884548426, 0.0792002082, 0.0241351184, 0.0914260671, 0.0281535778, 0.0168775339, 0.0133583369, 0.0134314001, 0.0361417904, 0.002292349, -0.0233192481, -0.0024765285, -0.0144055719, 0.022929579, -0.0220406465, -0.0594732165, 0.0098391399, 0.0528488457, -0.0375543423, 0.0773979872, -0.0986836478, 0.1819753796, 0.0283727665, 0.139111802, -0.0301019233, 0.0447388627, 0.0668769255, 0.0387233458, 0.0253771879, 0.0471986458, 0.0312952846, -0.1156342477, 0.0236115009, -0.0161469057, 0.0235627908, 0.006356474, -0.0904031843, -0.0299070887, 0.0020685939, -0.0386746377, -0.0710658655, 0.0176812261, -0.0861655399, -0.0540665612, -0.1190438494, 0.0077142264, -0.0265949033, -0.0293225851, -0.0396488123, 0.0383580327, -0.0637595728, -0.0145760523, -0.0674127191, 0.0004787143, 0.0074706837, 0.0522643402, 0.0410613604, -0.0344126336, -0.0571839102, 0.0546023548 ]
712.1522
Fr\'ed\'eric Paletou
F. Paletou (OMP, Toulouse), R. Rezaei (KIS, Freiburg), L. Leger (OMP, Toulouse)
Freeware solutions for spectropolarimetric data reduction
4 pages, 2 figures (to appear in the Procs. of Solar Polarization Workshop #5, eds. Berdyugina, Nagendra and Ramelli)
null
null
null
astro-ph
null
Most of the solar physicists use very expensive software for data reduction and visualization. We present hereafter a reliable freeware solution based on the Python language. This is made possible by the association of the latter with a small set of additional libraries developed in the scientific community. It provides then a very powerful and economical alternative to other interactive data languages. Although it can also be used for any kind of post-processing of data, we demonstrate the capabities of such a set of freeware tools using THeMIS observations of the second solar spectrum.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 15:56:53 GMT" } ]
2007-12-11T00:00:00
[ [ "Paletou", "F.", "", "OMP, Toulouse" ], [ "Rezaei", "R.", "", "KIS, Freiburg" ], [ "Leger", "L.", "", "OMP,\n Toulouse" ] ]
[ -0.0162176769, 0.0398426503, 0.0265701935, -0.1318650097, 0.0022025958, 0.0283398554, -0.0355954655, 0.0383763611, 0.024067387, -0.0333201848, 0.0395898409, -0.1157863811, -0.0623931848, -0.0155350938, 0.114775151, 0.0915673077, 0.0979380906, 0.0368089452, -0.0976347178, 0.1682694703, -0.0088799056, -0.0612302646, -0.0352415331, -0.038806133, -0.0326881632, -0.0731628388, -0.077865079, -0.0060926895, 0.0685617179, -0.0589549877, 0.0125203505, -0.043028038, -0.0448735431, -0.0038490123, -0.0608257726, 0.0463903956, -0.1295391768, 0.0285673831, -0.0816066489, -0.0164072849, 0.0360758007, -0.101932466, 0.0072050476, 0.0494746603, 0.0554156676, -0.0627471209, 0.0522808395, 0.0081025185, 0.0565785877, -0.0906066373, 0.0106874872, -0.0374662504, 0.023966264, -0.0314999633, -0.0974830315, -0.0261656996, -0.0530898273, 0.1209436804, -0.0006158262, -0.1142695323, 0.06658981, 0.0100807464, 0.0081341201, 0.1005167365, -0.1324717551, 0.1032470688, -0.0042029447, 0.0214508176, -0.0153960492, 0.0852470919, -0.1095167249, 0.0044020312, 0.0554662272, -0.0940448344, 0.0054606679, -0.0506881438, -0.0017949417, 0.0874718055, 0.0228033438, -0.0574381351, 0.0767021552, 0.0171404295, 0.0092085563, 0.022778064, 0.0169761032, -0.0875223726, 0.0162682403, 0.0530392639, -0.0874212459, -0.0689662099, 0.0097900163, -0.0078244293, -0.0162176769, 0.0314241201, 0.019643236, -0.0901010185, -0.0241937917, -0.0817583352, 0.0416881554, 0.0377443396, 0.0499297157, -0.0438117459, -0.0262415428, -0.0522808395, 0.0817077681, 0.0711909309, 0.0896965265, 0.0159016661, 0.0030953265, 0.1017807797, -0.051269602, -0.1230672747, -0.0154466117, -0.046845451, 0.07503362, -0.0314746834, -0.0961684287, -0.0487162359, 0.0181263834, -0.111741446, -0.0502836481, 0.0327134468, 0.0040322985, 0.0743257552, 0.0907077566, -0.0400954597, -0.0729605928, -0.1369211823, 0.0123497043, -0.0534943193, 0.1111347005, -0.1236740127, 0.0989493206, -0.0269241259, 0.0011376392, -0.023372164, 0.0159395877, -0.067196548, 0.1371234357, 0.0665392503, 0.061280828, 0.0640617236, 0.0503089316, 0.0446712971, -0.0056881956, -0.0727583393, -0.0622415021, 0.0315505266, -0.0138033545, 0.0315505266, 0.0633032992, -0.1030953825, 0.0033876365, 0.0213370547, 0.0158384647, -0.0536460057, 0.0888369754, -0.0296797398, -0.0063170572, -0.0063739391, -0.0480083711, 0.0165589694, -0.0479830913, -0.0038110912, -0.0013462063, 0.0312471539, -0.0362022035, -0.0545561165, -0.0979380906, 0.0276319906, -0.0265701935, -0.0501572452, 0.0577415042, -0.0574886985, 0.0587527417, 0.1140672863, 0.0139676807, 0.0437359028, -0.0907583237, -0.0777133927, -0.1137639135, -0.020325819, 0.0840841755, 0.0602190308, -0.0708875582, -0.0758426115, -0.0363538899, -0.0063107372, -0.0103967572, 0.0616347603, -0.0326376036, 0.0926796645, -0.042724669, 0.1287301928, -0.0573875755, -0.0518763438, 0.0711909309, 0.0353679359, -0.1022863984, 0.009037911, 0.0195294712, 0.0073567331, 0.0521291532, -0.0278089568, 0.0156994201, -0.0753875524, 0.0207935143, 0.0016132355, -0.0290477183, -0.0199466068, 0.033598274, 0.0914661884, 0.0180252604, 0.0359241143, -0.0219437946, 0.0046738009, -0.0858032703, 0.1202358156, 0.0037700096, 0.1270110905, -0.1024886444, 0.0181011017, 0.1011234745, 0.0613313876, -0.0449493863, -0.0077738673, 0.0636572316, 0.0260898564, -0.0124571482, -0.0740223825, 0.0181137435, -0.0510926358, -0.0582471229, 0.1191234589, 0.0504100546, -0.0224620532, -0.0011163084, -0.0272780582, -0.061280828, -0.0845392272, 0.0592583567, 0.0724549741, -0.0451263525, -0.0277583953, -0.0340786129, -0.0531909503, -0.033598274, -0.0117303235, 0.0852470919, -0.061280828, 0.0900504589, 0.0644662157, -0.0306656938, -0.1303481609, -0.0599156618, 0.0495252237 ]
712.1523
C. Q. Geng
Kazuharu Bamba, C. Q. Geng and S. H. Ho
Hypermagnetic Baryogenesis
8 pages, no figure, accepted in Phys. Lett. B
Phys.Lett.B664:154-156,2008
10.1016/j.physletb.2008.05.027
null
hep-ph astro-ph hep-th
null
We study a new scenario for baryogenesis due to the spontaneous breaking of the $CPT$ invariance through the interaction between a baryon current and a hypermagnetic helicity. The hypermagnetic helicity (Chern-Simons number) of $U(1)_Y$ provides a $CPT$ violation background for the generation of baryons via sphaleron processes, which protects these baryons from the sphaleron wash-out effect in thermal equilibrium. It is shown that if the present amplitude of the resultant magnetic fields are sufficiently large, for a wide range mass scale (from TeV to the Planck scale), the observational magnitude of the baryon asymmetry of the Universe can be realized.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:03:36 GMT" }, { "version": "v2", "created": "Thu, 13 Dec 2007 08:04:16 GMT" }, { "version": "v3", "created": "Sun, 25 May 2008 10:55:06 GMT" } ]
2008-11-26T00:00:00
[ [ "Bamba", "Kazuharu", "" ], [ "Geng", "C. Q.", "" ], [ "Ho", "S. H.", "" ] ]
[ -0.0027998774, 0.0175912436, -0.0306852907, 0.0677809492, -0.1119081378, 0.031455528, 0.0171191618, 0.1055474579, -0.0721042231, -0.0837323293, -0.0363254212, -0.0024349461, -0.0819433928, 0.0385615975, -0.0119138435, 0.140233025, -0.0410959274, 0.0564013049, 0.0769741163, -0.0476305261, -0.1096222699, -0.0370956585, 0.0607245751, 0.1562341005, -0.0867635906, -0.0141127491, -0.0234425683, 0.0304616727, 0.0636564493, 0.0370211191, 0.0646006092, -0.062662594, -0.0904408544, -0.1103179678, -0.0749367103, 0.1201571375, -0.084328644, -0.0091558946, -0.0302629024, -0.0388845988, -0.0507860184, -0.0483510718, -0.0312816054, 0.0948138237, 0.0190696046, 0.0914844051, -0.0389342904, 0.0072551458, -0.0059538158, -0.0568485372, -0.0616190434, -0.020398885, 0.0084167141, -0.0266104825, -0.0797072127, 0.0095223784, 0.0320766866, 0.0181130171, -0.1093241125, -0.1014229581, -0.0738931596, -0.1521592885, -0.0661410913, 0.0401517637, -0.0616687387, 0.0142742507, 0.0101994425, 0.0519786477, 0.0251072757, 0.0624141283, -0.0671846345, -0.0068079107, 0.0593828708, 0.0274552591, -0.0075967833, -0.0728993043, 0.0189453717, 0.0465372875, -0.031554915, 0.05242588, 0.0122306347, -0.0381640531, 0.0234425683, -0.0549105182, -0.053220965, 0.012298963, 0.0068389685, 0.0656441599, -0.0613208897, 0.0668367893, 0.0768250376, -0.0415680073, -0.0603270344, -0.0149823725, 0.1408293396, 0.0031539386, 0.0400772244, -0.0774213523, 0.0971990749, 0.0171812773, -0.0450465046, -0.040226303, 0.0748870149, -0.0426860973, 0.0688741878, -0.0512332544, -0.0515314117, 0.0039133062, -0.0734459236, 0.0053575025, 0.0727005377, -0.0444004983, -0.1191632822, -0.0170694701, -0.0671846345, -0.1091253385, 0.0308095217, -0.0462391302, -0.0232810657, 0.1228405461, 0.029741127, -0.0005687494, 0.0503139384, -0.0389591381, -0.0636564493, -0.0930745751, -0.0491213128, -0.0952113643, -0.024722157, -0.0052798577, 0.1098210365, 0.0267347153, -0.0371205062, -0.0588859431, -0.0248836596, 0.0040965485, -0.0479038395, -0.0980438516, 0.0886519179, -0.0291696601, 0.0508108661, 0.0199516509, 0.0785642788, -0.010367156, -0.0286478866, 0.0393815264, 0.0461894386, -0.0244115777, 0.0490219258, 0.0166222341, -0.0757317916, -0.0566000752, 0.0179266706, -0.0346110202, 0.0002016828, -0.0887513012, 0.0389591381, 0.1146909297, 0.0053388677, -0.0489225388, 0.0247718506, 0.0398536064, -0.0494691618, -0.0130319307, 0.1173743457, 0.0192062594, -0.1391397864, 0.0686754212, -0.0999818668, -0.155140847, -0.0350085609, -0.0439284146, -0.134369269, 0.0251942389, 0.1298969239, 0.0612711944, -0.0398784541, -0.158718735, -0.0305610579, 0.0287721194, 0.0693214238, 0.0918322578, -0.0229456406, -0.0502890907, -0.0974475369, 0.0485001504, 0.0939690471, 0.0506120957, 0.0237904172, 0.0180757474, -0.0430339463, 0.0155786863, 0.0419903994, 0.08318571, -0.0031958667, -0.0753839463, 0.0684766471, 0.0431333333, 0.04079777, 0.0205231179, -0.0106404666, 0.0135288592, 0.0991867855, -0.0364993438, -0.0551092923, -0.0098640164, 0.1429164261, -0.0317288376, -0.0346358679, -0.0086838128, 0.0375677422, -0.0188708324, 0.0634079874, 0.0177900139, -0.0607245751, 0.0119821709, -0.0574448518, 0.0695201978, -0.0349091776, -0.026660176, -0.0467857495, 0.0394063741, 0.0041182889, 0.1134983078, 0.0068265456, -0.0254923943, 0.0700171217, 0.0017718581, 0.0005536086, 0.1706449986, 0.0188087169, -0.0201007295, 0.1026652828, 0.0544135906, 0.0347600989, -0.0240637287, 0.0926273391, 0.052773729, 0.042164322, 0.0005792314, 0.0315300673, 0.0138270156, 0.0215542428, 0.0447483473, 0.0125039453, 0.1217473075, -0.0280267261, -0.0547614433, 0.0979444683, -0.0204734243, -0.0079073636, 0.0253184699, -0.0893476158, 0.0082365777, -0.0614699684, 0.0040592789 ]
712.1524
Andrei Pronko G
F. Colomo, A.G. Pronko
Emptiness formation probability in the domain-wall six-vertex model
22 pages, no figures
Nucl. Phys. B 798 (2008) 340-362
10.1016/j.nuclphysb.2007.12.016
DDF 441/12/07
math-ph cond-mat.stat-mech math.MP
null
The emptiness formation probability in the six-vertex model with domain wall boundary conditions is considered. This correlation function allows one to address the problem of limit shapes in the model. We apply the quantum inverse scattering method to calculate the emptiness formation probability for the inhomogeneous model. For the homogeneous model, the result is given both in terms of certain determinant and as a multiple integral representation.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:27:29 GMT" } ]
2009-11-23T00:00:00
[ [ "Colomo", "F.", "" ], [ "Pronko", "A. G.", "" ] ]
[ 0.0013929622, -0.0391238742, 0.08249522, 0.05521705, -0.0142408079, -0.0105242757, 0.0595589019, 0.0267826281, -0.0159633905, 0.0173556153, 0.0214968938, 0.0365989916, -0.0746610016, -0.0412004143, 0.0077988184, 0.1087351143, 0.0691864938, 0.087120235, 0.0380856059, -0.0032357427, -0.0954263881, -0.0853268579, -0.044527594, 0.04124761, -0.0555474088, -0.0035336553, 0.015290875, 0.0032386924, 0.0342156924, -0.0443860143, -0.0001213035, -0.0480671488, 0.0007882882, -0.0999570191, -0.0074094674, 0.1773552746, -0.0238094032, 0.1375234872, -0.1320489794, 0.0841470063, -0.0364102162, 0.0240807682, 0.0748969764, 0.1004289612, -0.0000684406, 0.029213123, -0.0512999445, -0.0411768183, 0.0195737369, 0.0542731695, -0.0281984508, 0.0147127481, 0.0409644432, -0.0940105692, -0.0260511208, -0.0334133953, -0.0235380381, 0.0745194182, 0.0018066476, 0.018476475, -0.0027092339, -0.1262913048, 0.0224407762, -0.008595218, 0.0042445157, -0.0567744523, -0.0351831727, 0.0033802746, 0.0479255691, 0.0508280024, -0.137806654, 0.0253196135, 0.0706023127, 0.0738587007, -0.0178983472, 0.0074802586, 0.0606443658, -0.0315020345, -0.1077912301, 0.0694696531, -0.0277973004, 0.0523382127, 0.0224289764, -0.0505920313, -0.0125536202, 0.0003180068, 0.0442916267, 0.0104829809, -0.045849029, -0.0475480147, 0.0327998698, -0.0411060266, -0.0886304453, 0.04124761, 0.0270421971, -0.0326582901, 0.0697056279, 0.07348115, 0.0533764809, -0.003560202, -0.0790500492, 0.021178335, 0.0919340253, -0.0424038619, 0.1100565493, 0.0120049892, -0.037023738, -0.1043932587, -0.0377080552, 0.0528101511, 0.0422858782, -0.0925947428, -0.0610691123, 0.0259803291, -0.0620129928, -0.096228689, -0.0881585032, -0.0252724197, -0.0204232298, 0.0837694556, 0.0157982111, 0.0801355168, 0.0317616016, 0.0305109601, 0.0588509925, 0.0286467951, 0.0331302285, -0.0891495794, -0.0636175945, -0.049034629, 0.1322377622, 0.0418375321, 0.0470996723, -0.0138160614, -0.1152478904, -0.0317144096, 0.1035437658, 0.0447635651, 0.0911317319, 0.0853268579, 0.0150431069, 0.0738115087, 0.0914148912, 0.0243285373, 0.0005939815, 0.0445983857, -0.0711686388, 0.0066661611, 0.0270657931, 0.0200456772, 0.009639387, -0.0518190786, 0.1126994118, -0.0172848236, 0.0136508821, -0.1321433634, 0.061399471, -0.0166830998, 0.0267826281, 0.0129783666, -0.0613050833, 0.0060054441, -0.0019128342, -0.0191725865, 0.0866954848, -0.0082471622, -0.1643297225, -0.0273961518, -0.0395958163, -0.214449808, 0.0555474088, -0.0356787108, -0.0299446303, -0.0854684412, -0.0261927024, 0.0009623163, -0.053329289, -0.0285524055, -0.0408936515, 0.0104180891, 0.0800883174, 0.0429701917, 0.0681954175, -0.0272309724, 0.0319503769, 0.0285524055, 0.0593229346, 0.1064697951, -0.07348115, -0.0167538915, -0.0464861505, 0.0891023874, 0.1326153129, 0.111849919, -0.0001068319, -0.1093014404, 0.0550282747, 0.1355413347, 0.0325639024, -0.0401385464, -0.0098694582, -0.0281984508, -0.0250600465, -0.0689977184, -0.020623805, 0.1009952873, 0.0671099499, 0.0108428355, -0.0717821643, -0.0384867564, 0.0018051728, -0.0367877707, 0.1357301176, -0.0771622881, -0.0881585032, 0.0075628483, -0.0651278049, 0.0679122508, 0.0397373997, 0.1429036111, -0.0019216831, 0.1261969209, 0.0307233334, -0.0032947352, 0.0683370009, 0.0605499782, 0.022818327, -0.053895615, -0.0499785095, 0.0989187509, 0.0071616988, -0.0105065778, -0.0921700001, -0.0758408532, -0.0397845916, -0.11307697, -0.0082884571, 0.1021279469, -0.0681010261, 0.0684313849, 0.0128485831, -0.0593229346, -0.0328234695, 0.0432533547, 0.0584734417, 0.0233256649, -0.0432061628, -0.0260511208, 0.0744250342, 0.033507783, 0.0534236766, 0.0568688437, -0.0033183324, 0.0277737044, -0.0000724963, 0.0232430752 ]
712.1525
Sebastien Galtier
S. Galtier
On the von Karman-Howarth equations for Hall MHD flows
11 pages
Phys.Rev.E77:015302,2008
10.1103/PhysRevE.77.015302
null
astro-ph
null
The von Karman-Howarth equations are derived for three-dimensional (3D) Hall magnetohydrodynamics (MHD) in the case of an homogeneous and isotropic turbulence. From these equations, we derive exact scaling laws for the third-order correlation tensors. We show how these relations are compatible with previous heuristic and numerical results. These multi-scale laws provide a relevant tool to investigate the non-linear nature of the high frequency magnetic field fluctuations in the solar wind or, more generally, in any plasma where the Hall effect is important.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:09:01 GMT" } ]
2008-11-26T00:00:00
[ [ "Galtier", "S.", "" ] ]
[ 0.0005327125, 0.00496156, 0.0569894426, -0.0151169738, 0.067043595, 0.0077490867, -0.0699025989, -0.0955383182, -0.0482933111, -0.0074691428, -0.0311154723, 0.0027473222, -0.0787655041, 0.0410028547, -0.0310678221, 0.1740179211, 0.0769071579, 0.0109059019, 0.0880572647, 0.0635651425, 0.0156292114, -0.0527962372, 0.0812909603, 0.0853888616, -0.0704267472, 0.0373576283, 0.0337362252, 0.0544163398, 0.0565605909, -0.0339982994, 0.1043535769, -0.0334503241, -0.0222644787, -0.0888196677, -0.0150812361, 0.168585822, -0.0824345574, 0.1063548774, -0.0950141698, 0.0277561452, 0.0185596887, -0.0451484062, -0.0709032491, 0.1214122847, 0.0677583516, -0.1029240713, -0.0025686347, -0.0299242213, 0.1465715021, -0.0778601542, -0.0515096858, -0.0610873438, 0.0533680394, -0.0533203892, -0.0673294961, -0.0083804494, -0.0039400621, 0.0281135198, -0.0381438509, -0.1043535769, -0.0313298963, -0.10702198, -0.0227886289, -0.0329023488, -0.0279943943, 0.1120728776, -0.066614747, 0.0277799703, 0.0837687626, 0.0810527056, -0.0322114229, 0.0024420642, 0.0920598656, -0.1291316003, -0.0728569031, -0.1185532883, -0.0481503606, 0.0504613854, 0.0028485786, 0.0914880633, 0.0505566858, -0.0321875997, -0.028899746, 0.0343080238, -0.0608014427, 0.039406579, 0.0861512646, -0.000877803, -0.0378341265, -0.026493419, -0.0380723774, 0.0863418654, -0.0655187964, 0.0010147968, 0.03414125, -0.0447910316, 0.1198874861, -0.0842452571, 0.1002556756, -0.0018211247, -0.050604336, 0.0356184021, 0.0412887558, -0.0197747648, 0.1079749763, -0.0686637014, -0.0708079487, 0.0165583864, 0.0461967066, -0.042742081, 0.036071077, -0.0699978992, 0.0192029644, 0.0043301969, -0.0052653286, 0.0066888737, -0.0853412151, -0.0115491766, -0.1249383911, 0.0200725775, -0.0205967277, -0.035118077, 0.1508600116, 0.023157917, 0.0783366561, 0.0069985986, -0.0368334763, 0.0058818012, -0.1026381776, 0.0355945751, 0.0377626531, -0.0584189408, -0.0720945001, -0.1343730986, 0.0136398226, -0.0774789527, 0.0638986975, 0.0344271511, 0.1170284823, 0.0383106284, 0.0203227401, 0.0609920435, 0.0823869109, -0.0521291383, 0.0921075195, 0.0867707133, 0.0243849047, -0.0042944592, -0.0306389723, 0.0146762105, -0.0715226978, 0.0540827885, 0.0519861877, -0.0160461497, 0.0109714204, 0.0476976857, 0.1020663753, 0.0473641343, 0.0936323181, 0.0005677055, 0.0091249812, 0.0370002501, -0.0604202449, -0.0180474501, -0.0436474308, 0.0084042745, -0.0253736433, -0.0993026718, -0.008785475, -0.0778601542, 0.0179640632, -0.0231340919, -0.0573229901, 0.0040919469, 0.1244618893, 0.0687590018, -0.0614208952, -0.0957289189, -0.0163201373, 0.0879619643, 0.020513339, 0.067805998, 0.0709985495, -0.0665194467, 0.0015352245, 0.1561968178, 0.0174637381, 0.0246588923, -0.0029543021, -0.0280658696, -0.0293524209, -0.0158912856, 0.0083208876, 0.0371670276, -0.087437816, -0.0588954426, 0.0039281496, -0.0061111171, 0.0056852447, 0.0908686146, 0.0563223399, 0.0010646804, 0.0253736433, -0.0658046976, -0.0498895869, 0.042718254, 0.0036720308, 0.0058549978, 0.0082732374, 0.0072547179, 0.0588954426, 0.0072070677, 0.0138780726, 0.1140741855, -0.0571323894, 0.00346654, -0.1135023832, 0.025302168, 0.0259454437, 0.0216569398, -0.0958718657, 0.0609920435, -0.0403357558, 0.0223478656, -0.050366085, -0.0190242771, 0.1539096087, -0.1391381025, 0.0471258834, 0.0398592539, 0.0438618548, 0.029376246, -0.031973172, 0.025302168, 0.0207396783, -0.0640892982, 0.0344033241, 0.0390015543, -0.0427659042, -0.0889149606, 0.0261598695, 0.0899156183, -0.0427659042, 0.0363093279, 0.0432900563, 0.0078146057, 0.0200844891, -0.0570847429, 0.0712368041, -0.0417176038, -0.0360234268, 0.040574003, -0.0456010811, 0.0944900215, -0.0679965988, 0.0685207471 ]
712.1526
Christian Lisdat
O. Bucicov, M. Nowak, S. Jung, G. Meijer, E. Tiemann, Ch. Lisdat
Cold SO_2 molecules by Stark deceleration
7 pages, 5 figures
null
10.1140/epjd/e2008-00001-y
null
physics.atom-ph
null
We produce SO_2 molecules with a centre of mass velocity near zero using a Stark decelerator. Since the initial kinetic energy of the supersonic SO_2 molecular beam is high, and the removed kinetic energy per stage is small, 326 deceleration stages are necessary to bring SO_2 to a complete standstill, significantly more than in other experiments. We show that in such a decelerator possible loss due to coupling between the motional degrees of freedom must be considered. Experimental results are compared with 3D Monte-Carlo simulations and the quantum state selectivity of the Stark decelerator is demonstrated.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:09:17 GMT" } ]
2009-11-13T00:00:00
[ [ "Bucicov", "O.", "" ], [ "Nowak", "M.", "" ], [ "Jung", "S.", "" ], [ "Meijer", "G.", "" ], [ "Tiemann", "E.", "" ], [ "Lisdat", "Ch.", "" ] ]
[ 0.0617664158, 0.0726629943, -0.129038468, -0.0520455167, -0.036847651, 0.0588415451, -0.0574651323, -0.0013790986, 0.0700822249, -0.0425826944, 0.0649206862, -0.0010806972, -0.1195183024, -0.0237287413, 0.0599312037, 0.0042331787, -0.0037277781, -0.0451634638, 0.034496285, -0.0112621915, -0.0482317135, -0.021248335, 0.0976677835, 0.0669279546, -0.0178933349, -0.051213935, 0.1079335138, -0.0638310313, 0.0709998384, -0.0144881532, 0.005046838, -0.0747276098, -0.0451921411, -0.0285461769, -0.0915312916, 0.0994456485, -0.0195134841, -0.0131045738, -0.1257121414, -0.0428981222, -0.0030413652, -0.0894666761, -0.091473937, 0.04393043, 0.0585834682, -0.0090685375, 0.0657809451, -0.071343936, 0.0476008579, -0.1322501004, -0.0647486374, -0.0219365396, 0.024001155, -0.020072652, -0.0281590614, -0.0794303492, 0.0447906889, 0.0506404303, 0.0388262421, -0.0179793611, 0.0541961603, -0.1184859946, 0.016301861, 0.0949149653, -0.0523609444, 0.0532785505, 0.02924872, 0.1001912057, 0.0131905992, 0.064519234, -0.0146530354, 0.0467119254, 0.0219222028, -0.0465398766, -0.1166507825, -0.0150975017, 0.0709424838, 0.0545115843, 0.0939400047, -0.0102944029, -0.0223093182, -0.0874594077, 0.0838463306, -0.0258220322, -0.1100554764, -0.0676735118, 0.0159864333, 0.0331772268, -0.0735232532, 0.0262808353, -0.0460810736, 0.1611547172, -0.0594150499, -0.0157570317, 0.0675014555, 0.0261087846, 0.0965207741, 0.0333779529, 0.0285318401, -0.0127604716, -0.0292343833, -0.0581246614, 0.0064196642, -0.055945348, 0.0877461582, -0.0003322293, 0.0013611767, -0.1183712929, 0.003521675, -0.0160724595, 0.2186198533, -0.0197285488, -0.0243595969, 0.0268400032, -0.0743261576, -0.0837889835, 0.0103302468, -0.0228254721, -0.0818964168, 0.0318294913, -0.0173628442, -0.0025413411, -0.0290479939, -0.0051758764, 0.0812082142, 0.0560887232, 0.0556299202, -0.1467024088, 0.0207608566, -0.0602179542, 0.0226820968, -0.1520933509, 0.0261948109, -0.1197477058, 0.0480883382, 0.0998471007, -0.0473714583, -0.0614223145, 0.0567482524, 0.06899257, 0.0154272662, -0.016301861, 0.0929650515, 0.0712292343, 0.0637736842, -0.0350984633, -0.0878608599, 0.0634869263, -0.084935993, -0.0065307803, -0.055343166, -0.0972663313, 0.0586121418, 0.0407188088, 0.0627413765, -0.0357579961, 0.0145956846, 0.0649206862, 0.0591282956, -0.0873447061, 0.0465111993, -0.022366669, 0.0158573948, -0.0556299202, 0.0396004729, -0.0266679507, -0.0084376819, 0.0787421465, -0.0964060798, -0.0901548788, 0.0631428286, -0.0889505222, -0.0184238255, -0.0048461114, 0.0406327806, 0.0388549194, 0.0329478234, -0.1071306095, -0.061250262, 0.0618811175, 0.0476295352, 0.0137425978, 0.0507838093, 0.0096922228, 0.0133196376, -0.0348117128, -0.0441598333, 0.0339227803, -0.0105596483, 0.0252198521, -0.0967501774, 0.0577805601, -0.0141512193, 0.0246893615, -0.0405754298, -0.1181418896, 0.0821831673, 0.0262378231, 0.0164739117, 0.0130400546, 0.0558593199, -0.0504970551, 0.0259510707, -0.1130377054, 0.0264385492, 0.0505257323, 0.1141847074, -0.019972289, 0.0343529098, 0.0812655613, 0.0650927424, 0.0801759064, 0.0503823534, 0.0063874046, -0.0148537625, -0.0609061606, 0.0193414334, 0.0142157385, 0.1189447939, -0.0695087239, -0.1079335138, 0.0431848764, 0.0725483, 0.0794876963, 0.0188826304, 0.0871153101, 0.0707130805, -0.0279296599, 0.1394762546, -0.0160867963, 0.0127174584, -0.0341235064, -0.0160151087, -0.0143734524, -0.0550564155, -0.0403460301, -0.0096205352, -0.0294781215, 0.0111976722, -0.0588988923, -0.1305295825, -0.1020837724, 0.1024852246, 0.0851653889, 0.0338941067, 0.0602179542, -0.0092620952, -0.025836369, 0.0251194891, -0.0309979096, 0.0128034838, 0.0328904726, -0.0170330778, -0.0590709448, 0.0030431573, 0.009556016 ]
712.1527
Alvaro de Rujula
Shlomo Dado, Arnon Dar and A. De Rujula
'Jet breaks' and 'missing breaks' in the X-Ray afterglow of Gamma Ray Bursts
To be published in Ap. J
ApJ, 680, 517 (2008)
10.1086/587869
null
astro-ph
null
The X-ray afterglows (AGs) of Gamma-Ray Bursts (GRBs) and X-Ray Flashes (XRFs) have, after the fast decline phase of their prompt emission, a temporal behaviour varying between two extremes. A large fraction of these AGs has a 'canonical' light curve which, after an initial shallow-decay 'plateau' phase, 'breaks smoothly' into a fast power-law decline. Very energetic GRBs, contrariwise, appear not to have a 'break', their AG declines like a power-law from the start of the observations. Breaks and 'missing breaks' are intimately related to the geometry and deceleration of the jets responsible for GRBs. In the frame of the 'cannonball' (CB) model of GRBs and XRFs, we analyze the cited extreme behaviours (canonical and pure power-law) and intermediate cases spanning the observed range of X-ray AG shapes. We show that the entire panoply of X-ray light-curve shapes --measured with Swift and other satellites-- are as anticipated, on very limpid grounds, by the CB model. We test the expected correlations between the AG's shape and the peak- and isotropic energies of the prompt radiation, strengthening a simple conclusion of the analysis of AG shapes: in energetic GRBs the break is not truly 'missing', it is hidden under the tail of the prompt emission, or it occurs too early to be recorded. We also verify that the spectral index of the unabsorbed AGs and the temporal index of their late power-law decline differ by half a unit, as predicted.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:09:48 GMT" }, { "version": "v2", "created": "Thu, 24 Apr 2008 16:22:31 GMT" } ]
2009-11-13T00:00:00
[ [ "Dado", "Shlomo", "" ], [ "Dar", "Arnon", "" ], [ "De Rujula", "A.", "" ] ]
[ -0.0084442236, 0.1092462987, -0.0198568031, 0.0033258451, -0.0494454727, 0.078505531, 0.0112363752, -0.0612104572, 0.0666321144, 0.0273793451, -0.0339124389, 0.0178643446, -0.0131000681, -0.0148688825, -0.0466804281, 0.1287100315, -0.0768248141, -0.0195315033, -0.0143267168, 0.0686381236, -0.0720537603, 0.0292227082, -0.0657104328, 0.0492286049, -0.1141800061, -0.0805115402, 0.0049879206, -0.0230555777, 0.0858789757, 0.0470870547, 0.0275555495, -0.0502858274, 0.0300359558, -0.1316377223, 0.0000210989, 0.0836018845, 0.0120089604, 0.0184200648, 0.0538912266, 0.005367436, 0.0815958753, -0.0423159972, -0.1246980131, 0.0200601146, 0.0175797082, 0.0410148017, 0.0162514038, -0.0786681771, 0.0004722768, 0.0842524841, -0.0863127112, 0.1300112307, -0.0685296878, 0.0436985195, -0.0602887757, -0.0108636366, -0.0472225957, 0.0374094024, -0.0246685203, -0.1330473572, -0.0179998875, -0.0823549032, -0.0455418825, 0.0165089332, -0.0033173738, -0.0192333125, 0.0182574149, 0.0428581648, 0.0217543803, -0.0007010027, 0.0329094306, 0.0115887821, -0.0557888038, -0.0748730227, -0.0104570128, -0.0000207945, 0.1232883781, -0.0024939603, 0.0556261577, -0.0084713325, 0.1014391184, 0.0183658488, -0.0985656455, -0.0550297759, -0.0206564963, 0.0244516525, -0.0121851647, -0.0099419551, -0.0419635922, -0.0276910905, 0.0263085701, 0.0208462551, -0.0327196717, -0.0365148298, 0.0344003849, 0.0009902987, 0.0853910297, 0.0012698527, 0.0979150459, 0.00843067, 0.0117853172, 0.0525629222, -0.0083900075, -0.1124450788, 0.1455171555, -0.0647345334, -0.0934692919, 0.0257664043, -0.0270540472, -0.0701019689, 0.0853368118, -0.0698851049, -0.1077282354, 0.0922765285, -0.0944994017, -0.0028683932, -0.1553845704, 0.0278944019, -0.0104231276, 0.0497978777, -0.0026311958, 0.0974813178, 0.0202363189, 0.0178236831, 0.0856078938, -0.0823549032, 0.0602887757, -0.0483882502, -0.1682880968, 0.0270947088, 0.1764205694, -0.1039872989, -0.0259426087, -0.1046921089, -0.0507737771, -0.0607767254, 0.00741411, -0.1190594882, -0.0760115683, 0.0401473381, -0.0178778991, 0.0876681209, 0.0250209272, -0.021063121, 0.0573068671, 0.154625535, -0.0364877209, 0.0601261258, -0.0110330628, -0.0319335349, -0.0070074862, 0.0215781778, -0.0027870683, -0.0725417137, 0.0323672667, -0.0503671542, 0.0839814022, -0.0226082914, -0.0306052286, -0.053132195, 0.002161884, 0.0517496727, -0.0764453039, 0.059583962, -0.0761742219, -0.0253597796, -0.1040957272, -0.0024905717, -0.1091920808, -0.0480087325, -0.110710144, -0.0761742219, -0.0736802593, -0.0508279949, 0.0176203717, 0.0458942913, -0.033966653, -0.1048005447, -0.0351594165, -0.0230691321, 0.010077497, -0.006014646, 0.0438611694, -0.0238688253, 0.0231911186, -0.057577949, -0.0966680646, 0.0962885469, -0.0015883748, 0.005120073, -0.0113990251, 0.055355072, 0.0321503989, 0.0851199478, 0.006302671, -0.1283847392, 0.0411774516, -0.0462466963, 0.0253462251, 0.0114193559, 0.0594755299, 0.1135294065, 0.143456921, -0.0941741094, -0.0074344412, -0.0274064541, 0.0802404583, 0.0478731915, -0.0604514256, -0.0234486479, 0.0851741657, -0.0626743063, 0.008017269, 0.0051641241, -0.074764587, -0.0471683778, 0.0386021659, 0.1468183547, 0.0822464675, -0.033966653, -0.0063941614, -0.0228793733, 0.0338311121, 0.0649513975, 0.0410148017, 0.0744392872, 0.1409629732, -0.0278944019, 0.0535388179, 0.0169697721, 0.0136354566, 0.0881560743, -0.0111957127, -0.0845235661, 0.0357829072, -0.0500689633, 0.034102194, -0.0140420804, 0.0424515419, -0.0824091211, -0.0518581085, 0.0654935613, -0.013181393, -0.0043881503, -0.0227980502, 0.0542165264, -0.0817043036, -0.0388190337, 0.0549484491, 0.0193688534, 0.0345088206, -0.0514785908, -0.0241399091, -0.0280841608, 0.0075970907, -0.0443220101 ]
712.1528
Yin Lin
Ferruccio Feruglio, Yin Lin
Fermion Mass Hierarchies and Flavour Mixing from a Minimal Discrete Symmetry
18 pages
Nucl.Phys.B800:77-93,2008
10.1016/j.nuclphysb.2008.02.008
null
hep-ph
null
We construct a simple model of fermion masses based on a spontaneously broken S3 X Z3 flavour group. At the leading order, in the neutrino sector S3 is broken down to a \nu_\mu-\nu_\tau parity subgroup that enforces a maximal atmospheric mixing angle and a vanishing \theta_{13}. In the charged lepton sector the \nu_\mu-\nu_\tau parity is maximally broken and the resulting mass matrix is nearly diagonal. The charged lepton mass hierarchy is automatically reproduced by the S3 symmetry breaking parameter alone. A careful analysis shows that, after the inclusion of all relevant subleading effects, the model predicts \theta_{23}=\pi/4+O(\lambda_c^2) and \theta_{13}=O(\lambda_c^2), \lambda_c denoting the Cabibbo angle. A simple extension to the quark sector is also illustrated, where the mass spectrum and the mixing angles are naturally reproduced, with the exception of the mixing angle between the first two generations, that requires a small accidental enhancement.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:12:16 GMT" } ]
2008-11-26T00:00:00
[ [ "Feruglio", "Ferruccio", "" ], [ "Lin", "Yin", "" ] ]
[ -0.0557911694, -0.0476188138, 0.0120302569, -0.0374604389, 0.0380996168, 0.0230675023, 0.0297674648, 0.0272792336, -0.0676159784, 0.0651049167, -0.0604937002, -0.0012048804, -0.0409302637, 0.0930005014, 0.0177942794, 0.0232272986, 0.0205564443, 0.1040035039, 0.037277814, 0.0307947174, -0.052001752, -0.0648766384, 0.0558368266, 0.0657440946, -0.0486232378, -0.0407932997, 0.0554715805, -0.0756970197, 0.0461806618, 0.0009466408, 0.0748752207, -0.0313882418, -0.075240463, -0.0538279787, -0.0364331864, 0.0364331864, -0.0562933832, -0.0032843514, -0.0887545273, 0.0734142438, -0.0990727022, 0.0173377227, -0.1006249934, 0.0044285953, 0.0371865034, 0.0027764325, 0.0005906696, -0.0210586563, -0.0158082601, -0.0059865937, -0.0272792336, -0.0211842079, 0.0142559679, -0.021047242, -0.0860608444, 0.0535540432, -0.0471166037, 0.0431217365, 0.0034156113, -0.0053616823, -0.0111399721, -0.0634156615, 0.0138907228, 0.0761535764, 0.0172692388, -0.0279184133, -0.0101355482, -0.0043829395, 0.1208960861, 0.0664289296, -0.0478927493, -0.0937766507, 0.0528235547, -0.0071736397, -0.0198716093, -0.0140847592, -0.0308632012, 0.0016678569, -0.0789842233, 0.0574347712, 0.0097817173, 0.0086460337, -0.0069054128, -0.0020117008, -0.041158542, 0.0381224453, 0.036524497, 0.1243659183, -0.1283836067, -0.0055699861, 0.0149864582, -0.0840520039, -0.0341960602, 0.0226451885, 0.1723043174, -0.1240006685, 0.1062862873, -0.0884349421, 0.0254530087, 0.0063974941, -0.0018205179, 0.0233985055, 0.0438978821, -0.0636895895, 0.0426880084, -0.0534627326, -0.0091311242, -0.0308632012, -0.1209874004, 0.0035012155, 0.0364331864, 0.0001137824, -0.1527637094, -0.0669311434, -0.0304066446, -0.0172235835, -0.0728207156, -0.0136510311, -0.0474361926, 0.1259182096, 0.0351548307, -0.0344928242, 0.0401541181, 0.013434167, 0.0096504567, -0.1473763436, 0.0192438457, -0.041409649, -0.0420716554, -0.0213211756, 0.1771438122, -0.0609959103, -0.027187923, -0.0058895755, -0.0627308264, -0.0438978821, 0.0620459914, -0.0405878499, 0.1243659183, -0.0953289419, 0.0277357902, 0.0147581799, 0.0534627326, 0.0207504798, 0.0270509571, 0.0474361926, 0.0403139144, 0.018570425, -0.0297218096, 0.0017092323, -0.0360679403, -0.0819061846, 0.0293337367, 0.0959681198, 0.0064032013, -0.0682094991, 0.0558368266, 0.0424369015, 0.0495820045, -0.046979636, 0.0504951179, 0.0133656831, -0.0383278951, -0.0592153408, 0.0624112375, 0.0607219785, -0.0802169293, -0.017200755, -0.0747839063, -0.1636297554, -0.0531431437, 0.0276216511, 0.0189927388, -0.0806278288, 0.057936985, 0.0098216655, -0.0465230793, -0.1394322664, -0.0628677905, 0.031570863, 0.099803187, 0.1097561195, -0.0000966615, 0.011996015, -0.1028164625, 0.0277129635, -0.0052789315, 0.0362733938, -0.0057697291, 0.0714053959, -0.0635982826, 0.0593066551, 0.0592153408, 0.1300272197, 0.0123955011, -0.0331688114, 0.0822257772, 0.0950550064, 0.1350493282, 0.0698531047, -0.0662463084, 0.0430304222, 0.1003510579, -0.0938679576, -0.0629134476, 0.0169382356, 0.0987987667, -0.0798973367, 0.0140733458, 0.0396747366, 0.0047139432, 0.0826823339, 0.1228136271, -0.0213440042, -0.1355058849, 0.1492025703, -0.1145043001, 0.0112027479, 0.0047681592, 0.0880240425, -0.0857869163, -0.0104037747, 0.0291967709, 0.0348808952, 0.0196433309, -0.042779319, 0.0522756875, -0.0142673822, -0.034698274, 0.0805365145, 0.0761079192, -0.0571151823, -0.0666115507, -0.0543758459, 0.013217303, -0.038715966, -0.06464836, -0.070903182, -0.0256356318, 0.0285804197, -0.1003510579, 0.0424597301, 0.1249137819, 0.0567499399, 0.0051362575, -0.0256356318, -0.0352461413, 0.0136282034, 0.0882523209, -0.0070880353, 0.0403139144, 0.0935940221, -0.0210700706, 0.0447425097, -0.1264660805, 0.0612698458 ]
712.1529
W Saba
Walid S. Saba
Ontology and Formal Semantics - Integration Overdue
null
null
null
null
cs.AI cs.CL
null
In this note we suggest that difficulties encountered in natural language semantics are, for the most part, due to the use of mere symbol manipulation systems that are devoid of any content. In such systems, where there is hardly any link with our common-sense view of the world, and it is quite difficult to envision how one can formally account for the considerable amount of content that is often implicit, but almost never explicitly stated in our everyday discourse. The solution, in our opinion, is a compositional semantics grounded in an ontology that reflects our commonsense view of the world and the way we talk about it in ordinary language. In the compositional logic we envision there are ontological (or first-intension) concepts, and logical (or second-intension) concepts, and where the ontological concepts include not only Davidsonian events, but other abstract objects as well (e.g., states, processes, properties, activities, attributes, etc.) It will be demonstrated here that in such a framework, a number of challenges in the semantics of natural language (e.g., metonymy, intensionality, metaphor, etc.) can be properly and uniformly addressed.
[ { "version": "v1", "created": "Sat, 1 Dec 2007 14:27:12 GMT" }, { "version": "v2", "created": "Thu, 13 Dec 2007 20:25:26 GMT" } ]
2007-12-13T00:00:00
[ [ "Saba", "Walid S.", "" ] ]
[ 0.0754595473, 0.0397082828, 0.0218326543, -0.013354959, 0.041065637, -0.0294016153, 0.0358432829, 0.052039478, -0.0099960892, 0.032162331, 0.0469091497, -0.1388639659, -0.0067695035, -0.0218441579, 0.0033416154, 0.0808889493, 0.1119009852, 0.0908275247, 0.1054593176, -0.0159316268, 0.1119009852, -0.0089895781, -0.0611958504, 0.1620539725, -0.0498769172, -0.072606802, -0.0323693827, 0.0897692516, 0.0118595716, -0.0266408995, 0.0847999603, -0.0306439362, -0.026203787, -0.0297236983, -0.0235350952, 0.1540478915, 0.0148503464, 0.0147353169, 0.0176340677, -0.0250304826, -0.043964386, 0.0349690579, -0.0378678069, -0.0394322127, 0.0375917368, 0.0897692516, 0.01363103, 0.0752754956, -0.0107322801, -0.0362803973, -0.0394092053, -0.049554836, 0.1143856272, -0.0086674951, -0.0464490317, -0.1016863361, -0.0338877775, 0.0277451854, -0.06303633, -0.0814871043, -0.0725607947, -0.1377596855, -0.0778521672, 0.0757356137, -0.1904893368, -0.0195780713, -0.0798306763, -0.0581130497, -0.0701681748, 0.0102376519, 0.0531897768, 0.0681896582, 0.0033042307, 0.1372995675, -0.0551222749, -0.042077899, -0.0254445896, 0.0915637165, -0.0735270455, -0.0149423704, -0.0603216216, -0.0193710178, -0.0283663478, -0.0948765725, -0.0865484178, -0.0046385764, -0.1189868152, 0.0719166249, -0.1214714646, -0.0415027477, 0.0762417465, 0.0075574573, -0.0735270455, -0.0647387654, 0.0584351346, -0.0693859681, 0.0074539306, 0.013262935, 0.022580348, 0.0800147206, -0.0641866252, -0.065751031, -0.0061943545, -0.012618768, -0.0183357485, -0.0366254859, 0.1083120555, 0.0034940299, -0.1198150292, -0.1181586012, -0.1677594483, -0.104539074, -0.1014102623, -0.0442404598, 0.0114684701, -0.0618400164, -0.1727287322, 0.0648307875, -0.0076034693, 0.0678675771, 0.031932272, 0.0206708536, -0.0013048692, 0.0436653085, -0.0219591875, -0.0591253117, -0.0588032305, 0.0763337687, 0.0611958504, -0.0494628102, 0.0871925801, -0.0278602149, 0.0119400928, -0.0295166448, -0.1052752659, -0.0657970384, -0.0272850674, -0.0354291759, 0.0259737279, 0.0031489406, 0.0334736705, -0.0579290055, 0.0389490873, 0.0288034603, -0.0555823967, 0.0245703645, -0.0134814912, 0.0323003642, -0.0020274001, -0.0120666251, -0.0225458387, -0.1071157455, 0.003042538, 0.0198656451, 0.0616559684, -0.1641705185, 0.0374536999, -0.0113419378, 0.0466790907, 0.0072698831, 0.0345549509, 0.0205213148, 0.1177905053, 0.0742172226, -0.040421471, 0.0234660786, -0.0331975967, 0.0166448113, -0.0279062279, -0.042077899, -0.1247843206, -0.037315663, -0.0321853347, 0.0434582569, 0.0119861048, -0.0477143563, 0.0448156074, -0.1161340773, 0.0110543631, 0.0271700379, -0.0045235464, 0.0160236508, -0.0109853456, 0.049554836, -0.0170359127, -0.0194515381, -0.0181977134, 0.0987415761, 0.0398003086, 0.0243403036, -0.0563645996, 0.1165021732, 0.1391400397, 0.0381438807, 0.0874686539, -0.0033531184, 0.0409045927, 0.0466100723, 0.0549842417, -0.0574228726, -0.0307819732, -0.0259047095, 0.0476683453, 0.0362113789, -0.005645087, 0.0863643661, 0.0230174623, -0.0240642335, -0.0736190677, -0.0831895471, -0.049738884, -0.0684197173, 0.1175144389, 0.0767478794, -0.0760577023, -0.049968943, -0.0263648294, -0.0092081353, -0.0056968504, 0.0245243516, 0.0089090578, 0.032576438, 0.1009501442, -0.0278602149, -0.0084834471, 0.0104447054, 0.0486345962, -0.0080118254, -0.033174593, -0.0795085952, 0.0563185848, 0.0349690579, -0.1226677746, -0.0128603308, -0.0231324919, 0.0143672209, 0.0440794155, -0.0316101871, -0.0558584668, 0.0236961376, 0.0018721098, 0.0311730746, 0.0091448687, 0.0759656727, -0.0377987884, 0.0691559091, -0.0466100723, 0.0335196815, -0.0491867401, -0.051441323, 0.0631743595, -0.0531437658, 0.0775760934, -0.0039167646, -0.0703982338, -0.0149883823 ]
712.153
Patrick Meessen
M. Huebscher, P. Meessen, T. Ortin, S. Vaula (Madrid, IFT)
Supersymmetric N=2 Einstein-Yang-Mills monopoles and covariant attractors
14 pages, Latex
Phys.Rev.D78:065031,2008
10.1103/PhysRevD.78.065031
IFT-UAM/CSIC-07-63
hep-th gr-qc
null
We present two generic classes of supersymmetric solutions of N=2, d=4 supergravity coupled to non-Abelian vector supermultiplets with a gauge group that includes an SU(2) factor. The first class consists of embeddings of the 't Hooft-Polyakov monopole and in the examples considered it has a fully regular, asymptotically flat space-time metric without event horizons. The other class of solutions consists of regular non-Abelian extreme black holes. There is a covariant attractor at the horizon of these non-Abelian black holes.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:40:04 GMT" } ]
2008-11-07T00:00:00
[ [ "Huebscher", "M.", "", "Madrid, IFT" ], [ "Meessen", "P.", "", "Madrid, IFT" ], [ "Ortin", "T.", "", "Madrid, IFT" ], [ "Vaula", "S.", "", "Madrid, IFT" ] ]
[ -0.0147197749, -0.0060302615, -0.0372900963, -0.0083775511, -0.0554384291, 0.0362966619, 0.0716725811, -0.0045703994, -0.0726417825, -0.0413607508, -0.0477817208, -0.1054493189, -0.1026386246, 0.0585883372, -0.0138596073, 0.00591214, -0.0369508751, 0.0081049623, 0.0750163347, 0.0812192336, -0.1463496983, -0.0705579966, 0.1047708765, 0.0185723584, 0.0506408699, -0.0109035373, 0.0018172561, 0.0622713119, 0.0967749506, 0.0269438513, 0.0981318355, -0.0526277386, -0.0433233865, -0.0657604411, 0.0122907087, 0.1885100454, 0.0391073525, 0.0740955919, -0.0318867862, -0.0060030026, 0.0497685894, 0.0235031787, -0.0180150662, 0.0688618943, 0.0522400551, -0.0132296244, 0.0041039702, 0.0446318127, 0.0267500114, 0.0001718821, -0.0591698587, -0.0137384562, 0.0786508471, -0.0081352498, -0.094448857, -0.0194325261, 0.0083472636, 0.0591698587, 0.0192750301, -0.0947880819, -0.0020020106, -0.0756463185, 0.0200382788, 0.0768578202, -0.00662087, 0.0134961559, -0.0851929709, -0.0360301323, -0.0592667796, 0.0377746969, 0.023430489, 0.0247873738, 0.1060308367, 0.0108247893, 0.1075815633, 0.0119878333, -0.036732804, 0.0602359846, -0.0685226694, 0.0339705758, -0.0080807321, 0.0685711354, 0.0053881644, 0.0134234652, -0.0557776503, -0.0097223204, -0.0189842694, 0.0300695319, -0.1280317605, 0.0383077599, 0.0031650544, -0.0005012598, -0.058685258, -0.0635312721, 0.1405344754, -0.0135446163, 0.1123306602, 0.0036435986, -0.0646943226, 0.0256838873, -0.0721087232, -0.02975454, 0.042644944, -0.0132902004, 0.1663152874, -0.0067359628, 0.0312083457, -0.0473698117, -0.0409246087, 0.0320079401, 0.040221937, -0.0223885961, 0.0070146089, 0.0949819237, 0.0153012965, -0.0652758405, -0.0776331797, 0.0668750256, 0.0023775769, 0.0268227011, 0.1095199734, -0.0525792763, 0.0755493939, -0.0340674967, 0.0328559913, 0.0295849293, -0.0567468517, -0.0594121628, -0.1293886453, 0.0145017039, 0.0912504867, 0.0139565272, -0.0621259287, -0.0326136909, -0.0057758456, 0.0516100749, 0.0086925421, 0.0121089835, 0.0959026664, 0.0570860729, 0.0779239461, -0.0087591745, 0.102929391, -0.0194931012, 0.0933342725, 0.0775362626, 0.0134719256, 0.032080628, 0.0721571818, 0.0015658691, -0.0397131033, -0.0487509258, 0.0912504867, 0.0632889718, -0.0688618943, -0.1140752286, -0.0005928798, 0.0626589954, 0.0559714884, -0.0945457816, 0.0104552805, 0.0431053154, -0.0354243815, -0.0242664274, 0.0834484026, -0.0038132092, -0.061641328, -0.073756367, -0.0615928695, -0.1507111043, 0.1107799336, -0.062707454, -0.1553632915, 0.0360543616, 0.1098107323, 0.0516585335, -0.0626105294, -0.0896513015, -0.1501295865, 0.0875190571, 0.0964357257, 0.0466913693, 0.0321290903, -0.0620774701, -0.0667296425, 0.0081170779, 0.0029590987, 0.0234062597, -0.0229822323, -0.0292699393, -0.104383193, 0.000517918, 0.1329746842, 0.1039955094, 0.0169610567, -0.1134937033, -0.0165612604, 0.0578614362, 0.0605267435, 0.0258777272, -0.0486782342, -0.0097041475, 0.0901359022, -0.006542122, 0.0007746054, 0.0119575458, 0.1803687364, 0.0566983931, -0.0147318896, -0.0362239741, 0.0758886188, -0.0507377908, 0.0640158802, 0.0075961309, -0.037459705, 0.0509316325, -0.1475127339, 0.0712849051, 0.0018187705, 0.1234764978, -0.0351820774, 0.0647427812, -0.0415788218, 0.0646943226, 0.0482905544, 0.0390831232, -0.0402946249, -0.0491628349, -0.0225582067, 0.0483147837, 0.0697826371, 0.0043311273, -0.0355697609, -0.0390588939, -0.0495020561, -0.0838845447, -0.0174214281, 0.0390831232, -0.0363935828, -0.0063422238, 0.0331467539, -0.0022927716, -0.0576191358, 0.068619594, 0.0135930758, 0.0376535468, 0.0643550977, 0.0090014758, 0.064597398, 0.0117939925, 0.0090075331, 0.0762762949, -0.0390831232, 0.0759370774, -0.0025608167, 0.0432022363 ]
712.1531
Gustavo R. Gonzalez-Martin
Gustavo R. Gonzalez-Martin
Binding Energies of the Deuteron, the Neutron and the Alpha Particle from a Theoretical Geometric Model
11 pages. For related papers see http://prof.usb.ve/ggonzalm. Errata corrected, typos added. Minor grammatical changes
null
null
SB/F/350.3-07
physics.gen-ph
null
We assume a triple geometric structure for the electromagnetic nuclear interaction. This nuclear electromagnetism is used to calculate the binding energies of the deuteron and the neutron. The corresponding Pauli quantum wave equation in a geometric theory, with the SU(2) electromagnetic coupling instead of the standard "minimal" coupling, contains a 1/r to-the-fourth-power, short-range attractive magnetic potential term. This term, produced by the odd part of the electromagnetic potential, may be responsible for a strong nuclear interaction. An approximation for the resultant wave equation leads to the modified Mathieu equation. Completely theoretical calculations give 2.205 Mev, 0.782 Mev and 27.6 Mev for the binding energies of the deuteron, the neutron and the alpha particle respectively. These values admit correction factors due to the approximations made.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:42:16 GMT" }, { "version": "v2", "created": "Tue, 4 Mar 2008 15:52:15 GMT" }, { "version": "v3", "created": "Thu, 6 Mar 2008 12:11:11 GMT" } ]
2008-03-06T00:00:00
[ [ "Gonzalez-Martin", "Gustavo R.", "" ] ]
[ -0.0728281587, -0.0328671038, 0.1083439738, 0.0236772131, -0.0507171415, 0.10189493, 0.0254276674, 0.0096447784, 0.0356309786, -0.0069499989, 0.0163874868, 0.0026688688, -0.0544483736, -0.0687284097, 0.0095008267, 0.043484997, 0.0366904661, 0.0059826421, 0.0132435765, 0.0103530223, -0.0253585707, -0.0497497842, 0.0603907108, 0.0532046296, -0.0030632969, 0.0342490412, 0.0177579094, -0.0284679327, -0.004508574, -0.0303565823, -0.0087292446, -0.0089077447, -0.046018552, -0.097749114, -0.0026415179, 0.0706631169, -0.0625557452, 0.0551393442, -0.1181096733, 0.0214315616, 0.0169402622, -0.0114067504, -0.066333048, 0.0685441494, -0.0332125872, -0.0618187152, -0.0050440752, -0.1207814217, 0.0071284994, -0.0617726482, 0.0532967597, 0.07462468, 0.0583178028, 0.1186624467, 0.0665633678, 0.0191283319, -0.0116946539, 0.0040220167, 0.035561882, -0.0062417556, -0.0158807766, -0.0457882285, -0.0239996649, 0.0592390969, -0.0324064568, -0.0668397546, 0.0378881469, 0.0128980922, 0.0776188746, -0.0898720622, -0.0003276706, -0.0082455659, 0.0636152327, -0.0491048805, -0.0086716637, -0.0615423247, -0.0152128395, -0.060482841, -0.0721832514, 0.0208787862, -0.0230553392, -0.0835612118, 0.0217885636, -0.0567976721, -0.0904248431, -0.002023964, 0.0395695046, 0.0322912969, -0.117280513, 0.0580414161, -0.0651353672, -0.0945245922, -0.0560606383, 0.0538495369, 0.0503946878, -0.0066275466, 0.0813040435, 0.0329362005, 0.019957494, -0.0268096067, -0.032913167, -0.0119077032, 0.0368286595, -0.0322912969, 0.1073305532, -0.0355849154, 0.0655499473, 0.0220764671, -0.0579953492, 0.0407671854, 0.0197847523, 0.0568897985, -0.0583638661, 0.0075027742, -0.0983940214, -0.0981176272, -0.1558826566, 0.0339035578, -0.0641680062, 0.0939257517, 0.0014647108, 0.0370129198, 0.148235932, -0.0811197907, 0.1066856459, -0.067945309, 0.0118270898, -0.1178332865, -0.0282836743, -0.0760987476, 0.1388387531, -0.0229401793, -0.0327289104, -0.0821792707, -0.0781255886, 0.0322912969, 0.06384556, -0.0400992483, 0.052191209, 0.0684520155, 0.0230438244, -0.0269247685, 0.0368286595, 0.0732888058, -0.01596139, 0.0868778676, 0.0590548366, -0.0106178941, 0.1201365143, -0.1045666784, -0.0255888943, -0.0938336179, 0.0327289104, 0.0284679327, 0.0048799701, -0.1398521662, 0.0383257605, 0.112213403, 0.0278921239, -0.0740258396, 0.0743482858, 0.0144873215, -0.1041060314, -0.0183222014, 0.0797839165, 0.0986704081, -0.1562511772, -0.0338805243, -0.0603446476, -0.1170041263, 0.0925898775, -0.0274775438, 0.0488284938, -0.0672082752, 0.0762369409, -0.0280533507, -0.0168481339, -0.1050273255, -0.0800603032, 0.0621411651, 0.0578110926, -0.0001296467, 0.0137157394, 0.0895956755, -0.0201302376, 0.0459033884, 0.0510395952, 0.0929583907, -0.0805209503, -0.0502564944, 0.0516844988, 0.1266776919, 0.0410896353, 0.066333048, 0.040168345, -0.1110157222, -0.0223413389, 0.0545865707, 0.0968278199, -0.0439226106, 0.0103760548, 0.0118270898, 0.1264013052, -0.1132268235, -0.0214430783, 0.0018037176, 0.0585941896, -0.1198601276, -0.0493812673, 0.0439917073, -0.0051160515, -0.0364371091, -0.0228710808, -0.0559685081, -0.0978412405, -0.0040709605, -0.1359827518, -0.0061669005, -0.0494733974, 0.0454657748, -0.0833769515, 0.0882598013, -0.0061841747, 0.0356770456, -0.0091841323, 0.0006870105, 0.0711698309, -0.0268096067, -0.0087695513, 0.0379802771, -0.0170208756, 0.0471701659, 0.0324985869, 0.0103299897, -0.0148097742, 0.0443832576, 0.0206484646, 0.0076236939, -0.0292049665, -0.0658263341, -0.0843443125, -0.0945245922, -0.0925438106, 0.1070541665, -0.06384556, 0.0018195523, 0.0466404222, 0.0015474831, 0.0991310552, -0.0580874793, -0.0040594442, 0.0784480423, 0.1264934391, 0.0089653255, -0.0050584706, 0.0978412405 ]
712.1532
Peter Jonsson
Peter Jonsson, Andrei Krokhin, Fredrik Kuivinen
Hard constraint satisfaction problems have hard gaps at location 1
null
null
null
null
cs.CC
null
An instance of Max CSP is a finite collection of constraints on a set of variables, and the goal is to assign values to the variables that maximises the number of satisfied constraints. Max CSP captures many well-known problems (such as Max k-SAT and Max Cut) and is consequently NP-hard. Thus, it is natural to study how restrictions on the allowed constraint types (or constraint languages) affect the complexity and approximability of Max CSP. The PCP theorem is equivalent to the existence of a constraint language for which Max CSP has a hard gap at location 1, i.e. it is NP-hard to distinguish between satisfiable instances and instances where at most some constant fraction of the constraints are satisfiable. All constraint languages, for which the CSP problem (i.e., the problem of deciding whether all constraints can be satisfied) is currently known to be NP-hard, have a certain algebraic property. We prove that any constraint language with this algebraic property makes Max CSP have a hard gap at location 1 which, in particular, implies that such problems cannot have a PTAS unless P = NP. We then apply this result to Max CSP restricted to a single constraint type; this class of problems contains, for instance, Max Cut and Max DiCut. Assuming P $\neq$ NP, we show that such problems do not admit PTAS except in some trivial cases. Our results hold even if the number of occurrences of each variable is bounded by a constant. We use these results to partially answer open questions and strengthen results by Engebretsen et al. [Theor. Comput. Sci., 312 (2004), pp. 17--45], Feder et al. [Discrete Math., 307 (2007), pp. 386--392], Krokhin and Larose [Proc. Principles and Practice of Constraint Programming (2005), pp. 388--402], and Jonsson and Krokhin [J. Comput. System Sci., 73 (2007), pp. 691--702]
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:42:18 GMT" } ]
2007-12-11T00:00:00
[ [ "Jonsson", "Peter", "" ], [ "Krokhin", "Andrei", "" ], [ "Kuivinen", "Fredrik", "" ] ]
[ -0.0619126745, 0.0261746477, 0.1276325732, -0.021914186, 0.0171778202, 0.0042972881, 0.0332225412, -0.0113990027, 0.0070478921, 0.0407010093, 0.0639069304, -0.0670796186, -0.0424686484, 0.0862063766, 0.0149796037, -0.0027576862, 0.0666263774, 0.0218122061, 0.0095123881, -0.0054105604, 0.009823991, 0.019704638, -0.0019829278, -0.0148549629, 0.0335398093, 0.0270358045, 0.1139447019, 0.1156670153, 0.0569270253, 0.053709019, 0.0998942405, -0.019885933, -0.050445687, -0.009087475, 0.0671249405, 0.0984438732, 0.0186735149, 0.1260008961, 0.0155008305, 0.0369617753, -0.0041244901, 0.0568363778, -0.0781386867, -0.0522133224, 0.0056655081, 0.0874754488, -0.0066286447, 0.0516241118, -0.0741048455, 0.0371657349, -0.0636803135, 0.1269073784, 0.0889258161, -0.026287958, -0.1083245203, 0.014039129, 0.0765976682, 0.0425819606, 0.0600090623, -0.0133705996, 0.1153950691, -0.0719292909, -0.0515787862, 0.1029762775, -0.0607342497, 0.0551593862, 0.0533010997, -0.023523191, 0.0468197614, 0.1037921086, -0.0979906321, 0.0851639211, 0.0465024896, 0.0295739528, -0.0399078391, -0.0007853811, 0.0316135362, 0.1082338691, 0.0687112808, 0.0989877582, 0.0412902236, -0.1201087758, 0.0465478152, -0.0383214988, -0.0628644824, -0.0684393421, -0.0378455967, 0.0202258639, -0.138329044, -0.0919172019, -0.0276930034, -0.0441003144, 0.0773681775, 0.0350808278, 0.1223749742, -0.0411769152, 0.0570629984, 0.0443495996, -0.0227413494, 0.0315455496, -0.0265825652, -0.0739235505, 0.0719746128, -0.0470917039, 0.0377322845, 0.1214684993, -0.0408369824, 0.0083169658, -0.0265599024, -0.0337211043, -0.1061489657, -0.0616860539, -0.0765523463, 0.1391448826, 0.0211890005, -0.0993503556, -0.1623508036, 0.0510348976, -0.0165319536, 0.0775948018, 0.0251775179, 0.0647680908, -0.0258347169, -0.0024220047, 0.0535277203, 0.0620939694, 0.0245656446, -0.061822027, -0.0243616849, -0.0481341593, -0.0355114043, -0.0362819135, 0.053890314, -0.0056938357, -0.071204111, -0.0293926559, -0.0980812758, -0.0654479489, 0.0200105757, -0.0234325416, -0.0282595549, -0.0204864778, 0.036191266, 0.114397943, 0.002107569, 0.0538449883, 0.039114669, 0.0693004951, -0.0112630306, 0.1356096119, -0.0314775631, -0.0039233644, 0.0106284935, 0.0799063295, -0.0202485267, -0.1483003497, 0.0289167538, 0.0748300329, 0.084529385, 0.0017265637, 0.072745122, -0.0415168442, 0.0315228887, -0.0434657782, 0.0654932782, 0.0286674723, -0.0398851782, 0.0205884576, -0.0659918413, -0.0408596471, -0.0041131591, -0.1177519262, -0.2019640356, -0.0375736505, 0.1131288707, -0.0443722606, -0.157093212, 0.0261066612, -0.0223447643, -0.0182202738, -0.0278289765, 0.0415621698, 0.0224920679, 0.0447801761, -0.0019092762, -0.0262199715, 0.0213816278, -0.0161580294, -0.0059714457, -0.1105907187, 0.0066569722, -0.0906028077, 0.0971747935, 0.0817646161, 0.0489499904, -0.0868409127, 0.0859344304, 0.1259102523, 0.0074614743, -0.0645414665, 0.0212343242, 0.0735156313, 0.0598730892, -0.0624112375, 0.0908294246, -0.0413128845, 0.02955129, 0.047544945, -0.0077277534, -0.0591932312, -0.007059223, -0.0152968718, -0.0457319841, 0.0118409125, 0.081809938, -0.0157727748, 0.0406783484, 0.0492219366, -0.0389786959, 0.0768242925, -0.0229453091, 0.0735609606, 0.0100222845, -0.0387067534, 0.0322254114, 0.0019050272, -0.0327239744, 0.0439870059, 0.0811754018, -0.0271944404, 0.0127587244, 0.0448934883, -0.1027043313, -0.0519413799, 0.0107871275, 0.0056570098, 0.0566097572, 0.063000448, -0.055476658, -0.1264541447, 0.0177103784, -0.0489046685, -0.0685753152, 0.0214496143, -0.0039063678, 0.0048411768, -0.0534370728, 0.0311149713, -0.0215062685, -0.0472729988, 0.068983227, 0.007824067, -0.0232739076, -0.0051329504, -0.0875207707, -0.0666716993 ]
712.1533
Nicole Meyer-Vernet
N. Meyer-Vernet, A. Lecacheux, D. Ardouin
Radio pulses from cosmic ray air showers - Boosted Coulomb and Cherenkov fields
10 figures - Accepted by Astronomy & Astrophysics
null
10.1051/0004-6361:20078755
null
astro-ph
null
High-energy cosmic rays passing through the Earth's atmosphere produce extensive showers whose charges emit radio frequency pulses. Despite the low density of the Earth's atmosphere, this emission should be affected by the air refractive index because the bulk of the shower particles move roughly at the speed of radio waves, so that the retarded altitude of emission, the relativistic boost and the emission pattern are modified. We consider in this paper the contribution of the boosted Coulomb and the Cherenkov fields and calculate analytically the spectrum using a very simplified model in order to highlight the main properties. We find that typically the lower half of the shower charge energy distribution produces a boosted Coulomb field, of amplitude comparable to the levels measured and to those calculated previously for synchrotron emission. Higher energy particles produce instead a Cherenkov-like field, whose amplitude may be smaller because both the negative charge excess and the separation between charges of opposite signs are small at these energies.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:43:49 GMT" } ]
2009-11-13T00:00:00
[ [ "Meyer-Vernet", "N.", "" ], [ "Lecacheux", "A.", "" ], [ "Ardouin", "D.", "" ] ]
[ -0.0151985716, -0.0054372614, -0.0361870751, -0.0385668352, 0.0413881987, 0.1126583368, 0.0118006663, 0.052060321, -0.0271096397, 0.0034163052, -0.0756125823, 0.089743942, -0.0444549024, 0.0139473574, -0.0009376439, -0.0121686701, -0.0566235706, 0.0050937906, -0.0217245109, 0.0352057293, -0.1144247577, 0.0629532412, 0.0065995408, -0.0292685963, -0.0639345869, -0.0859657675, -0.0804211721, 0.0649650022, 0.0858676359, 0.0779678151, -0.04710453, -0.0446266346, -0.0568198413, -0.0159836467, -0.1297337264, 0.0144502958, -0.1127564684, 0.0243005399, -0.0868980438, -0.0009828778, 0.0877321884, -0.0208658352, -0.1270841062, 0.0091019692, -0.0913140923, -0.005851266, -0.030593412, -0.0896948799, 0.0243618749, -0.0099545121, -0.0798814371, 0.0654556677, -0.0035297731, -0.0511280447, 0.0031679024, -0.0253677517, 0.0123772062, 0.0020884236, -0.071490936, -0.099164851, 0.0280173831, 0.0169649906, -0.0553968921, 0.0059923343, -0.0161799155, 0.0259810928, 0.062462572, -0.0023245595, 0.1472016573, 0.0353283994, 0.0768392682, -0.0272568408, 0.0757597908, -0.002042423, 0.0858676359, -0.0137878889, -0.0353038646, -0.1300281286, -0.0032905703, 0.0299310032, 0.0505883023, -0.0463439897, -0.0597148053, -0.0456570461, -0.0612849556, 0.0454117134, 0.0451418422, 0.0397444479, -0.0537776724, 0.0272568408, -0.0243986752, -0.0188786127, -0.0650140643, 0.0273059085, -0.0821385235, 0.0294157974, 0.0934730545, 0.0048913886, 0.1242382005, -0.0232087951, 0.0482085422, 0.0047595203, 0.0235031974, -0.0813043863, 0.125513941, -0.0088198325, -0.0390329733, -0.0286307223, -0.076544866, -0.0115553299, 0.1077516153, 0.0093779722, -0.0541211441, -0.027722979, 0.0062591373, -0.0190871488, 0.0219330471, 0.0192098171, -0.1108919159, 0.1030411646, -0.0274776425, 0.0290723275, 0.0919029042, 0.0966624245, 0.1344441772, 0.0319427587, 0.0544646122, -0.0486010797, -0.0273549743, -0.0172716621, 0.1508326381, -0.1047094464, 0.0180076696, -0.0327033028, -0.0938655883, -0.0085806297, 0.0961226821, -0.0736989677, -0.0124569405, -0.0689885095, 0.0490672179, 0.0793907642, -0.0164743196, 0.0973984301, -0.0143276285, 0.0295875333, -0.0292685963, -0.0556422286, 0.0564273037, -0.0027431643, -0.0417807363, -0.038272433, -0.012573475, 0.0629041791, 0.0630513802, -0.0313539542, 0.0557894297, 0.0580955893, -0.0082984939, -0.0836596116, -0.0291949958, 0.0756616518, -0.1905770749, -0.0316728912, 0.0116902655, -0.0810099766, -0.0617756285, -0.0280173831, -0.1018635482, -0.1258083582, -0.1098124385, -0.1028448939, -0.0357945375, -0.0116473315, 0.1124620661, 0.0065382072, -0.0194306187, -0.0875359178, -0.0304952767, 0.097251229, 0.0317955576, 0.0821385235, 0.0925407782, 0.0898420811, 0.0999989957, 0.0213074405, 0.0050232564, 0.0842484161, -0.074680306, -0.0414617993, -0.0492389537, 0.0761032552, 0.0261773616, 0.0758579224, -0.0515696481, -0.1014710069, -0.0026787636, 0.0322371647, -0.0048392545, 0.021466909, 0.0424431451, 0.0401615202, 0.0764957964, -0.091657564, 0.030446209, -0.0331939757, 0.1221773773, 0.0275757778, -0.0215773098, 0.0485765487, 0.1030411646, 0.0475461371, 0.0659463406, -0.0736008286, -0.1585852504, -0.0380270965, 0.0980363041, 0.0315502211, -0.0053881942, -0.0804702416, -0.0390329733, -0.0122177377, 0.0095129069, 0.0266680345, -0.0117515987, 0.0680071637, 0.0031403021, -0.0218471792, 0.0715400055, 0.0318200924, -0.0631985813, 0.0023414264, 0.038296964, -0.0520112514, -0.0332185067, 0.0485765487, 0.0270360373, 0.0163025837, -0.0182284713, -0.087290585, -0.0348622613, 0.0270605721, 0.0423204787, 0.0938655883, -0.005808332, 0.0369721502, -0.073404558, -0.0768392682, 0.1401359737, -0.0679090321, 0.0874377862, 0.0497050919, -0.0652594045, 0.0377326906, 0.0272077732, 0.0201420933 ]
712.1534
Alex Bernardini
Alex E. Bernardini and O. Bertolami
Perturbative approach for mass varying neutrinos coupled to the dark sector in the generalized Chaplygin gas scenario
27 pages, 9 figures
Phys. Rev. D77 (2008) 083506
10.1103/PhysRevD.77.083506
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We suggest a perturbative approach for generic choices for the universe equation of state and introduce a novel framework for studying mass varying neutrinos (MaVaN's) coupled to the dark sector. For concreteness, we examine the coupling between neutrinos and the underlying scalar field associated with the generalized Chaplygin gas (GCG), a unification model for dark energy and dark matter. It is shown that the application of a perturbative approach to MaVaN mechanisms translates into a constraint on the coefficient of a linear perturbation, which depends on the ratio between a neutrino energy dependent term and scalar field potential terms. We quantify the effects on the MaVaN sector by considering neutrino masses generated by the seesaw mechanism. After setting the GCG parameters in agreement with general cosmological constraints, we find that the squared speed of sound in the neutrino-scalar GCG fluid is naturally positive. In this scenario, the model stability depends on previously set up parameters associated with the equation of state of the universe. Our results suggest that the GCG is a particularly suitable candidate for constructing a stable MaVaN scenario.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:46:00 GMT" }, { "version": "v2", "created": "Sun, 20 Apr 2008 18:57:29 GMT" }, { "version": "v3", "created": "Sat, 16 Jan 2010 18:41:52 GMT" } ]
2010-01-16T00:00:00
[ [ "Bernardini", "Alex E.", "" ], [ "Bertolami", "O.", "" ] ]
[ 0.010435692, 0.0789604336, -0.05806363, -0.0787062123, -0.0791638121, 0.0068321368, 0.003613088, 0.0302012227, -0.0379040577, 0.0088341115, -0.028726751, 0.0385650285, -0.0916713849, 0.0914171711, 0.0144396415, 0.0334298052, -0.0032031599, 0.0542503446, 0.0536910631, -0.0088150455, -0.0490642749, 0.045657739, 0.0526741855, 0.0214942209, -0.0943152681, -0.0425308459, 0.0527758747, 0.0344721004, 0.0920272917, -0.0575551912, 0.0445391759, -0.0363024808, -0.1122631282, -0.026209984, -0.0444120653, 0.1025011167, 0.0150878998, -0.0520640612, -0.0929933265, -0.0411580615, -0.0777910277, -0.0374973081, -0.0669104531, 0.1044331864, -0.0116559435, 0.0607075058, -0.0587245971, -0.0764690861, 0.0637072921, -0.0892817304, -0.0436748303, -0.1151103824, -0.0167021919, -0.0333026946, -0.0256634131, -0.0489625894, 0.0338365547, -0.0147574153, 0.0746387094, 0.0141600007, -0.0834346935, -0.1254825145, -0.0225873627, 0.1316854656, -0.0525725, -0.0283200014, 0.0278624073, 0.070774585, -0.0375481509, 0.0063078101, -0.0205536094, -0.0425308459, -0.0003608719, 0.0185325686, -0.0618260726, 0.0144015085, 0.0052686897, 0.0062283664, -0.1182627007, -0.0090819756, -0.0041914363, -0.0567416921, 0.006164812, -0.009278995, -0.0549113117, -0.0074168406, -0.0464966632, 0.0078998571, -0.1094158739, 0.0854175985, 0.0345229469, 0.0054402873, -0.0907562003, 0.0783503056, 0.0885699168, -0.0844515637, 0.1228386387, -0.0457594283, 0.1382951587, -0.0293877218, 0.007461329, 0.03912431, 0.1172458231, -0.0267692655, 0.1600563079, -0.0308876131, -0.0096031241, 0.0042136805, -0.0365821198, -0.0190664288, 0.0762148723, 0.0294385646, -0.0611651018, -0.0193333589, -0.0718931481, -0.0561824068, -0.0494964495, -0.0377515294, -0.0381074362, -0.0338111334, -0.0128317066, -0.040014077, 0.1472436637, 0.0050208261, 0.0236805044, -0.120804891, -0.0068194256, 0.0143125318, -0.0880106315, 0.0390734673, 0.1119580641, -0.0650292337, -0.0527250282, -0.0384887643, -0.0785536841, -0.0297436286, -0.036836341, -0.0161301978, 0.1199913919, 0.0592838824, 0.0732150823, 0.0297182053, 0.0747403949, 0.0526741855, 0.019714687, 0.0500048846, -0.0177953336, 0.0501319952, -0.0018399103, -0.0883665383, -0.1050433069, -0.0186469667, 0.0160920657, 0.0255871471, 0.0098192105, -0.0666053891, -0.0014712927, 0.0978743285, 0.0231212229, -0.103365466, -0.0099272532, 0.0912646353, -0.0012385234, -0.0210366249, 0.0919256061, 0.0535385311, -0.0668596104, -0.0003094322, -0.0757572725, -0.1241605803, -0.0571992844, -0.0449459255, -0.0755030587, -0.0877564102, 0.0493184961, -0.0312180985, -0.060504131, -0.1719537675, -0.0047824956, 0.0248117782, 0.0007864902, 0.1191778854, 0.0087451348, 0.0120881153, -0.0429630168, 0.0282183141, -0.1002131477, 0.0719948336, -0.015926823, -0.0599448495, -0.0308113489, 0.0124630881, 0.0936542973, 0.1382951587, -0.0752996802, -0.0859768838, 0.04136144, 0.0347771645, 0.1131783202, 0.0256379899, 0.0362007916, -0.0208332501, 0.0973150507, -0.1403289139, -0.0202612579, -0.0259303432, 0.1371766031, 0.0237567704, -0.0166259259, -0.0287521742, 0.0257905219, 0.0312943645, 0.0650292337, -0.0124503775, -0.1096192524, -0.0222950093, -0.062893793, 0.1017384604, 0.0574026592, 0.0456068963, 0.0040230164, 0.0715880841, 0.0255108811, 0.0636056066, 0.075655587, -0.0044806106, 0.0049413824, -0.0791129693, 0.0828754082, 0.0349042751, 0.0609617271, -0.0360228382, -0.070469521, 0.0597923175, 0.05033537, -0.1308719665, 0.0459119603, 0.0451238789, 0.0425308459, 0.010225961, -0.0584195368, 0.057911098, 0.0192189589, 0.0084591387, -0.0146430172, 0.0336077586, -0.052928403, -0.0672155172, 0.1011283323, 0.0588771291, -0.0198799297, 0.0535385311, 0.0082748299, -0.0229559802, -0.0278878286, 0.0891800374 ]
712.1535
Hyun Ho Lee
Hyun Ho Lee
Completely positive maps and extremal K-set
17 pages
null
null
null
math.OA
null
We explain how to find the KK-theoretic counterpart of extremal K-set defined by Larry Brown and Gert Pedersen.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:11:14 GMT" } ]
2007-12-11T00:00:00
[ [ "Lee", "Hyun Ho", "" ] ]
[ -0.0781324804, -0.0527011231, -0.0455006808, 0.0121539412, 0.0259164926, -0.043304801, 0.0040853582, -0.0222396702, 0.0068302085, -0.0310487244, 0.0492796376, -0.0470071547, 0.022533305, -0.0348532125, 0.1158199087, 0.0224567056, -0.0444793403, 0.0282145068, 0.0989678055, 0.0835455805, 0.0005928557, -0.1003466174, 0.038325768, 0.0109283337, 0.0196224879, 0.0470071547, 0.0277549047, 0.0355936848, 0.0987635404, -0.0660296082, 0.0378150977, -0.0720555112, 0.0138902189, -0.0082664676, -0.0417983234, 0.0892650858, -0.0492796376, 0.1031553, -0.0604122393, 0.0862010643, 0.0038204484, 0.0017729817, -0.0746088624, 0.053160727, 0.0156392623, 0.0228907745, 0.0503775775, 0.0016931896, -0.0880394727, -0.0202608239, -0.0342659429, 0.1490134448, 0.0863542631, -0.093299374, -0.0148604913, 0.0767536685, -0.0240397807, 0.0279591717, 0.0150647592, -0.055611942, 0.0261718277, -0.1081598625, -0.0494328365, 0.0660806745, -0.0786431506, -0.0413131863, -0.1335912198, 0.0412365869, 0.0499435067, 0.1095897406, -0.0464709513, -0.0142732207, -0.0645997301, 0.0350319482, 0.0513223149, 0.0322743319, 0.1248077005, 0.1415576637, -0.0382236354, -0.0354915522, 0.0647529289, 0.0505307764, 0.0840051845, -0.020311892, 0.0018543698, -0.0680722818, -0.0610761084, -0.0614846461, -0.0704724342, 0.0070663933, 0.0379683003, -0.1012147591, 0.0216396339, -0.0274740364, 0.1251140982, 0.0790516883, 0.0226226728, 0.0336020738, 0.0235035773, 0.0809922293, -0.0178989768, 0.0080366665, 0.0648039952, -0.1030531675, 0.1745469421, 0.0303337872, -0.0876820087, 0.0905417576, 0.0026698455, -0.044607006, -0.0719023123, -0.1089769378, -0.1187817976, 0.0243972503, 0.0094729252, -0.0609739758, -0.105197981, 0.0106921494, -0.0037693814, -0.0107623665, 0.0383768342, -0.0058535528, 0.0634251907, -0.0030879565, -0.0343680792, -0.0330914035, -0.032529667, -0.0639869273, -0.0141072534, -0.0755280629, 0.0554076731, -0.0013038039, -0.0125943944, -0.0054067164, -0.1332848221, 0.0500711761, -0.1181689948, 0.0042226012, 0.0725151151, -0.1187817976, 0.0297975838, 0.0138519183, -0.0068174419, -0.0223673377, -0.0638847947, -0.0043119681, -0.0633741245, 0.07981769, -0.0223801043, 0.0383002348, 0.0993252769, 0.0475178249, 0.0767026022, 0.0253419895, -0.0392449759, -0.106321454, 0.0270655006, -0.024116382, 0.0073919455, 0.0177840758, 0.1708701104, 0.060310103, 0.0699617639, 0.0164435674, 0.0589823611, 0.0250611212, -0.0660806745, 0.0358490199, -0.0249717534, -0.1497283876, 0.0556630082, -0.0597994328, -0.0771111399, 0.048411496, -0.0122305416, 0.0578588881, -0.0892650858, -0.0255717915, -0.0624038503, -0.0798687562, -0.0144519554, 0.0429217964, 0.0253164563, 0.0460368842, 0.0597483665, 0.0676637515, 0.1043809056, -0.0187926497, -0.0445814729, -0.0110177007, -0.0838009119, 0.0648039952, 0.0840562508, 0.1303229332, 0.0450155437, -0.088090539, 0.0649572015, 0.0668977425, -0.0463432856, 0.030512521, -0.043074999, 0.0367682278, 0.0497903079, -0.0067344583, 0.0255717915, 0.0023283351, 0.0894693509, 0.112347357, -0.0203757249, -0.0212183297, 0.0127795115, 0.0080430498, 0.0450155437, 0.1406384706, 0.06189318, 0.0814518332, -0.0496115722, 0.0814518332, -0.0209119283, 0.136042431, -0.1410470009, 0.0437899344, 0.0297465157, 0.0512967817, -0.0661317408, 0.0097793266, 0.0883969441, -0.0130731473, -0.0333212055, -0.0231971759, -0.0063833725, 0.0652125329, -0.0153839281, -0.0111389849, -0.0427941307, -0.0375086963, -0.0575014204, -0.0622506477, 0.0142859882, -0.0552544743, 0.0445814729, -0.0011250695, -0.0537735298, 0.0314317271, -0.0362830907, 0.000966283, -0.0458326153, 0.0886522755, -0.0923801661, -0.1015211567, 0.0278825723, 0.0194565188, -0.0495094396, 0.0282655731, -0.0346489474, 0.0185117796 ]
712.1536
Alin Panaitescu
A. Panaitescu
GeV emission from Gamma-Ray Burst afterglows
8 pages, accepted by MNRAS
Mon.Not.Roy.Astron.Soc. 385 (2008) 1628-1634
10.1111/j.1365-2966.2008.12950.x
null
astro-ph
null
We calculate the GeV afterglow emission expected from a few mechanisms related to GRBs and their afterglows. Given the brightness of the early X-ray afterglow emission measured by Swift/XRT, GLAST/LAT should detect the self-Compton emission from the forward-shock driven by the GRB ejecta into the circumburst medium. Novel features discovered by Swift in X-ray afterglows (plateaus and chromatic light-curve breaks) indicate the existence of a pair-enriched, relativistic outflow located behind the forward shock. Bulk and inverse-Compton upscattering of the prompt GRB emission by such outflows provide another source of GeV afterglow emission detectable by LAT. The large-angle burst emission and synchrotron forward-shock emission are, most likely, too dim at high photon energy to be observed by LAT. The spectral slope of the high-energy afterglow emission and its decay rate (if it can be measured) allow the identification of the mechanism producing the GeV transient emission following GRBs.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 16:47:25 GMT" }, { "version": "v2", "created": "Thu, 10 Jan 2008 16:10:43 GMT" } ]
2009-11-13T00:00:00
[ [ "Panaitescu", "A.", "" ] ]
[ -0.0475022197, 0.0314396136, -0.0161850359, -0.0259793084, -0.0643973425, -0.0082516745, 0.0504894741, 0.0042023552, 0.0580800362, -0.059157405, -0.0313661583, 0.1222325191, -0.0718409866, 0.0003837365, -0.0309743863, -0.0839858875, -0.0181683749, 0.0020460847, -0.0104002934, 0.0826636627, -0.1404498667, -0.0462779365, -0.0160503648, 0.0242530666, -0.1200777814, -0.0914295316, -0.0497059338, 0.0247550234, 0.0354552679, 0.0283299331, 0.0048267399, -0.0505874157, -0.0195150878, -0.1561207026, -0.0303132739, 0.1688532531, 0.0870221108, -0.0194049031, -0.0022358487, 0.0003517904, 0.0770809278, -0.0306071006, -0.1862870604, 0.0241918527, -0.0264935065, -0.0328597836, 0.0318069011, -0.0336922966, -0.0747792721, 0.0792356655, -0.0167114772, 0.0721348152, -0.0687068179, 0.0382466353, -0.0640055686, -0.0439762846, -0.0028954318, 0.0874628499, -0.0643483698, -0.027423963, -0.0167726912, -0.0280850772, -0.0205312427, -0.0419194847, 0.0145444945, -0.038344577, 0.044514969, 0.0460085943, 0.0243510101, -0.0148628084, 0.0177398752, -0.0280850772, 0.046767652, -0.1117526516, -0.0164054055, 0.0599409491, 0.0351614393, -0.046057567, 0.0262241643, 0.0102656214, 0.0732611567, -0.002861764, -0.1390786618, -0.0401810035, -0.0520075858, 0.004591065, 0.0382956043, -0.0513219871, -0.061605975, 0.0030316333, 0.0361163802, -0.0120714409, 0.0227594413, -0.0301418733, -0.0532318726, 0.072379671, 0.0507833026, -0.1051904857, 0.1061699167, 0.0335698687, 0.0709105358, -0.0028219747, 0.0347941518, -0.2141027898, 0.1400581002, -0.0402054898, -0.1217428073, -0.0015525452, 0.0441476814, -0.0497549027, 0.0283789039, -0.0280850772, -0.0545051247, 0.1342794746, -0.0249631517, -0.0453719683, -0.0815862864, -0.0507833026, -0.0874138847, 0.072526589, -0.0183152892, 0.0905970186, -0.015609622, 0.005270543, 0.0432661995, 0.0020369026, 0.0810965747, -0.1010768935, -0.0586187206, -0.0395688601, 0.1571001261, -0.1302638203, -0.0061856951, -0.0304601882, -0.0188294891, -0.0488244481, 0.0250366088, -0.1762969047, -0.0385159776, 0.0404748321, -0.0199803151, 0.0308764447, 0.0326149277, 0.0152668227, 0.0043156012, 0.0351859219, -0.0169440918, 0.02801162, -0.0455678515, 0.0496324748, -0.0133324536, 0.0392505452, -0.0239592381, -0.0937311873, 0.0349655524, -0.0730652735, 0.032051757, 0.1364342123, -0.0263710786, -0.1321247369, 0.0221105702, 0.0157687794, 0.0574923791, 0.0738488138, 0.0422867723, 0.0525462702, -0.0777175501, -0.0161727928, -0.1101855636, -0.0744364709, -0.0476246513, -0.0268852785, -0.0251712799, -0.0377079472, 0.0109879496, 0.024534652, -0.0223554261, -0.0032351706, 0.019135559, -0.0367285199, -0.0716940761, 0.0218534712, 0.0684129894, -0.027301535, -0.0110001918, 0.0109389778, 0.0297256168, 0.0831533745, 0.0107002426, -0.0521055311, 0.0171767045, 0.0597940348, 0.0314885862, 0.0877077132, -0.0180214606, -0.1102835089, -0.0173113775, -0.0325659551, -0.0494855605, -0.029676646, 0.0523014143, 0.1063657999, 0.1539659649, -0.1134176776, 0.021008715, -0.0556804389, 0.0523014143, 0.0059898095, 0.0499263033, 0.0531829, 0.0715471581, -0.0416501425, -0.0015961603, 0.0354062952, -0.0959348977, -0.02801162, 0.0706167072, 0.1096958518, 0.1500482559, -0.0413318314, -0.0545540974, 0.0009488201, 0.0255140793, 0.032051757, 0.0549458675, 0.0599409491, 0.0843286887, -0.011404206, 0.0582269505, -0.0259058513, -0.0715471581, 0.0220493563, -0.014067024, -0.1119485348, 0.0444659963, 0.0025419197, 0.0862385705, -0.0019680366, 0.0475511923, -0.1014686599, 0.0876587406, 0.0797743499, -0.019074345, -0.0572964922, 0.0015823871, 0.0060357205, -0.0587656349, -0.0524973013, 0.039691288, 0.0091637662, 0.0199803151, 0.0049583502, -0.002529677, -0.0435600281, 0.0509791896, -0.0659644231 ]
712.1537
Slavomir Gabani
K. Siemensmeyer, E. Wulf, H.-J. Mikeska, K. Flachbart, S. Gabani, S. Matas, P. Priputen, A. Efdokimova, N. Shitsevalova
Fractional magnetization plateaus and magnetic order in the Shastry Sutherland magnet TmB4
4 pages, 3 figures
null
10.1103/PhysRevLett.101.177201
null
cond-mat.str-el cond-mat.other
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We investigate the phase diagram of TmB4, an Ising magnet on a frustrated Shastry-Sutherland lattice by neutron diffraction and magnetization experiments. At low temperature we find Neel order at low field, ferrimagnetic order at high field and an intermediate phase with magnetization plateaus at fractional values M/Msat = 1/7, 1/8, 1/9 ... and spatial stripe structures. Using an effective S = 1/2 model and its equivalent two-dimensional (2D) fermion gas we suggest that the magnetic properties of TmB4 are related to the fractional quantum Hall effect of a 2D electron gas.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:26:29 GMT" }, { "version": "v2", "created": "Fri, 15 Aug 2008 08:19:03 GMT" } ]
2009-11-13T00:00:00
[ [ "Siemensmeyer", "K.", "" ], [ "Wulf", "E.", "" ], [ "Mikeska", "H. -J.", "" ], [ "Flachbart", "K.", "" ], [ "Gabani", "S.", "" ], [ "Matas", "S.", "" ], [ "Priputen", "P.", "" ], [ "Efdokimova", "A.", "" ], [ "Shitsevalova", "N.", "" ] ]
[ 0.0051560979, -0.019333858, -0.041538246, -0.0121092917, -0.0030348611, 0.0333126113, -0.0176814962, 0.013267152, -0.0434438922, -0.0751162022, 0.1003479138, 0.0142923407, 0.0300561301, 0.0264619384, 0.0746820047, 0.0689891875, -0.0181639381, -0.0031509486, 0.0226868298, 0.0270167459, -0.0353629924, -0.0750679597, 0.0742478073, 0.0798923746, -0.0388365723, 0.0184775237, 0.0299837645, -0.0881421342, -0.0273062121, -0.013146542, 0.0916639566, -0.0293324664, -0.0572176091, -0.0392948911, -0.0219872892, 0.1000584513, -0.0207208786, 0.1176193357, -0.0853439718, 0.0285846815, -0.023724081, 0.0181156937, -0.0914709866, 0.0914709866, 0.0541299805, -0.0399461873, -0.0111745605, 0.0050445329, 0.0180674493, 0.003362017, 0.0095342584, -0.054564178, -0.0354353562, 0.007321056, 0.0197077505, 0.0962954015, -0.0422860309, 0.109128356, 0.0604017265, -0.0350976475, -0.0431061834, -0.1538024694, 0.0517660156, 0.0634411126, -0.0368585624, 0.0369791724, -0.0802783296, 0.0470863283, 0.1071021035, -0.0005638539, -0.1120230108, -0.0141596692, 0.0339397863, 0.0104870806, 0.0596780628, 0.0118017346, -0.0085452525, 0.0076105208, 0.0269443803, 0.0069712852, -0.0588096678, -0.1044004261, 0.0629104227, 0.0522002131, -0.0472551845, -0.0353147462, 0.0271856003, 0.0259794965, -0.0740065873, -0.06855499, 0.0088407481, -0.0096608987, -0.0065551791, 0.0337226875, 0.0334814675, -0.135566175, 0.0138822654, -0.0665287375, -0.0320341401, -0.0242185835, -0.0593403541, 0.0507046431, -0.0619937852, -0.0104026534, 0.1509078294, 0.0370274149, 0.0242668279, 0.0375098586, -0.039801456, 0.0321788751, 0.054178223, -0.0757433772, -0.014823027, -0.0042515192, -0.0589061566, -0.0991900563, -0.080471307, -0.0420930535, -0.0561079942, 0.1511972845, -0.0739100948, 0.1109616384, 0.0650814101, 0.0260518622, -0.0415141247, -0.0373168811, 0.0718838423, -0.1188736856, -0.0192253087, 0.0309968926, 0.0366173387, -0.0618490502, -0.0701952949, -0.0844273344, -0.0160653144, -0.0410075597, 0.0232536998, -0.0154019576, 0.0553360842, 0.0499809794, -0.0232657604, 0.0243633166, 0.0856334344, -0.0142079135, 0.0539852493, 0.0171869919, -0.0740065873, 0.0358454324, 0.0351458937, 0.0105835693, 0.0332161263, -0.0199248511, 0.1138562858, 0.01658394, 0.0557220392, -0.1510043144, 0.0103785312, 0.040790461, 0.0206364524, -0.0387159623, 0.1469517946, -0.0052164029, 0.0189599656, 0.0130621139, 0.0911332741, 0.066962935, -0.0467244983, -0.0238085072, -0.023157211, -0.137013495, 0.0314310901, -0.0727522373, -0.1044969112, -0.0465073995, 0.1171368957, 0.135083735, -0.0110177668, -0.1420308948, -0.0724145249, 0.066239275, -0.0548536442, 0.0196112636, 0.0158482157, 0.0300802514, -0.0522967018, 0.0522967018, -0.0112770796, 0.1157860532, 0.0862123668, 0.0543712005, -0.1116370559, 0.082111612, 0.0837036669, 0.0424066409, -0.048316557, -0.0656121001, 0.0431061834, 0.0430096947, 0.0156069957, 0.067445375, 0.0410075597, 0.0605947003, 0.0616560727, -0.0652261451, -0.0798441321, -0.0091302125, 0.0436851121, -0.0289465133, 0.0108730346, -0.0331196375, 0.0329507813, 0.0189358443, 0.0455425158, -0.0225662198, -0.0584237128, 0.0250387341, -0.1805297583, -0.0631516427, 0.01601707, 0.1517762244, 0.0076889177, 0.0236155316, -0.0603534803, 0.163354829, -0.0727522373, 0.1246629879, 0.0843308419, -0.0369550474, 0.0025086978, 0.0667699575, 0.0158602782, 0.0408628285, 0.1105756834, 0.0448670946, -0.0489437319, -0.0199248511, -0.0413452722, 0.0303455945, 0.0126037942, -0.1205139831, 0.0282228515, 0.0395361148, -0.0426478647, 0.0741030723, -0.0080748713, 0.0228677467, 0.0026127244, -0.0058797607, 0.1051723361, -0.034928795, -0.041658856, 0.0666734725, -0.1160755232, 0.0472069383, -0.0758881122, 0.0749714673 ]
712.1538
Gustavo R. Gonzalez-Martin
Gustavo R. Gonzalez-Martin
Massive Connection Bosons
10 pages. For related papers see http://prof.usb.ve/ggonzalm
null
null
SB/F/349-07
physics.gen-ph
null
It is shown that geometric connection field excitations acquire mass terms from a geometric background substratum related to the structure of space-time. Commutation relations in the electromagnetic su(2) sector of the connection limit the number of possible masses. Calculated results, within corrections of order alpha, are very close to the experimental masses of the intermediate W, Z bosons.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:13:17 GMT" }, { "version": "v2", "created": "Tue, 11 Dec 2007 18:46:09 GMT" } ]
2007-12-11T00:00:00
[ [ "Gonzalez-Martin", "Gustavo R.", "" ] ]
[ 0.1241654605, -0.0095054898, 0.0181817245, 0.0023113936, -0.0640630424, 0.0619342066, 0.0408934094, 0.0764894933, -0.0629243627, -0.0870346427, 0.0030045023, 0.076390475, -0.0547555834, 0.0615381449, -0.0034346008, 0.0527752712, 0.0341851078, 0.0488641597, 0.0443837084, 0.0054551363, -0.0813907608, 0.0538149364, 0.0781232491, 0.0276500843, -0.0240607709, -0.0528247803, -0.0243330635, 0.0199763812, 0.1086200252, -0.0758953989, 0.056587372, -0.0353980474, -0.0651027039, -0.0702020079, -0.0790638924, 0.0704000369, -0.078271769, 0.0315859504, -0.0313879214, 0.0255212504, -0.0350267403, 0.0628748536, -0.0861930102, 0.0839156508, 0.0432202742, -0.0085895965, -0.0635679662, -0.050225623, 0.0075561218, -0.0200011358, -0.0102914255, -0.0235780701, 0.017711401, -0.0229468476, -0.0664889216, -0.0307195652, -0.0106565459, -0.024234049, -0.0230334848, -0.0421311036, -0.0517851189, -0.0869851336, -0.0239741337, 0.0615381449, -0.0526762567, 0.001130943, 0.0213254672, -0.0118447319, -0.0039513381, -0.0250385497, -0.072380349, 0.033541508, 0.0747567192, 0.0465868041, 0.0120118205, 0.0171420611, 0.0206942447, 0.0216348916, -0.050349392, -0.0089361509, -0.0671325251, -0.0044123791, -0.0239246245, -0.0756973624, -0.0314374268, 0.0516365953, 0.0140725812, -0.005646979, -0.0657958165, 0.0600034073, 0.0820343569, 0.0422548726, 0.0234666783, 0.0185530335, 0.0973817632, -0.1101052612, 0.0972827524, -0.0249147806, -0.0272292681, 0.0618847013, 0.0360664017, 0.0058604809, 0.1312945783, -0.109610185, 0.0880247951, -0.0467105731, 0.0154959289, -0.1119865552, -0.0739645958, 0.0632214099, 0.05396346, 0.0331206918, -0.0692118481, 0.0238379873, -0.0136393877, -0.0862920284, -0.0357446037, -0.0013243326, -0.025669774, 0.0930250809, 0.0171296857, -0.0894110128, -0.0041184267, -0.0442846902, 0.053220842, -0.0573794954, -0.0588647276, 0.0149018355, 0.0045949388, -0.0057955021, 0.091589354, 0.0080697648, 0.0369080342, -0.0173400939, -0.0482453108, 0.0303977653, -0.0489631742, 0.0233800393, 0.0960945636, 0.008243042, 0.0501266085, 0.0361901745, 0.0723308399, 0.0817868188, 0.0488889143, 0.100896813, -0.0507949628, 0.0097839711, 0.030793827, -0.0841631964, -0.1188186258, 0.003040086, -0.0057274289, 0.0271302536, 0.0087443078, -0.1969418675, 0.0537159182, 0.1194127202, 0.0013815759, -0.0518346243, 0.1448597014, -0.076588504, 0.0518841334, 0.0055386806, 0.1456518322, 0.1198087782, -0.1173333898, -0.0311156269, -0.1057485789, -0.1147589907, 0.0866880864, -0.0264123902, -0.0987184718, -0.0495325141, 0.0420568436, 0.0638650134, -0.0994115844, -0.1188186258, -0.0156073216, -0.0547555834, 0.1262447834, -0.0037192705, -0.0149513436, 0.0536664128, -0.0850048214, 0.0007669835, 0.0399032533, 0.1078279018, 0.087777257, -0.0779747218, 0.0014635732, 0.0280709006, 0.1172343791, 0.0908467397, 0.0001365331, -0.1068377495, -0.0080511998, 0.071093142, 0.0692613572, -0.0154711753, -0.0078593567, -0.036487218, 0.0900546163, -0.1434734911, -0.1155511141, -0.0413142256, 0.120996967, -0.0118571082, -0.0005940931, -0.0541119836, 0.0272292681, -0.0393091626, 0.108322978, 0.0094126631, -0.1132737547, 0.0036759512, -0.0984214246, 0.0125192748, -0.0200382657, 0.01508749, -0.0823809132, 0.0260905903, 0.076588504, 0.0411904566, 0.072776407, -0.0005608301, 0.0029101281, 0.0294571184, 0.0962925926, 0.0480225272, 0.0291105639, 0.0015300992, -0.0182931181, -0.0266351756, -0.0771330893, -0.0367347598, 0.0741131157, 0.0537654273, 0.007277641, 0.0270312373, -0.025174696, -0.0426261835, 0.0977778286, 0.1043623611, -0.0237637255, -0.0140478266, 0.0227859467, -0.0480967909, 0.0961440727, 0.0345564149, -0.0050590741, 0.1589199156, 0.0102171637, 0.0274025463, -0.0369575433, 0.0288135167 ]
712.1539
Joan Porti
Stefano Francaviglia and Joan Porti
Rigidity of representations in SO(4,1) for Dehn fillings on 2-bridge knots
References updated and some minor changes
Pacific Journal of Mathematics 238 (2008), No. 2, 249-274.
null
null
math.GT
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We prove that, for a hyperbolic two bridge knot, infinitely many Dehn fillings are rigid in $SO_0(4,1)$. Here rigidity means that any discrete and faithful representation in $SO_0(4,1)$ is conjugate to the holonomy representation in $SO_0(3,1)$. We also show local rigidity for almost all Dehn fillings.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:17:29 GMT" }, { "version": "v2", "created": "Fri, 1 Aug 2008 10:02:32 GMT" } ]
2008-09-23T00:00:00
[ [ "Francaviglia", "Stefano", "" ], [ "Porti", "Joan", "" ] ]
[ 0.0359105803, 0.0060408087, -0.021883009, 0.0935012177, -0.0012468122, 0.0016400318, -0.0219785161, -0.0418797582, -0.1075407267, 0.0123562003, 0.0582114309, 0.009216412, -0.0374148116, 0.0619361997, 0.0604558401, -0.0381788686, 0.1080182567, -0.0419991426, 0.0897286907, 0.1192880645, -0.0228858311, -0.1414456517, 0.0609811284, 0.048756253, 0.0675233528, 0.0549641959, 0.1053440645, -0.0120458025, 0.0564445555, -0.0507141426, 0.0640851036, -0.0737790465, 0.095363602, -0.1053440645, -0.0698155165, 0.0574951284, -0.0486368686, 0.0499978401, -0.1084957942, 0.0512394309, 0.0038262436, 0.0272433311, -0.0138843097, -0.0012900888, 0.0955546126, 0.0617929362, 0.0047425125, 0.0680963919, -0.000390235, 0.0325678401, -0.0531495661, 0.1508053243, 0.1363838017, -0.0478011817, -0.0496158116, 0.043431744, 0.0133828986, 0.0178359058, 0.0382266194, -0.0155079262, 0.047586292, -0.0555372387, -0.0326872244, 0.0095387474, -0.080560036, 0.0162361655, -0.1783113033, 0.0285804272, 0.0742088333, 0.0984675735, -0.0759757087, -0.0062198844, 0.1027653813, 0.0810375735, -0.0063870214, -0.0506186336, 0.0216442421, 0.1556761861, 0.0481354557, -0.0000628163, -0.023793146, 0.0375103205, -0.056301292, -0.063798584, -0.0548686907, -0.0448165946, 0.0341675803, 0.0397308543, -0.0103684636, -0.0184925161, 0.0117891282, -0.0776470751, -0.0049782949, -0.0059453021, 0.0881050751, -0.0527197868, -0.0103087714, 0.0701497868, -0.1166138723, -0.0648014024, 0.0364836194, -0.0016952468, -0.0356001817, -0.087436527, 0.1124115735, 0.1159453243, 0.024664646, 0.0139678782, -0.0626047477, -0.0550119504, -0.0287475642, -0.052146744, -0.097321488, -0.0017325542, 0.1421142071, 0.0219546389, -0.1507098228, 0.045604527, -0.0440764166, 0.0540568829, -0.0807988048, -0.0440047868, 0.0342392102, 0.0643238723, 0.0936922282, -0.0119264191, -0.052242253, -0.0864814594, -0.0369611531, -0.0561102815, 0.0524332672, -0.1028608903, 0.0707228258, -0.0516214557, -0.0866247192, 0.0838072672, 0.0163913649, -0.0354091674, 0.094695054, 0.0477534309, 0.0264792759, -0.0462969504, 0.0630822778, 0.0605513491, 0.0775993243, 0.105821602, -0.0400651284, 0.058879979, -0.0199967492, 0.0414977297, 0.0115921451, -0.0285565518, 0.0380356051, 0.0627002567, -0.0191968791, -0.0851921216, 0.0414499752, 0.083281979, 0.1032429114, 0.0960799009, 0.0673323348, 0.0718689114, 0.016152598, -0.0453418829, 0.0306815784, -0.0060229013, -0.0485413596, 0.0019086449, -0.0050529097, -0.0719644204, 0.1448839009, -0.0162719805, -0.1162318513, 0.0817538723, 0.0388235375, 0.023124598, -0.0797004774, -0.0915433243, 0.059882801, 0.0265986603, 0.0274582226, 0.0709138438, -0.03612547, -0.0140036931, -0.0676188543, 0.052910801, -0.0135261593, 0.0578771569, 0.1402995735, 0.0372715518, -0.0352181531, 0.0375580713, 0.0884871036, 0.0954591036, -0.0014311105, -0.1506143212, -0.0691469684, 0.0059930556, 0.0328543596, -0.1218667552, 0.0333318934, -0.009485025, -0.0070018466, -0.0664727762, -0.0048977113, -0.0222769752, 0.0130008711, 0.0119502954, -0.0054856753, 0.079891488, -0.0008080776, 0.0267657973, 0.0185283311, 0.0275776051, 0.0353375375, 0.0534360893, 0.0673800856, -0.0235066265, -0.0344302244, 0.118332997, -0.0111683337, 0.0904927477, 0.0505708829, 0.0412350856, 0.0151020223, 0.011998049, 0.0342630856, -0.0302517973, -0.0315888934, -0.0084284805, 0.0923551321, 0.0671413243, -0.0300846603, -0.0156750642, -0.0404949076, -0.0003262529, -0.0291534681, -0.0442196764, -0.0383937582, -0.0695767477, 0.0051514013, -0.0566833206, -0.0478966907, 0.0190416798, -0.0509051569, 0.056301292, -0.0533883348, 0.0051305089, 0.0739700645, -0.0338094272, -0.0325678401, 0.0427154414, 0.0345734842, -0.0107385525, -0.111265488, 0.0219188239 ]
712.154
Ganna Ivashchenko
K. Kowalik, M. Hanasz
Initial Magnetization of Galaxies by Exploding, Magnetized Stars
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 49-53, 2007
null
null
astro-ph
null
We conduct a series of magnetohydrodynamical (MHD) simulations of magnetized interstellar medium (ISM) disturbed by exploding stars. Each star deposits a randomly oriented, dipolar magnetic field into ISM. The simulations are performed in a Cartesian box, in a reference frame that is corotating with the galactic disk. The medium is stratified by vertical galactic gravity. The resulting turbulent state of ISM magnetized by the stellar explosions is processed with the aid of Fourier analysis. The results leads to the conclusion that the input of magnetic energy from exploding stars is additionally multiplied by differential rotation. The resulting magnetic field appears to grow up in small-scale component, while the total magnetic flux remains limited. Our results indicate that magnetic field originating from exploding stars can be a source of initial magnetic fields for a subsequent dynamo process.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:17:56 GMT" }, { "version": "v2", "created": "Fri, 14 Dec 2007 15:29:15 GMT" } ]
2011-11-10T00:00:00
[ [ "Kowalik", "K.", "" ], [ "Hanasz", "M.", "" ] ]
[ -0.001481081, 0.1006751209, -0.0936631784, -0.0417389758, -0.0835803151, 0.0086689619, 0.021931516, 0.0090592252, -0.0122900931, -0.071961984, 0.037183769, 0.0928442702, -0.0707847998, -0.0440677591, 0.0552254505, 0.1057421491, -0.0625956655, -0.0315025598, -0.0320143811, 0.0036275289, -0.1029783189, -0.0043472769, 0.0163014885, 0.0869071484, -0.1217109561, -0.0126035837, -0.04703632, 0.0274335872, 0.0181824286, -0.0581940077, 0.0615208447, -0.0206519645, -0.0981672034, -0.0726273507, -0.1063563302, 0.2219254375, -0.0366975404, 0.0452449471, -0.0743675381, -0.015021936, 0.0436071195, -0.0795369297, -0.0886473358, 0.1159785613, 0.024221912, -0.0370814055, 0.019167684, -0.029250551, 0.1161832884, -0.0337289795, -0.0522824787, 0.0298135541, 0.0207415316, -0.0961711034, 0.0101980269, -0.0579380989, -0.0288410932, 0.0335498452, -0.0870606974, -0.0068711923, -0.0660760477, -0.0704265237, 0.0356994905, 0.0252967365, -0.0625444874, 0.1260102391, -0.0146380709, -0.0148300035, 0.0589105561, 0.1294906288, -0.0434791632, -0.0670485049, -0.0304533299, -0.0246953461, -0.0231854767, -0.0577845536, -0.0125268102, -0.0165318064, -0.0217011962, 0.0694540665, 0.0608042926, -0.0244010501, 0.0516682938, -0.0524104349, -0.0309139676, 0.130207181, 0.0120725697, -0.0776431933, -0.0516938865, 0.0005678011, -0.0354691707, -0.0203704629, 0.0059211254, -0.1115768999, 0.0131409951, -0.0078116627, 0.0917182639, -0.0751352757, 0.119049482, 0.0999073908, 0.0179777015, 0.041329518, 0.0026134842, -0.0794857517, 0.1754521281, -0.0331403874, -0.0020968653, 0.0468060002, 0.0436327122, 0.0077476851, 0.1123958156, -0.0013579242, -0.0325773843, -0.0397684649, -0.09883257, -0.0770801902, -0.0223281756, 0.0397428758, -0.0943797305, 0.0175554492, -0.035801854, -0.0156233255, 0.0074277972, 0.0536388047, 0.0186558627, -0.1292859018, -0.0233774092, -0.0105754947, 0.0586546473, 0.0160327815, 0.0197178908, 0.0003826659, -0.0414574742, -0.0693516955, -0.0839897692, 0.0283292737, -0.0238636378, -0.0479575954, 0.019078115, 0.0515403412, 0.0216500144, -0.105537422, 0.0014115054, 0.0173379239, 0.0058731423, -0.0055820439, -0.0538435318, 0.034778215, -0.009436693, -0.0315537453, 0.0015130698, 0.0050478312, 0.0262563992, -0.0664855018, 0.0073446264, -0.091974169, 0.0232878402, 0.0014107057, 0.015725689, -0.0946356431, -0.0180544741, 0.0074853771, -0.1042578667, -0.0512844287, -0.0662807748, 0.0677650571, -0.0389239602, -0.0525639802, -0.1016475856, -0.1511918157, 0.0050926157, -0.1307189912, -0.0687375143, -0.0369278602, 0.034599077, 0.1088130698, -0.0731391683, -0.1113721728, -0.0835291296, 0.0230063386, -0.0035955401, 0.0251815766, 0.0019673107, -0.0432488471, -0.034778215, 0.1316402704, 0.0370814055, 0.0326797478, 0.0148555944, -0.0843992233, -0.0275359508, -0.0243242774, -0.1018011272, -0.0268705841, -0.1326639205, -0.0584499203, 0.0412271544, -0.0196411181, -0.0539970808, 0.0884426087, 0.0713989809, 0.0965805575, 0.0702217966, -0.087623693, -0.1172069311, 0.1073799729, -0.0248744842, 0.0631074905, -0.0461918153, 0.0427882075, 0.085422866, -0.0866000578, -0.0477784574, 0.0334218889, 0.0192956384, -0.0453473106, -0.1446405202, 0.0647964925, 0.0210870113, 0.0140878633, -0.0200249832, 0.0169284679, -0.0397428758, 0.0495186485, -0.0002469135, -0.0050350358, 0.1090177968, -0.0308883768, 0.083222039, 0.1240653247, -0.0406897441, -0.0092127714, 0.054969538, -0.002212025, 0.0559931807, -0.0130770179, 0.0104091531, 0.0768754631, -0.0160839651, -0.0163654648, 0.0003404807, 0.0620326623, 0.0535876229, 0.0170052405, -0.0488276891, 0.1092225313, -0.0072678532, 0.0315025598, -0.0227376334, -0.0727297142, 0.0424811132, 0.0036211312, -0.0358786285, 0.0438118465, 0.0198330507, -0.0147020482 ]
712.1541
Emma Rigby
E. E. Rigby, P. N. Best, I. A. G. Snellen
A sample of mJy radio sources at 1.4 GHz in the Lynx and Hercules fields - II. Cosmic evolution of the space density of FRI radio sources
27 pages, 9 figures, accepted for publication in MNRAS
null
10.1111/j.1365-2966.2008.12839.x
null
astro-ph
null
In this paper the cosmic evolution of the space density of Fanaroff & Riley Class I (FRI) radio sources is investigated out to z ~ 1, in order to understand the origin of the differences between these and the more powerful FRIIs. High resolution radio images are presented of the best high redshift FRI candidate galaxies, drawn from two fields of the Leiden Berkeley Deep Survey, and previously defined in Rigby, Snellen & Best (2007, Paper I). Together with lower resolution radio observations (both previously published in Paper I and, for a subset of sources, also presented here) these are used to morphologically classify the sample. Sources which are clearly resolved are classified by morphology alone, whereas barely or unresolved sources were classified using a combination of morphology and flux density loss in the higher resolution data, indicative of resolved out extended emission. The space densities of the FRIs are then calculated as a function of redshift, and compared to both measurements of the local value and the behaviour of the more powerful FRIIs. The space density of FRI radio sources with luminosities (at 1.4 GHz) > 10^25 W/Hz is enhanced by a factor of 5-9 by z ~ 1, implying moderately strong evolution of this population; this enhancement is in good agreement with models of FRII evolution at the same luminosity. There are also indications that the evolution is luminosity dependent, with the lower powered sources evolving less strongly.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:20:43 GMT" } ]
2009-11-13T00:00:00
[ [ "Rigby", "E. E.", "" ], [ "Best", "P. N.", "" ], [ "Snellen", "I. A. G.", "" ] ]
[ 0.027164869, 0.0006493019, 0.0515080802, -0.0560740344, 0.027780503, 0.0323464572, -0.0296017546, -0.0431970134, -0.0660267919, -0.0329107903, -0.0253051389, -0.0307047665, -0.067617178, -0.0190077126, 0.0281139705, 0.0493020564, -0.0262670685, 0.014839354, -0.0991684422, 0.0259079486, 0.0021114335, -0.0582287535, 0.0180970859, -0.0279087592, -0.0592035092, -0.0433252715, -0.0006673381, -0.0009402854, 0.0677197874, -0.0678223893, 0.0989632308, -0.0320642926, -0.0632564351, 0.01404416, -0.1694020629, 0.0848036408, 0.0367585048, -0.017186461, -0.0245227702, -0.0008721487, -0.0012000061, -0.0419144444, -0.0499946438, -0.0282422286, 0.0160834491, -0.054996673, 0.006804043, -0.0324490629, 0.041016642, 0.015519117, -0.1442636698, 0.0331160016, 0.0014949976, -0.137696892, -0.0858810022, 0.0269340053, 0.0033058284, 0.0920886472, -0.0902930498, -0.0221884903, -0.0566896684, -0.0513285175, 0.0705414414, -0.061101716, -0.0173147172, 0.1053760871, -0.0517645925, 0.0348346457, 0.1624248773, 0.1018361896, 0.0064256843, -0.0681815073, -0.0431713611, 0.0193796586, 0.0718240142, -0.0513028689, -0.016198881, -0.0049731717, -0.1297962517, -0.0294734966, 0.082392402, 0.041324459, -0.0676684827, -0.0444539338, 0.0408627354, -0.0158782378, -0.0255873054, 0.0309356283, -0.0303199943, -0.0184177291, 0.0502511598, -0.05530449, -0.0616660453, -0.06171735, -0.0405549183, -0.1172783524, 0.0463008396, -0.040093191, 0.1430323869, 0.0259464253, 0.0677197874, 0.0621790737, -0.0279857144, -0.096192874, 0.034065105, -0.0576644242, 0.0559201241, -0.0470703803, -0.0317051709, -0.0375023969, -0.0393492989, -0.0089715887, 0.0167247355, 0.0762873664, -0.0924477652, 0.000268338, -0.1178939864, 0.041196201, -0.0378358662, 0.031166492, -0.0185203347, 0.0290374234, 0.1057865098, 0.054945372, 0.1021953151, -0.0699258074, 0.0516619869, -0.0110429423, -0.0397597216, -0.0514567755, 0.156268537, -0.0896774158, 0.0382975899, -0.0209700465, -0.0960389674, -0.0038092379, 0.0727987662, -0.0740813389, 0.0576131195, 0.0144802341, -0.0430174544, 0.0467112623, 0.0566383637, 0.0404266603, 0.1068125665, 0.0970137194, -0.1131741256, -0.0307817198, 0.0456595533, 0.0227528214, -0.0143006742, -0.0242790822, -0.0782368705, -0.0895748064, -0.0052938145, -0.0214189477, 0.0518158972, 0.0151471719, -0.0309869312, -0.0861888155, -0.0812124386, 0.1148158163, -0.1475470513, 0.030730417, 0.0149291344, -0.0493533574, -0.0572026968, -0.0594087206, -0.1433402151, 0.0390158296, -0.0391440876, -0.0762873664, -0.0049282815, -0.0497894324, -0.0030893947, 0.0448387079, 0.0078108613, -0.0379897729, -0.001837284, 0.0199824665, -0.0094076637, 0.1072229892, 0.0312947482, 0.0716188028, -0.007329897, -0.0135439569, -0.020136375, 0.0482759997, 0.0616147444, -0.0670528486, 0.005021268, 0.0898826271, 0.0470960326, 0.1874606758, -0.008253349, -0.0097539574, 0.0192514006, 0.02808832, -0.0209956989, 0.0423761681, 0.0916782245, 0.1039396077, 0.0219961051, -0.0224193539, -0.0801350772, -0.1052734852, 0.0672067553, 0.0571000911, 0.0001747504, 0.0740300342, 0.0811611339, 0.0399905853, 0.0626408011, 0.0088497447, -0.0990145355, -0.0043382989, -0.1009640396, 0.0448387079, 0.0997327715, 0.0204185415, -0.023342805, 0.08141765, 0.0708492622, 0.1226138547, 0.046377793, 0.0581774525, 0.0439152531, -0.0573053025, 0.0056625539, 0.0321155936, 0.05530449, 0.0560227297, -0.1144053936, -0.0221756641, -0.0398110263, 0.0548427664, 0.0267031416, 0.0250742771, -0.0275496393, -0.1039909124, -0.054945372, 0.0495072678, -0.0384515002, 0.0313973539, -0.0337829366, -0.0390158296, -0.0603834763, -0.0359120071, 0.1856137812, -0.0399905853, 0.1095829234, 0.0299095716, 0.0553557947, 0.0039695594, -0.0356041901, -0.0045114458 ]
712.1542
Ganna Ivashchenko
S.L. Malchenko
Duplicity and Evolution Status of the Early-Type Be Star V622 Per, the Member of the ChiPer Open Star Cluster
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 59-63, 2007
null
null
astro-ph
null
Radial velocities analysis based on high-resolution spectra, obtained in the H$\alpha$ region and low resolution spectra obtained in the region 4420-4960\AA together with radial velocities, taken from other published sources allow us to calculate orbital parameters of the massive binary system V622 Per. It is shown that the system has an orbital period 5.214(29) days, T$_0$ = 2450661(4) and is a post mass transfer binary. From light curve analysis of the ellipsoidal variability we obtained inclination angle of the system and temperature of the components. Luminosity ration of the components was found of about 4:1. T$_{eff}$ and $log g$ were estimated for each component. It is shown that primary, less massive but more bright star, is an evolved object that has lost large part of its mass during the evolution. Estimations of chemical composition of the primary show noticeable enrichment by products of the CNO cycles. E.g. He/H reaches 0.18, nitrogen is in excess of about 0.5 dex, carbon has low abundances (by 2-3 dex lower) and oxygen has 1 dex lower than solar abundance. The possible evolution of the binary with the known age 14 Myrs is discussed.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:25:42 GMT" } ]
2007-12-11T00:00:00
[ [ "Malchenko", "S. L.", "" ] ]
[ 0.1063122451, -0.0083091268, 0.0751094893, -0.047528483, -0.0398670919, 0.0286675319, 0.0817400739, -0.0316206515, 0.0368861146, -0.0249761343, -0.0154063608, -0.0833002105, -0.1800844818, -0.0286675319, 0.0727135614, 0.0912123397, 0.0077728294, -0.0817400739, -0.0849160701, 0.0958370343, 0.0041092914, -0.0417336859, 0.0140899941, 0.064578563, -0.0560813807, -0.0760009959, -0.0754995272, -0.0630184263, 0.0666958913, -0.1430869251, 0.0266337804, -0.0538247526, 0.0649685934, -0.0225244891, -0.1449813694, 0.090989463, 0.0342673138, 0.0354095548, -0.1775213927, -0.0492836386, -0.1386293918, -0.0050600003, 0.0207554046, 0.0840245634, -0.0492836386, -0.0422351584, 0.0394213386, 0.007960882, 0.0591180772, 0.018791303, -0.0218697879, -0.016061062, 0.0394492, -0.0051784036, -0.0021626018, -0.0310077388, -0.001202316, 0.0120074889, 0.0032735034, -0.0257562026, 0.0195156522, -0.0184291285, 0.0090195462, -0.0183455478, 0.0348802246, -0.0005950637, -0.0356324315, 0.1132214293, -0.0237781722, 0.035465274, 0.0078146188, 0.038000498, -0.0512895286, -0.1170103326, 0.0232349094, 0.0694261342, 0.0444639251, 0.018596286, -0.0139855212, 0.0942211747, 0.0175376199, 0.0103707369, 0.0202539321, 0.0330414884, 0.0622383542, -0.0122164357, 0.0178858656, -0.0067838132, -0.1250339001, -0.1379607618, -0.0008949898, -0.0075360225, 0.0281660594, -0.0223712623, 0.0966728255, -0.0586166047, -0.0270238146, -0.1206877977, 0.0683117509, 0.0396999344, -0.068256028, 0.0708748326, -0.0325678773, 0.0094722649, -0.0263691153, 0.0531282648, -0.012731839, 0.0204489492, 0.0022775226, -0.0050356234, -0.0066166557, -0.0131984875, -0.0406471603, 0.0153506417, -0.045522593, 0.0147516597, 0.0561370999, 0.0288904086, -0.113109991, 0.0290854257, -0.1244767085, 0.0136860302, -0.0180112328, -0.045996204, -0.0233742073, -0.0993473455, 0.0718777776, -0.0425137542, -0.0325678773, -0.0354374163, 0.0728807226, -0.0916023776, -0.0088245291, -0.0776725709, -0.1004060134, -0.0493114963, 0.0507880561, -0.0927724764, -0.0210061409, 0.019668879, 0.0193484947, -0.0987901539, -0.0593409538, 0.0308127217, -0.0332086459, 0.0940540209, -0.0502308644, 0.0100573171, -0.109376803, -0.0217165612, -0.0530168265, -0.0133935045, 0.0021434482, -0.0448818207, -0.0557749271, -0.0400621109, 0.0713205859, -0.0248925555, -0.0529332459, -0.0530725457, -0.032790754, -0.0703733563, -0.0536297373, -0.0090961605, 0.0105239656, 0.0683117509, -0.0250318535, -0.0013999451, -0.1788586527, -0.0268427283, 0.0274834987, 0.0188748818, -0.0259790793, -0.0493950769, -0.0476120636, 0.0156849567, 0.0913795009, -0.1668232977, -0.1435326785, -0.072267808, -0.0345459096, 0.108373858, 0.1231394485, -0.0444082059, -0.135174796, -0.0132681364, -0.0176211987, 0.0531282648, 0.0387527086, 0.0263551846, 0.027594937, 0.066250138, 0.0758338422, -0.0184987765, -0.0932739526, -0.0199056864, 0.0689803809, -0.03025553, -0.0238478202, -0.0172590241, 0.1645945311, 0.0795113072, 0.115784511, -0.0550784357, -0.0411764942, -0.1158959493, 0.0084553892, -0.0046490715, -0.0601210222, 0.055384893, 0.0997930989, 0.0003108087, -0.0571121871, 0.0509552136, 0.0126691544, -0.0001412569, -0.0734936371, 0.0313699134, -0.027594937, 0.0158521142, -0.1308286935, 0.0387248471, 0.0330136307, 0.0719892159, -0.0162142888, 0.0035329459, 0.092661038, -0.0182480402, -0.042318739, 0.034462329, -0.0345459096, -0.0185823552, -0.0881477818, -0.0457176082, 0.0086155823, 0.0014304165, -0.0552455932, 0.0621269159, 0.0239453297, -0.0053594913, -0.1211335585, 0.1503304243, -0.0212986674, 0.1145586893, 0.0038690025, 0.0202957205, -0.0520695969, -0.0399506725, 0.0193624236, 0.0226219986, 0.1025233418, 0.0049624918, -0.0116104893, -0.0486150086, -0.0023541364, 0.0271073934 ]
712.1543
Antonio Negretti
Antonio Negretti, Carsten Henkel, and Klaus Molmer
Quantum-limited position measurements of a dark matter-wave soliton
RevTex4, 5 pages, 1 figure
Phys. Rev. A 77, 043606 (2008)
10.1103/PhysRevA.77.043606
null
quant-ph
null
We show that the position of a dark matter-wave soliton can be determined with a precision that scales with the atomic density as $n^{-3/4}$. This surpasses the standard shot-noise detection limit for independent particles, without use of squeezing and entanglement, and it suggests that interactions among particles may present new advantages in high-precision metrology. We also take into account quantum density fluctuations due to phonon and Goldstone modes and we show that they, somewhat unexpectedly, actually improve the resolution. This happens because the fluctuations depend on the soliton position and make a larger amount of information available.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:26:57 GMT" }, { "version": "v2", "created": "Mon, 7 Apr 2008 08:25:43 GMT" } ]
2008-04-07T00:00:00
[ [ "Negretti", "Antonio", "" ], [ "Henkel", "Carsten", "" ], [ "Molmer", "Klaus", "" ] ]
[ 0.0430404767, 0.0579245761, 0.0169240497, 0.0259653199, -0.0640192479, 0.0666384473, -0.0610978343, 0.0469944589, -0.0955503657, -0.0514269471, 0.0483544283, 0.095701471, -0.1963391304, 0.0412523709, 0.0946437195, 0.0399679579, -0.0238875914, 0.0367443264, 0.0548520535, 0.0608963557, -0.0062457803, -0.0429649241, 0.0321103632, -0.0655806959, -0.0269223358, -0.0632637069, 0.05318987, -0.0308259483, 0.0632133409, -0.0434434302, 0.0607956201, -0.0397412963, -0.0162818432, -0.0904630721, -0.0814469904, 0.1273333281, -0.0333444066, 0.0150729818, -0.1782062203, -0.0902112275, -0.0407738648, -0.0667895526, -0.0672428757, 0.0942407623, -0.008871275, -0.0568668209, -0.0964066386, 0.0148463203, -0.0390361249, -0.0268215965, -0.0253357049, 0.0869372338, 0.0138137517, 0.0059813419, -0.0623066947, -0.0947948247, 0.0519810095, 0.0615511574, 0.0626089126, 0.003077243, 0.0448537692, -0.1805232018, -0.0282823034, 0.0600400791, -0.0613496788, -0.0160425883, -0.041730877, 0.0358124971, -0.0210921001, 0.076460436, 0.0244290605, 0.0354599133, -0.0001461887, -0.0145566976, -0.0371724665, -0.0398420319, -0.0070139105, 0.0869875997, -0.093585968, 0.1073871255, -0.0220994838, -0.0469440892, -0.0320348069, -0.0830588043, -0.0482788719, -0.0254742205, 0.0314051919, 0.0303474404, -0.1349894404, -0.0346791893, -0.0029387278, 0.041076079, 0.0455589369, 0.002483831, -0.0122711957, -0.1849556863, 0.0894053206, 0.1170580089, 0.0222254079, -0.0699124411, 0.0132219139, 0.0347547457, 0.1143380702, -0.1625917554, 0.085023202, -0.0154255657, 0.0233587138, -0.0485307202, 0.0372480191, 0.0692576468, 0.1288443953, -0.0360391587, -0.089455694, -0.041050896, -0.0185106788, -0.0302467011, -0.0078575946, 0.0282571185, 0.0150226122, 0.079281114, -0.0323622078, 0.0848217234, 0.0652281046, 0.0508477017, 0.0359887891, -0.0415042154, -0.0080590714, -0.0819506794, -0.0765108094, 0.1143380702, 0.0680991486, -0.0060254149, 0.0341503136, 0.0313800089, -0.0562120229, -0.0541972555, 0.0300452244, -0.0029938191, 0.1209868044, 0.0222379994, 0.0653792173, 0.0508225188, 0.046818167, 0.0568668209, 0.0612993091, 0.0683510005, -0.0115786185, -0.0029481719, 0.0399931408, -0.0078072255, -0.0219987463, -0.02492016, 0.0295919031, 0.0685021058, 0.053038761, -0.0470448285, 0.0203869324, 0.1085959822, -0.0152996434, -0.065782167, 0.0057987538, 0.0580253117, 0.0516284257, -0.0176669955, 0.0562120229, -0.0006559801, 0.105573833, -0.0259149503, -0.0791300088, -0.0173270032, 0.0063307784, 0.0069887261, -0.0288867336, -0.030095594, 0.0315311179, 0.03966574, 0.0266201198, -0.0739923492, -0.120382376, 0.0307755787, 0.0678976774, -0.0050526601, 0.1359968334, -0.0594860204, 0.0023956848, -0.0410005264, -0.0441737846, 0.1261244714, 0.0248571988, 0.00395713, -0.0407486781, 0.104264237, 0.0830588043, 0.0645733103, 0.0590830669, -0.0243912823, 0.0360895284, 0.0725316405, -0.0051376577, -0.0621555857, -0.0114967693, 0.0356865749, 0.0654295832, -0.0407234952, -0.0177047718, 0.000005048, 0.0882972032, -0.0005587832, -0.1337805837, 0.0213439465, 0.0437708311, 0.0569675602, 0.098522149, -0.0591334365, -0.0822025239, 0.0274008419, -0.052383963, 0.0371976495, -0.0074861217, 0.0755537897, -0.0528372861, 0.1109129712, -0.0128693292, 0.0708190873, 0.0587304831, 0.0382554047, 0.0590326972, -0.0377265289, 0.0257638432, 0.0005335986, 0.0486314595, 0.0042467527, -0.0954496264, 0.0215957928, -0.0314051919, 0.0083675822, -0.0075742677, 0.0246431287, -0.0623570643, -0.0752012059, -0.0271489955, -0.1222964078, 0.022288369, 0.0580253117, -0.0344273448, -0.0359132364, -0.0773167163, 0.0351576991, 0.0928807929, -0.1160506234, 0.0467426144, 0.0646236762, -0.0736397654, 0.0265193805, -0.0278541651, 0.0313296393 ]
712.1544
Paul Frampton
Paul H. Frampton and Shinya Matsuzaki
Study of $T'$ Flavor Symmetry
This paper has been withdrawn by the authors
null
null
null
hep-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
A systematic study of the flavor group $T^{'}$ is presented in terms of a specific model which extends the standard model symmetry to $[SU(3) \times SU(2) \times U(1)]_{(local)} \times [T^{'} \times Z_2 \times Z_2^{'} \times Z_2^{''}]_{(global)}$. In the model, approximate tribimaximal mixing occurs in the neutrino sector. There is also one new formula relating a quark mixing parameter to quark masses. Most exciting are new formulas relating lepton and quark mixing parameters of the type usually associated with grand unification but here relying only on the group structure of $T^{'}$. Flavor-changing neutral currents in the model lead to lower bounds on scalar masses.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:28:43 GMT" }, { "version": "v2", "created": "Wed, 12 Dec 2007 23:38:26 GMT" }, { "version": "v3", "created": "Thu, 17 Jul 2008 02:21:21 GMT" } ]
2008-07-17T00:00:00
[ [ "Frampton", "Paul H.", "" ], [ "Matsuzaki", "Shinya", "" ] ]
[ -0.0469201468, -0.0397608019, -0.0416827723, -0.0051622973, -0.0405536145, 0.0407698378, 0.0332260951, 0.0960505605, -0.0679417178, -0.0182106867, -0.0727946982, -0.0089191524, -0.0036367318, 0.1330965757, -0.0200365614, 0.006732909, 0.054680109, 0.0763022974, 0.1160871238, 0.0556891449, -0.0750530139, -0.1404961646, 0.0061082682, 0.1086875275, -0.0104206931, -0.0343312286, -0.0744764209, -0.0353642888, -0.0007702904, 0.0037058028, 0.001876926, -0.0363493003, -0.0677975714, -0.1326160878, -0.0393043309, 0.0484336987, -0.0084686903, 0.0837499425, -0.0613109134, -0.0064986688, -0.0851914212, 0.0382472463, -0.0701039359, 0.0527581386, 0.0595330894, -0.0166490842, -0.0141985696, -0.0101924594, -0.1060928702, -0.0387277417, 0.001278562, 0.0020781325, -0.0156400483, -0.0929754078, -0.0932637006, 0.0180305019, -0.0078620678, 0.0525178909, 0.0477850363, -0.0388478637, -0.0825006589, -0.0586201549, -0.0097720278, 0.0432684012, -0.0162046291, -0.1024411172, -0.0665002391, -0.0018423906, 0.0403614156, 0.0472084433, -0.0980686322, -0.030799605, 0.0666924343, 0.0461033098, 0.0123126348, 0.0271238331, -0.009273516, 0.0435086451, -0.0253700335, 0.032697551, -0.0101444097, -0.0245652068, -0.0483616255, 0.0431722999, -0.0489141941, 0.0013100944, 0.0471844189, 0.0874977857, -0.0761101022, 0.0074716671, 0.0493946858, 0.0054806238, -0.0374544337, 0.0573708713, 0.1358834356, -0.1205076575, 0.0548242591, -0.039688725, 0.0115678702, -0.0566020831, -0.0087449737, -0.0199644864, -0.0476408862, -0.0209494978, 0.088795118, -0.0162406657, -0.0171656143, -0.0303191114, -0.0246012453, 0.0420911908, 0.0775996298, -0.0100843478, -0.0489622429, -0.0142706437, -0.0101083731, -0.0662119463, -0.053478878, -0.0005660809, 0.0268835872, 0.0899963528, 0.0374304093, -0.0272920057, 0.0021682249, 0.0118201291, 0.0430281535, -0.1149339378, 0.0377187058, -0.0834135935, -0.0923988149, 0.0257784519, 0.1820107698, -0.0313041247, -0.0531905815, 0.0465838015, -0.0323371813, -0.0471844189, 0.0551606044, -0.0092374794, 0.1113782898, -0.0394244567, -0.0138141755, -0.0116639687, 0.0961947143, -0.0051893252, -0.0151235191, -0.0531905815, -0.0256823543, 0.0772632807, 0.0074536488, -0.005522667, -0.1182012931, -0.0591006465, 0.0541515686, 0.0478571095, -0.0402172692, -0.1753799617, 0.043436572, 0.0654431581, 0.0127570909, 0.0163487755, 0.0481213816, 0.0388478637, -0.0636653304, 0.0152556542, 0.0457669646, 0.0222348161, -0.1090719253, 0.0155559629, -0.0927351639, -0.1961372644, -0.0229795799, -0.00552567, -0.0634731352, -0.0868731439, 0.0848070234, -0.0071953838, -0.1123392805, -0.0829331055, -0.0529983863, 0.0743803233, 0.1084953323, 0.0706805289, -0.0603499301, -0.0271238331, -0.0904287919, 0.0187872779, 0.0971556976, 0.0473766141, 0.0227873828, -0.0023003605, -0.0428599827, 0.1214686483, 0.1136846617, 0.0528542362, 0.0094476948, -0.0638094768, 0.0505478717, 0.0942246914, 0.0612148158, 0.0578033142, -0.0208173618, -0.0084026223, 0.031880714, -0.1080148369, -0.1086875275, 0.0406497121, 0.1662506014, 0.0094296765, -0.1054201797, -0.0173217747, 0.0055857319, 0.062944591, 0.032697551, -0.0346675739, -0.067317076, 0.064914614, -0.1162793189, 0.0162406657, 0.0266673658, 0.1327121854, -0.0571786724, -0.0180545263, 0.0569384284, 0.0566501319, -0.0064506195, 0.0280127451, 0.0573228225, 0.0030781587, -0.0234840978, 0.0258024782, 0.0789450109, -0.0421152152, -0.075821802, -0.1095524207, -0.0509803146, -0.044517681, -0.061166767, -0.047953207, 0.0851914212, -0.0047809058, -0.012576906, 0.0549684055, 0.0304872841, 0.0790411085, 0.0173818357, 0.0110813715, 0.0007000934, -0.02019272, 0.1243516058, 0.0482174791, -0.0085527766, 0.132327795, -0.045670867, -0.055256702, -0.0655873045, 0.0647704676 ]
712.1545
Ganna Ivashchenko
E.Yu. Bannikova, M.S. Mykhailova
Distribution of X-ray Emission from Jet Knots of 3C273
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 64-67, 2007
null
null
astro-ph
null
The jet of the quasar 3C273 is observed at different spectral bands. This jet has a knot structure. Jet radiation in radio and optical bands are connected with synchrotron mechanism, while the emission mechanism producing the X-rays is controversial. We suppose that the X-rays observed for two knots nearest to the quasar can originate from the inverse Compton scattering of external source radiation on relativistic electrons. But in the jet region with constant low X-ray intensity the inverse Compton scattering on cosmic microwave background photons (IC/CMB) is essential because the energy density of external source decreases. Upon this scenario the constraints on the angle between the jet axis and line sight values have been obtained. Also, some physical parameters for two nearest knots of the jet of 3C273 have been estimated.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:29:50 GMT" } ]
2007-12-11T00:00:00
[ [ "Bannikova", "E. Yu.", "" ], [ "Mykhailova", "M. S.", "" ] ]
[ -0.07370051, 0.0694097281, -0.0314236768, 0.0134402467, -0.0395509228, 0.0753663406, -0.0413429551, -0.0139324246, 0.0062058605, -0.0723375529, -0.0085121561, 0.0536600277, -0.0223246906, 0.022375172, 0.0197249819, -0.0201540608, -0.0615853556, 0.015598258, -0.0455832593, 0.1071181372, -0.0632007122, -0.0569916926, -0.0008337054, -0.0355125405, -0.0828373507, -0.026173776, -0.037910331, -0.0239274241, 0.0823830366, 0.0319537148, 0.0085373959, -0.0362444967, -0.0608786382, -0.136093542, -0.1632516682, 0.12135344, -0.0529028289, -0.0328623503, -0.0787989646, -0.0615853556, 0.0326099508, -0.0277134106, -0.116002582, -0.0296821222, 0.0193590038, -0.0573450513, -0.0721356347, -0.0495964028, -0.0254039597, 0.0009228339, -0.0099192802, 0.058001291, -0.0250001214, -0.020355979, -0.0781427324, -0.0258961376, -0.0367492959, 0.06476558, -0.1032816693, -0.1003033593, 0.0636550263, -0.1255937368, 0.0306917187, 0.0502021611, -0.0401819199, 0.0157623179, 0.0897530839, -0.0078306785, -0.0034200065, -0.0226780493, 0.0265523754, 0.0351591818, -0.0334176272, 0.0204695594, 0.0574460104, 0.0183746479, 0.0760225803, -0.0412167571, 0.039222803, -0.0389199257, 0.1078248546, 0.0173776709, -0.0117428638, -0.0670876503, 0.0000201007, 0.0475519709, 0.0906617194, -0.0115093943, -0.0464414172, -0.0039468892, -0.0808686391, 0.085159421, -0.0836450309, -0.0502021611, 0.0808686391, 0.0809696019, 0.0537105054, -0.049798321, 0.1323580295, -0.0064014695, -0.0187027659, 0.1018682346, 0.0392732844, -0.1107526794, 0.1117622778, 0.0069157328, -0.0600709617, 0.0506817177, 0.0317013152, -0.0993947238, 0.1381127387, 0.0304645598, -0.0154089592, 0.1266033351, -0.0818277523, -0.0445231833, -0.0430845097, 0.0215043947, -0.0024340728, 0.1013634354, -0.068046771, 0.0597680844, 0.0572945736, 0.037077412, 0.0850584656, 0.0082029672, 0.0552248992, -0.0811715201, -0.0793542415, -0.0177184101, 0.1446751058, -0.1231707111, -0.0192832835, -0.0347805806, -0.0587584861, -0.0667342916, 0.110651724, -0.0676429346, -0.0389956459, 0.0322061107, 0.040711958, 0.0573955327, 0.0693087652, -0.0028063613, 0.0526504293, 0.1336705089, -0.0475014932, 0.0284958463, 0.0173902903, -0.0067453631, -0.033341907, -0.0722365901, 0.0725899488, -0.0529028289, 0.0236119255, -0.0562849753, 0.0898540467, 0.0344272219, 0.0016003674, 0.0110235261, -0.0208733976, -0.0289754048, -0.004237148, 0.0094775828, -0.0466180965, -0.036320217, -0.0788999274, 0.0241798237, -0.097526975, -0.0729937926, -0.0065876138, -0.0439931452, 0.0025192576, 0.0246593822, 0.0302121602, 0.0362949744, 0.0251389407, -0.1662804633, 0.0138314655, 0.0781427324, 0.0059156017, 0.0391975641, 0.0761235356, -0.0965678543, 0.0914189145, 0.055022981, -0.0277134106, -0.0131752277, -0.0427816287, -0.0072249211, -0.0546696223, 0.0737509876, -0.0411662757, 0.0727413893, -0.0989404097, -0.0006826604, -0.0100265499, -0.0297578424, -0.0517417938, 0.0390461236, 0.0994452089, 0.0600709617, 0.0603233613, -0.0595661625, -0.0430340283, -0.0494954437, 0.0291773248, -0.1361944973, -0.0695106834, 0.0362697355, 0.0705202818, 0.0131373676, 0.0059345313, 0.0807171986, -0.0557801798, -0.0255301595, -0.0035146561, 0.1279158145, -0.0305402782, -0.0311460365, 0.0026628093, 0.0558811389, 0.080111444, 0.0898540467, 0.0359920971, 0.0258077979, 0.1152958646, -0.0559316166, 0.1175169721, 0.0527009107, -0.0450784601, 0.1187284887, -0.0113642653, -0.0295811631, -0.0165068936, 0.0277134106, -0.0281172488, -0.0135538261, -0.0364716537, -0.1266033351, -0.011269615, 0.0252777599, -0.0689554065, 0.1756696999, 0.0069535924, -0.016721433, -0.041898232, -0.000344288, -0.0361435376, -0.0792532861, 0.0553763397, 0.0772340968, -0.0978803337, 0.0169485919, 0.027031932, 0.0248234421 ]
712.1546
Ganna Ivashchenko
V.N. Melnik, A.A. Konovalenko, B.P. Rutkevych, H.O. Rucker, V.V. Dorovskyy, E.P. Abranin, A. Lecacheux, A.I. Brazhenko, A.A. Stanislavskyy
Decameter Type III-Like Bursts
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 68-72, 2007
null
null
astro-ph
null
Starting from 1960s Type III-like bursts (Type III bursts with high drift rates) in a wide frequency range from 300 to 950MHz have been observed. These new bursts observed at certain frequency being compared to the usual Type III bursts at the same frequency show similar behaviour but feature frequency drift 2-6 times higher than the normal bursts. In this paper we report the first observations of Type III-like bursts in decameter range, carried out during summer campaigns 2002 - 2004 at UTR-2 radio telescope. The circular polarization of the bursts was measured by the radio telescope URAN-2 in 2004. The observed bursts are analyzed and compared with usual Type III bursts in the decameter range. From the analysis of over 1100 Type III-like bursts, their main parameters have been found. Characteristic feature of the observed bursts is similar to Type III-like bursts at other frequencies, i.e. measured drift rates (5-10 MHz/s) of this bursts are few times larger than that for usual Type III bursts, and their durations (1-2 s) are few times smaller than that for usual Type III bursts in this frequency band.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:34:18 GMT" } ]
2007-12-11T00:00:00
[ [ "Melnik", "V. N.", "" ], [ "Konovalenko", "A. A.", "" ], [ "Rutkevych", "B. P.", "" ], [ "Rucker", "H. O.", "" ], [ "Dorovskyy", "V. V.", "" ], [ "Abranin", "E. P.", "" ], [ "Lecacheux", "A.", "" ], [ "Brazhenko", "A. I.", "" ], [ "Stanislavskyy", "A. A.", "" ] ]
[ -0.085794501, 0.1338931173, 0.0090953913, -0.103020519, -0.0861859992, 0.0620248392, 0.0828862116, -0.0121924393, 0.0438480377, -0.0246785041, -0.0376399606, 0.0150168343, -0.1136469543, -0.0359900668, 0.0098154731, 0.0512865447, -0.0573827624, -0.0240632892, -0.0807049945, 0.0724834874, -0.0583894774, 0.0450225398, -0.1170026734, -0.0280482024, -0.0873045772, -0.0280901492, -0.0310403835, 0.1204702482, -0.0243708957, -0.0598995499, -0.0195470527, -0.0591165498, -0.0485740043, -0.0559845492, -0.0364095308, 0.0217981786, -0.0129404841, 0.0779085681, -0.0732664913, 0.035934139, 0.0118638584, -0.1165552437, -0.0540829748, 0.044994574, -0.0375001393, -0.0618570521, 0.0114024477, 0.0193233378, -0.0651009157, -0.0037297397, -0.0373882838, 0.0428972505, -0.0431209654, -0.0357943177, 0.0786915645, 0.0804253519, 0.0519297235, 0.01466728, 0.0121504925, -0.1439602673, 0.0381712839, -0.0303972047, -0.0040513296, -0.0484901145, 0.0123811979, 0.0675617754, 0.062640056, 0.0170022994, 0.0628078431, 0.1112420261, 0.0884231478, 0.0728190616, -0.0115143042, -0.0519017577, 0.0810405686, 0.0573827624, -0.0810405686, -0.0585572645, -0.0517619364, 0.0915551484, 0.1229311079, -0.0517899022, -0.1449669749, 0.0376399606, -0.0100811338, -0.0029362526, 0.0126188947, -0.1483227015, 0.0869690031, -0.0077251405, -0.0549498685, -0.0746087804, 0.020693589, 0.0505594723, -0.0192813911, -0.0449386463, 0.0966446549, -0.0188479442, 0.0607944094, -0.00256223, -0.0370527096, 0.114094384, 0.0654364824, 0.0840607136, -0.0303972047, -0.0180090163, -0.0611299798, -0.0101300711, -0.0098154731, -0.0148909949, 0.1328863949, 0.0207355358, -0.0751121342, 0.0529923663, -0.0252797361, -0.0110668754, -0.0261745937, 0.0943515822, 0.0274050236, -0.0320471004, -0.149553135, 0.0772374198, -0.0083263731, 0.0760629252, 0.0732105598, -0.0738257766, 0.0545304045, -0.0356544964, -0.0557328686, -0.0414990373, 0.0798660666, -0.1101793796, 0.043820072, -0.0449666083, -0.0599554814, -0.0483782552, -0.0147651555, -0.1222599596, -0.0304251686, -0.0002739629, 0.0885909349, 0.0171281397, 0.0869130716, 0.0423379652, 0.0623044819, -0.036353603, -0.0974276513, 0.0454420038, 0.1149892434, -0.0866334289, -0.1043628007, -0.0387305692, -0.0030411186, -0.0751121342, -0.0376399606, -0.0219659656, 0.1464211196, 0.0114723584, -0.0117799658, -0.0838370025, 0.0271533448, 0.0186661761, -0.1086693108, -0.0149888704, 0.0015467759, -0.008235489, -0.0314598493, -0.0809846371, -0.1794190109, -0.0290828813, -0.0016944624, -0.0461411104, -0.0444352888, 0.0072008097, -0.0222735722, 0.0226231273, -0.0668906271, -0.1542511284, -0.0118918223, -0.0270275045, 0.0639264137, 0.0523491874, 0.0764544234, 0.0619689114, 0.0051209643, 0.0668906271, -0.0371086374, 0.0639264137, 0.0371925309, -0.0128496001, -0.0216583572, 0.1156603843, 0.0729309171, 0.1105149537, -0.0396254286, -0.127069816, 0.0187360868, -0.0359621011, -0.025503451, -0.0028785761, 0.0682888478, -0.0408558547, 0.0697989166, -0.1040831581, 0.0181907825, -0.084787786, 0.0788034275, 0.047986757, -0.0652686954, 0.0512585789, 0.0705819204, 0.0211689826, 0.0241471808, 0.0235179849, -0.0499162935, 0.0038660658, -0.0907162204, 0.0614096224, -0.0108641339, -0.0421422161, -0.0118079297, 0.0409397483, 0.0185543187, 0.0593402646, -0.0524890088, 0.0589487664, 0.0884790793, -0.0069176713, 0.0366612114, 0.0312081687, 0.023713734, -0.0102559105, 0.0161493886, -0.0233921446, -0.0235459488, 0.0417507142, -0.0150168343, 0.0281320959, 0.03134799, -0.0257970765, -0.0132201277, 0.0517899022, -0.0818794966, 0.0390102118, -0.0625841245, -0.011556251, -0.0436243229, -0.0800338537, -0.0275588278, -0.0249581467, -0.011437403, -0.0089765433, -0.1649894267, -0.0310124196, -0.0068792203, 0.0427574292 ]
712.1547
Ganna Ivashchenko
M. Jarosik, S. Starzynski, M. Szczesniak, R. Szczesniak, A. Ceglarek
The First Steps of Radio Astronomy in Czestochowa
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 73-76, 2007
null
null
astro-ph
null
In the paper, technical documentation and the principle of operation is presented. "KLAUDIA" radio telescope was built in Rabka in 2007 and it is used to receive secondary radio waves, emitted by the Earth's ionosphere at frequency of 40 kHz.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:39:33 GMT" } ]
2007-12-11T00:00:00
[ [ "Jarosik", "M.", "" ], [ "Starzynski", "S.", "" ], [ "Szczesniak", "M.", "" ], [ "Szczesniak", "R.", "" ], [ "Ceglarek", "A.", "" ] ]
[ -0.0680393726, 0.1433296502, -0.0372478329, -0.1284305155, -0.1352841258, 0.1108495444, -0.0498872623, -0.0053512719, -0.0356834233, -0.0835344717, 0.0102617778, -0.0845277458, -0.0581066161, 0.0180279501, 0.1172065064, 0.1192923859, -0.0426611826, -0.0374713168, -0.0349384658, 0.1213782653, -0.0613347627, -0.0465101264, -0.0698769316, -0.0712675154, -0.0112736765, -0.1476007402, -0.0705722272, 0.0239379406, -0.0163393822, 0.0102493614, -0.057113342, -0.0667481124, -0.0761345699, -0.0433813073, -0.0168980993, -0.0702742413, -0.0147749735, 0.0088525675, -0.0514516719, -0.0495396145, -0.0566663668, -0.0252043661, -0.0210450254, -0.100668475, -0.0773761645, 0.0349384658, 0.0054878471, 0.1373700052, 0.0461376458, -0.0282586887, 0.005965861, 0.0881035402, -0.024384914, -0.0434806347, -0.0090760551, -0.003113298, 0.0449953787, 0.0883021951, -0.0324801095, 0.0267687757, -0.0061645163, 0.036726363, 0.0796110332, -0.076482214, -0.0078344606, 0.0247325599, 0.0455913469, 0.0078282524, 0.0333492234, 0.0620797202, 0.1461108327, -0.0986322612, -0.0409726128, -0.1033999771, -0.004842218, -0.1135313883, -0.0458644964, 0.0513523445, 0.0963477269, 0.0638179481, 0.0372230001, 0.0162773021, -0.0198406782, 0.0153088588, 0.042437695, -0.0233171433, 0.0351122878, -0.0294257868, 0.0044107642, 0.0205980502, -0.0206104666, 0.0273895729, -0.0052395281, 0.0865142941, 0.075836584, 0.0457403362, 0.0829385072, -0.0576596446, 0.0986322612, -0.033547882, 0.0231433194, -0.0301707443, 0.0230936557, -0.0377941318, 0.0072074556, 0.0944605023, 0.0160041507, 0.0310398601, 0.028556671, -0.0077103013, -0.1099556014, -0.0343921632, -0.0738500357, -0.0460134894, 0.0302700717, -0.0098644672, -0.0433068126, -0.0701749176, 0.0164014623, 0.0579576269, -0.0370740071, 0.0501107499, 0.004609419, 0.0015411291, 0.1112468541, -0.0408981182, 0.1386612654, -0.1424357146, -0.0005963533, 0.03039423, 0.0345411561, -0.1072737575, 0.0559214093, -0.020622883, -0.0233047269, 0.0035199202, 0.0183259323, -0.0975893214, -0.0150853721, 0.0204987228, 0.1334962249, 0.0461873114, -0.0128380861, 0.0463114716, -0.0271660853, -0.0200145021, -0.0426860154, 0.000223875, -0.0396316908, 0.0150108756, -0.0585039258, 0.0666984469, 0.0173823219, -0.098234944, -0.0803063214, 0.0536368787, 0.0931195766, 0.0124035282, -0.0907357186, -0.00527988, 0.0041810689, 0.0206477139, 0.0033367849, 0.0351122878, 0.0244842414, -0.0473047458, 0.0286063347, -0.051799316, -0.142634362, 0.064960219, 0.0013401459, -0.0170719232, -0.0177423842, 0.035062626, -0.103995949, 0.084329091, -0.0170470905, -0.0401283316, -0.0111371018, -0.1542556882, -0.0434558019, -0.0439772718, 0.0747439787, -0.0457403362, 0.0338458642, 0.031735152, -0.0286559984, -0.0387129113, -0.0054909512, 0.0040786373, -0.0878552198, -0.0521469638, 0.0247573927, 0.1128361002, -0.0504832268, 0.0153088588, -0.0143652475, -0.0237889476, -0.0128753334, 0.0439524427, -0.0115033723, -0.0259741545, 0.0744460002, -0.0187232438, -0.1031019986, -0.023478549, 0.0545308255, -0.009858259, -0.0800083429, -0.0021231263, 0.0621790476, -0.0610864423, 0.0051960726, -0.0351619534, -0.0725587755, 0.0866136253, -0.0869116038, 0.0654568523, 0.0304190628, 0.0276875552, -0.0602421612, 0.0234537181, 0.001105795, 0.033076074, 0.0875075758, 0.0483725183, 0.0043642041, 0.048074536, 0.2042174488, 0.0165628698, -0.0569146872, 0.0167615246, 0.0956524312, 0.0411712714, 0.0660528243, 0.1290264875, 0.0620797202, 0.0275882278, -0.0277123861, 0.0052364245, -0.0248691346, -0.0408732854, -0.0864149705, -0.0082007311, 0.0310895238, -0.0552757829, -0.0093554137, -0.1407471448, 0.050781209, -0.0256016757, 0.0941128507, 0.0878552198, -0.0748929754, -0.0801573321, 0.0502597392, 0.1529644281 ]
712.1548
Aldo Morselli
M. Alvarez, D. D'Armiento, G. Agnetta, A. Alberdi, A. Antonelli, A. Argan, P. Assis, E. A. Baltz, C. Bambi, G. Barbiellini, H. Bartko, M. Basset, D. Bastieri, P. Belli, G. Benford, L. Bergstrom, R. Bernabei, G. Bertone, A. Biland, B. Biondo, F. Bocchino, E. Branchini, M. Brigida, T. Bringmann, P. Brogueira, A. Bulgarelli, J. A. Caballero, G. A. Caliandro, P. Camarri, F. Cappella, P. Caraveo, R. Carbone, M. Carvajal, S. Casanova, A. J. Castro-Tirado, O. Catalano, R. Catena, F. Celi, A. Celotti, R. Cerulli, A. Chen, R. Clay, V. Cocco, J. Conrad, E. Costa, A. Cuoco, G. Cusumano, C. J. Dai, B. Dawson, B. De Lotto, G. De Paris, A. de Ugarte Postigo, E. Del Monte, C. Delgado, A. Di Ciaccio, G. Di Cocco,, S. Di Falco, G. Di Persio, B. L. Dingus, A. Dominguez, F. Donato, I. Donnarumma, M. Doro, J. Edsjo, J. M. Espino Navas, M. C. Espirito Santo, Y. Evangelista, C. Evoli, D. Fargion, C. Favuzzi, M. Feroci, M. Fiorini, L. Foggetta, N. Fornengo, T. Froysland, M. Frutti, F. Fuschino, J. L. Gomez, M. Gomez, D. Gaggero, N. Galante, M. I. Gallardo, M. Galli, J. E. Garcia, M. Garczarczyk, F. Gargano, M. Gaug, F. Gianotti, S. Giarrusso, B. Giebels, N. Giglietto, P. Giommi, F. Giordano, A. Giuliani, J. Glicenstein, P. Goncalves, D. Grasso, M. Guerriero, H. L. He, A. Incicchitti, J. Kirk, H. H. Kuang, A. La Barbera, G. La Rosa, C. Labanti, G. Lamanna, I. Lapshov, F. Lazzarotto, S. Liberati, F. Liello, P. Lipari, F. Longo, F. Loparco, M. Lozano, P. G. Lucentini De Sanctis, J. M. Ma, M. C. Maccarone, L. Maccione, V. Malvezzi, A. Mangano, M. Mariotti, M. Marisaldi, I. Martel, A. Masiero, E. Massaro, M. Mastropietro, E. Mattaini, F. Mauri, M. N. Mazziotta, S. Mereghetti, T. Mineo, S. Mizobuchi, A. Moiseev, M. Moles, C. Monte, F. Montecchia, E. Morelli, A. Morselli, I. Moskalenko, F. Nozzoli, J. F. Ormes, M. A. Peres-Torres, L. Pacciani, A. Pellizzoni, F. Perez-Bernal, F. Perotti, P. Picozza, L. Pieri, M. Pietroni, M. Pimenta, A. Pina, C. Pittori, C. Pontoni, G. Porrovecchio, F. Prada, M. Prest, D. Prosperi, R. Protheroe, G. Pucella, J. M. Quesada, J. M. Quintana, J. R. Quintero, S. Raino, M. Rapisarda, M. Rissi, J. Rodriguez, E. Rossi, G. Rowell, A. Rubini, F. Russo, M. Sanchez-Conde, B. Sacco, V. Scapin, M. Schelke, A. Segreto, A. Sellerholm, X. D. Sheng, A. Smith, P. Soffitta, R. Sparvoli, P. Spinelli, V. Stamatescu, L. S. Stark, M. Tavani, G. Thornton, L. G. Titarchuk, B. Tome, A. Traci, M. Trifoglio, A. Trois, P. Vallania, E. Vallazza, S. Vercellone, S. Vernetto, V. Vitale, N. Wild, Z. P. Ye, A. Zambra, F. Zandanel, D. Zanello
Science with the new generation high energy gamma- ray experiments
328 pages, 7.8Mb, Proceedings of the 5th SCINEGHE Workshop, June 18-20, 2007 http://www.roma2.infn.it/SciNeGHE07/
Frascati Physics Series vol.45 (2007) A.Lionetto, A.Morselli editors ISBN 978-88-86409-54-0
null
null
astro-ph gr-qc hep-ph physics.space-ph
null
This Conference is the fifth of a series of Workshops on High Energy Gamma- ray Experiments, following the Conferences held in Perugia 2003, Bari 2004, Cividale del Friuli 2005, Elba Island 2006. This year the focus was on the use of gamma-ray to study the Dark Matter component of the Universe, the origin and propagation of Cosmic Rays, Extra Large Spatial Dimensions and Tests of Lorentz Invariance.
[ { "version": "v1", "created": "Tue, 4 Dec 2007 16:02:03 GMT" } ]
2007-12-12T00:00:00
[ [ "Alvarez", "M.", "" ], [ "D'Armiento", "D.", "" ], [ "Agnetta", "G.", "" ], [ "Alberdi", "A.", "" ], [ "Antonelli", "A.", "" ], [ "Argan", "A.", "" ], [ "Assis", "P.", "" ], [ "Baltz", "E. A.", "" ], [ "Bambi", "C.", "" ], [ "Barbiellini", "G.", "" ], [ "Bartko", "H.", "" ], [ "Basset", "M.", "" ], [ "Bastieri", "D.", "" ], [ "Belli", "P.", "" ], [ "Benford", "G.", "" ], [ "Bergstrom", "L.", "" ], [ "Bernabei", "R.", "" ], [ "Bertone", "G.", "" ], [ "Biland", "A.", "" ], [ "Biondo", "B.", "" ], [ "Bocchino", "F.", "" ], [ "Branchini", "E.", "" ], [ "Brigida", "M.", "" ], [ "Bringmann", "T.", "" ], [ "Brogueira", "P.", "" ], [ "Bulgarelli", "A.", "" ], [ "Caballero", "J. A.", "" ], [ "Caliandro", "G. A.", "" ], [ "Camarri", "P.", "" ], [ "Cappella", "F.", "" ], [ "Caraveo", "P.", "" ], [ "Carbone", "R.", "" ], [ "Carvajal", "M.", "" ], [ "Casanova", "S.", "" ], [ "Castro-Tirado", "A. J.", "" ], [ "Catalano", "O.", "" ], [ "Catena", "R.", "" ], [ "Celi", "F.", "" ], [ "Celotti", "A.", "" ], [ "Cerulli", "R.", "" ], [ "Chen", "A.", "" ], [ "Clay", "R.", "" ], [ "Cocco", "V.", "" ], [ "Conrad", "J.", "" ], [ "Costa", "E.", "" ], [ "Cuoco", "A.", "" ], [ "Cusumano", "G.", "" ], [ "Dai", "C. J.", "" ], [ "Dawson", "B.", "" ], [ "De Lotto", "B.", "" ], [ "De Paris", "G.", "" ], [ "Postigo", "A. de Ugarte", "" ], [ "Del Monte", "E.", "" ], [ "Delgado", "C.", "" ], [ "Di Ciaccio", "A.", "" ], [ "Di Cocco", "G.", "" ], [ "Di Falco", "S.", "" ], [ "Di Persio", "G.", "" ], [ "Dingus", "B. L.", "" ], [ "Dominguez", "A.", "" ], [ "Donato", "F.", "" ], [ "Donnarumma", "I.", "" ], [ "Doro", "M.", "" ], [ "Edsjo", "J.", "" ], [ "Navas", "J. M. Espino", "" ], [ "Santo", "M. C. Espirito", "" ], [ "Evangelista", "Y.", "" ], [ "Evoli", "C.", "" ], [ "Fargion", "D.", "" ], [ "Favuzzi", "C.", "" ], [ "Feroci", "M.", "" ], [ "Fiorini", "M.", "" ], [ "Foggetta", "L.", "" ], [ "Fornengo", "N.", "" ], [ "Froysland", "T.", "" ], [ "Frutti", "M.", "" ], [ "Fuschino", "F.", "" ], [ "Gomez", "J. L.", "" ], [ "Gomez", "M.", "" ], [ "Gaggero", "D.", "" ], [ "Galante", "N.", "" ], [ "Gallardo", "M. I.", "" ], [ "Galli", "M.", "" ], [ "Garcia", "J. E.", "" ], [ "Garczarczyk", "M.", "" ], [ "Gargano", "F.", "" ], [ "Gaug", "M.", "" ], [ "Gianotti", "F.", "" ], [ "Giarrusso", "S.", "" ], [ "Giebels", "B.", "" ], [ "Giglietto", "N.", "" ], [ "Giommi", "P.", "" ], [ "Giordano", "F.", "" ], [ "Giuliani", "A.", "" ], [ "Glicenstein", "J.", "" ], [ "Goncalves", "P.", "" ], [ "Grasso", "D.", "" ], [ "Guerriero", "M.", "" ], [ "He", "H. L.", "" ], [ "Incicchitti", "A.", "" ], [ "Kirk", "J.", "" ], [ "Kuang", "H. H.", "" ], [ "La Barbera", "A.", "" ], [ "La Rosa", "G.", "" ], [ "Labanti", "C.", "" ], [ "Lamanna", "G.", "" ], [ "Lapshov", "I.", "" ], [ "Lazzarotto", "F.", "" ], [ "Liberati", "S.", "" ], [ "Liello", "F.", "" ], [ "Lipari", "P.", "" ], [ "Longo", "F.", "" ], [ "Loparco", "F.", "" ], [ "Lozano", "M.", "" ], [ "De Sanctis", "P. G. Lucentini", "" ], [ "Ma", "J. M.", "" ], [ "Maccarone", "M. C.", "" ], [ "Maccione", "L.", "" ], [ "Malvezzi", "V.", "" ], [ "Mangano", "A.", "" ], [ "Mariotti", "M.", "" ], [ "Marisaldi", "M.", "" ], [ "Martel", "I.", "" ], [ "Masiero", "A.", "" ], [ "Massaro", "E.", "" ], [ "Mastropietro", "M.", "" ], [ "Mattaini", "E.", "" ], [ "Mauri", "F.", "" ], [ "Mazziotta", "M. N.", "" ], [ "Mereghetti", "S.", "" ], [ "Mineo", "T.", "" ], [ "Mizobuchi", "S.", "" ], [ "Moiseev", "A.", "" ], [ "Moles", "M.", "" ], [ "Monte", "C.", "" ], [ "Montecchia", "F.", "" ], [ "Morelli", "E.", "" ], [ "Morselli", "A.", "" ], [ "Moskalenko", "I.", "" ], [ "Nozzoli", "F.", "" ], [ "Ormes", "J. F.", "" ], [ "Peres-Torres", "M. A.", "" ], [ "Pacciani", "L.", "" ], [ "Pellizzoni", "A.", "" ], [ "Perez-Bernal", "F.", "" ], [ "Perotti", "F.", "" ], [ "Picozza", "P.", "" ], [ "Pieri", "L.", "" ], [ "Pietroni", "M.", "" ], [ "Pimenta", "M.", "" ], [ "Pina", "A.", "" ], [ "Pittori", "C.", "" ], [ "Pontoni", "C.", "" ], [ "Porrovecchio", "G.", "" ], [ "Prada", "F.", "" ], [ "Prest", "M.", "" ], [ "Prosperi", "D.", "" ], [ "Protheroe", "R.", "" ], [ "Pucella", "G.", "" ], [ "Quesada", "J. M.", "" ], [ "Quintana", "J. M.", "" ], [ "Quintero", "J. R.", "" ], [ "Raino", "S.", "" ], [ "Rapisarda", "M.", "" ], [ "Rissi", "M.", "" ], [ "Rodriguez", "J.", "" ], [ "Rossi", "E.", "" ], [ "Rowell", "G.", "" ], [ "Rubini", "A.", "" ], [ "Russo", "F.", "" ], [ "Sanchez-Conde", "M.", "" ], [ "Sacco", "B.", "" ], [ "Scapin", "V.", "" ], [ "Schelke", "M.", "" ], [ "Segreto", "A.", "" ], [ "Sellerholm", "A.", "" ], [ "Sheng", "X. D.", "" ], [ "Smith", "A.", "" ], [ "Soffitta", "P.", "" ], [ "Sparvoli", "R.", "" ], [ "Spinelli", "P.", "" ], [ "Stamatescu", "V.", "" ], [ "Stark", "L. S.", "" ], [ "Tavani", "M.", "" ], [ "Thornton", "G.", "" ], [ "Titarchuk", "L. G.", "" ], [ "Tome", "B.", "" ], [ "Traci", "A.", "" ], [ "Trifoglio", "M.", "" ], [ "Trois", "A.", "" ], [ "Vallania", "P.", "" ], [ "Vallazza", "E.", "" ], [ "Vercellone", "S.", "" ], [ "Vernetto", "S.", "" ], [ "Vitale", "V.", "" ], [ "Wild", "N.", "" ], [ "Ye", "Z. P.", "" ], [ "Zambra", "A.", "" ], [ "Zandanel", "F.", "" ], [ "Zanello", "D.", "" ] ]
[ 0.0126570398, 0.0186737198, 0.0002300585, -0.0276375953, -0.0834508613, -0.0077409726, -0.0811518058, 0.0422879681, 0.0083096223, -0.1276710182, -0.0783635899, 0.0371762328, -0.0860434175, -0.0736187249, 0.0195419807, 0.0341923535, -0.0277598854, 0.0484269373, 0.0589928143, 0.0106025646, -0.0316731744, -0.0538566224, 0.0003135598, 0.0376164801, -0.1401935369, -0.0794886574, 0.0044972235, 0.0669172183, 0.0982724428, -0.0160322506, 0.1189639494, -0.0347304307, 0.0245558806, -0.0741078854, -0.1311929673, 0.083157368, 0.0041609257, 0.1129961833, -0.0880978927, -0.0078449193, -0.0000725621, -0.0834997818, -0.1109417081, 0.0726404041, -0.081934467, -0.0401356593, 0.0021232644, -0.0629550144, 0.0114341378, -0.0814452991, 0.052144561, -0.0419210941, 0.0207526553, -0.0291295368, -0.1071262509, -0.0745481327, 0.0562045947, -0.0238955133, -0.0143201873, -0.048060067, -0.008584775, -0.0401356593, 0.0749394596, -0.0341189764, -0.1266926974, 0.0354886279, 0.0118804974, -0.0181234144, 0.0976854488, -0.0213641059, 0.0177076273, 0.0296186972, 0.0101134032, -0.0092818299, -0.0018236532, 0.0370050296, -0.00466843, -0.0296920706, -0.0890273005, -0.0126814982, 0.0526337214, 0.0278332587, 0.0182212461, -0.0615364499, -0.0570850857, -0.017805459, 0.0238221399, -0.014711516, -0.0381545573, 0.0787549168, 0.0011548785, -0.0719555765, -0.0453207642, 0.1016476527, 0.0459811315, -0.0673574656, 0.1181812882, -0.0176220238, 0.0907393619, 0.0435353257, 0.035317421, -0.0084624849, 0.0868260711, -0.067797713, 0.083744362, 0.0172062367, -0.0620256104, -0.0136109041, -0.0061573139, -0.0103029534, -0.1001801714, -0.0711729228, -0.0009401062, 0.0898099542, -0.0382523872, -0.0556176044, -0.0370539427, -0.0388149247, -0.0492585115, 0.0591395609, -0.1095720604, 0.0923046768, 0.0226603821, 0.0552751906, 0.0743524656, -0.108495906, 0.1241490543, -0.093723245, -0.04426907, -0.0276865121, 0.1116265357, -0.0888316333, 0.0101134032, -0.0191139653, 0.0117215198, 0.0720044971, -0.0479622334, -0.0691184476, -0.029716529, -0.0041609257, 0.0474975295, 0.0214374792, 0.0903480351, 0.0488182642, 0.0974897817, 0.0747927129, -0.0526826382, 0.0365403257, 0.0862879977, -0.0519488938, -0.0294474903, -0.0375920199, 0.023528643, -0.0189794451, -0.096756041, -0.0872174054, 0.0180622693, 0.1063435972, -0.02908062, -0.0292762853, 0.0464458354, 0.0484024771, -0.0436331593, 0.0423857979, 0.0134274689, 0.0699989349, -0.0295942388, -0.0319666713, -0.16396676, -0.0462012552, -0.1294319928, -0.0541501194, -0.0093918908, 0.0360511653, 0.0198110193, 0.0624658577, 0.0058852178, 0.0136109041, -0.1535965502, -0.0115319705, -0.0140266912, -0.0007176909, 0.0166192446, -0.0414808504, -0.0100583723, -0.0765536949, -0.0435353257, 0.1369650662, -0.0741078854, 0.0429238752, 0.052144561, 0.0354152545, 0.0436331593, 0.2291229963, -0.0163868926, -0.1021368131, 0.0094652651, 0.0331895724, 0.0341923535, 0.0643735826, 0.0075391936, 0.0647649169, 0.0730317309, -0.0277843438, 0.0167293046, -0.0129994527, 0.1326604635, -0.0027041431, -0.0241645519, -0.080222398, 0.0103885559, 0.007270155, 0.1311929673, -0.0198110193, -0.1131918505, -0.0220978465, -0.1239533946, 0.0964625478, 0.1116265357, 0.0789016634, -0.0593352281, 0.0549816936, -0.0153351966, 0.0453452207, 0.0519488938, 0.0733252317, 0.0107982289, 0.0371762328, -0.018098956, 0.0280044656, 0.0059952792, 0.0024870778, -0.0537587926, 0.0058882753, -0.0224035736, -0.0409427732, 0.0516554005, -0.0493074246, 0.0514108203, -0.0305481032, 0.0619277805, -0.0401845723, 0.0121617643, -0.0328960754, -0.0567915887, 0.0137943393, 0.0203490965, -0.0199699961, 0.0310372636, 0.024580339, 0.1149528325, -0.0434864126, -0.0820812136, -0.1106482148, 0.0392551683, 0.0312084705 ]
712.1549
Todd Veldhuizen
Todd L. Veldhuizen
Dynamic Multilevel Graph Visualization
21 pages
null
null
null
cs.GR cs.DM
null
We adapt multilevel, force-directed graph layout techniques to visualizing dynamic graphs in which vertices and edges are added and removed in an online fashion (i.e., unpredictably). We maintain multiple levels of coarseness using a dynamic, randomized coarsening algorithm. To ensure the vertices follow smooth trajectories, we employ dynamics simulation techniques, treating the vertices as point particles. We simulate fine and coarse levels of the graph simultaneously, coupling the dynamics of adjacent levels. Projection from coarser to finer levels is adaptive, with the projection determined by an affine transformation that evolves alongside the graph layouts. The result is a dynamic graph visualizer that quickly and smoothly adapts to changes in a graph.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:42:48 GMT" } ]
2007-12-11T00:00:00
[ [ "Veldhuizen", "Todd L.", "" ] ]
[ -0.0944646671, 0.0347717516, 0.0105942991, -0.0490284525, -0.0321898311, 0.0007897489, -0.0475971699, 0.0085385842, -0.1039504185, 0.1322393119, 0.1393115222, -0.0628080592, -0.0179892611, -0.0008879742, 0.0891885608, -0.0127973519, 0.0674667433, -0.0504597351, 0.0009348943, 0.0470358804, -0.0204168279, -0.0341262706, 0.1077110469, 0.0620783828, -0.0124184834, 0.0280643683, 0.063313216, 0.0310111269, 0.0657828823, -0.0103627685, 0.0683086738, -0.0250334162, -0.0380272195, -0.0801518336, -0.090086624, 0.0458852425, -0.0240792278, 0.0465587862, -0.0216797255, 0.0507684425, 0.0885150209, -0.0671861023, 0.024037132, 0.1221361309, 0.1003581807, 0.0439207368, -0.0472323336, 0.0254684146, 0.0275732428, 0.1375154108, -0.1425669938, 0.0055953334, -0.0562971234, -0.0664564222, -0.166702345, -0.0421807468, 0.0383359268, -0.0067319404, -0.0344069153, 0.0375220627, 0.0374098048, -0.061853867, -0.0078369752, 0.1522211432, -0.0327511169, 0.0103978487, -0.2113808244, -0.016347494, 0.0692628622, 0.051273603, 0.0218060147, 0.0139339594, 0.0149442768, -0.0005086667, -0.0102154305, 0.0026854093, -0.0694312453, 0.0060969843, -0.0907040387, -0.0068336739, 0.0386446342, -0.0068336739, -0.0155897569, -0.037886899, -0.0424052626, -0.1673758924, -0.020430861, -0.0852595493, -0.0806008652, -0.0509648919, 0.0352769122, 0.0397952758, -0.0106293792, 0.0484952293, 0.0472323336, 0.0245843865, 0.1055781543, 0.0362030342, -0.0136673478, -0.0137304924, -0.0115344552, -0.1170845479, -0.0208518263, -0.0660073981, 0.0744828358, -0.0389252789, -0.0336211137, 0.0328072459, -0.0600016192, 0.0540519729, -0.1745603681, -0.064997077, -0.0528452061, 0.0256368015, 0.1038381606, -0.068084158, -0.0461939499, -0.0041359863, -0.0448187962, -0.0852595493, -0.0124114668, 0.0300008096, 0.0669054538, 0.0304779038, 0.0245422907, 0.0133937197, -0.0008156207, -0.0008792041, -0.0702731758, -0.0155616924, 0.0296640377, -0.0342946574, 0.0079211676, -0.0828460157, -0.0743705779, 0.0473445915, -0.1096755564, 0.0529293977, 0.0492529683, 0.02152537, 0.0083842305, -0.0418439731, 0.0291027501, 0.0416755863, 0.0066582714, 0.1173090637, 0.0812744126, 0.1485166401, -0.004104414, 0.0688699633, -0.0329475701, 0.073247999, 0.0177086163, -0.0344349816, 0.0000667625, -0.0157441106, 0.0660073981, -0.0685331896, -0.0091700321, -0.0255385749, 0.0270680841, 0.0263805073, 0.0328353122, 0.0130990436, -0.048467163, 0.0368485153, -0.1161864847, 0.0111555867, -0.0629764423, -0.0433875136, 0.0017171885, -0.1984712183, -0.0523961745, -0.0253280923, 0.0497581251, 0.0145934718, -0.1184316352, -0.0930614471, 0.0718447864, -0.006924883, 0.0092542255, 0.0274750162, 0.0743705779, 0.0002398627, -0.0997968987, 0.0302533899, -0.0117659867, 0.1681616902, -0.0227602031, -0.0135129932, -0.125503853, 0.0415633284, -0.030898869, 0.0623028986, 0.0128604965, -0.0483549088, 0.0979446471, 0.0475691035, 0.0396549515, 0.0451555699, -0.0036273196, 0.0484110378, -0.0199537668, -0.0577003434, 0.0067214165, 0.0559042208, 0.0233214907, -0.0122500965, 0.0046937657, -0.0436681584, 0.0158563685, 0.0623590276, 0.0199397337, 0.0806569979, -0.0216937568, -0.043359451, -0.0462220162, 0.0155336279, 0.0942401513, -0.0004779713, -0.1366173476, 0.0141654899, -0.004188607, -0.0240090676, 0.0069038346, -0.0077597979, 0.0188592561, -0.1480676085, -0.0110012321, 0.1103490964, 0.0961485282, -0.1175335795, -0.0432752557, -0.024261646, 0.0099137379, 0.0722938105, -0.030085003, -0.0488600656, 0.0085596321, 0.0036834483, -0.0036659082, 0.0019908161, -0.0315443501, 0.01612298, 0.0215955321, 0.0863259956, -0.1060833111, -0.0414230078, -0.0472603962, 0.0698241517, 0.0195608642, -0.0315724164, -0.0701047927, -0.0210903734, 0.0348278806, -0.056100674 ]
712.155
Ganna Ivashchenko
R. Stevenson
Detection of Small Kuiper Belt Objects by Stellar Occultations
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 77-81, 2007
null
null
astro-ph
null
Knowledge of the Kuiper Belt is currently limited to those objects that can be detected directly. Objects with diameters less than $\sim$10km reflect too little light to be detected. These smaller bodies could contain most of the mass in the Kuiper Belt while the abundance of these bodies may constrain the distribution of mass. The overall size distribution of bodies within the Kuiper Belt can also be inferred from the relative abundances of sub-km and larger bodies. Stellar occultations are already used to study dark objects in the Solar System, such as asteroids or planetary rings. Occultation by a KBO of a size comparable to, or larger than, that of the Fresnel Scale will result in Fresnel diffraction. Detection of diffraction effects requires fast multiple-star photometry, which will be conducted in July 2007 using the Orthogonal Parallel Transfer Imaging Camera (OPTIC) mounted on the University of Hawaii 2.2m telescope on Mauna Kea. This paper details how knowledge of the mass and structure of the outer Solar System may be obtained through the detection of serendipitous stellar occultations.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:43:15 GMT" } ]
2007-12-11T00:00:00
[ [ "Stevenson", "R.", "" ] ]
[ -0.0784516707, 0.0583350956, 0.0667194724, 0.0098138656, -0.0375667363, 0.0828364268, -0.0319969058, 0.0694451332, 0.0156725571, 0.0345151797, -0.0031311784, -0.1005532369, -0.0742446706, -0.0906578973, 0.0598460622, 0.0772073418, -0.0422181375, 0.1099745408, -0.0535059348, 0.1322538704, 0.0755482465, 0.0021868255, 0.0175686702, -0.0292416159, 0.0103545533, -0.015228156, -0.0096583245, -0.0376259908, 0.0526467562, 0.059697926, 0.0899468511, -0.0567352511, -0.1747979075, -0.0784516707, -0.1097375304, 0.1096190214, -0.0158206914, 0.0791627094, -0.0792812183, 0.0353743546, 0.020575786, -0.0925540105, 0.0069771027, 0.0443216376, -0.014983735, 0.0687933415, -0.0017840866, -0.0361742787, -0.0040366463, 0.0060623763, -0.0598756894, 0.0428402983, 0.0090361629, -0.039048072, -0.063105002, -0.0526763834, -0.0306933261, 0.0541280955, 0.0409145579, 0.071044974, -0.0442327559, -0.0071326434, -0.0648826137, 0.0586906187, -0.0930872858, 0.0315821283, -0.0179686323, 0.0252271891, -0.0423070192, 0.023168128, -0.056498237, 0.0093028033, -0.0777406245, -0.0750742182, 0.069978416, 0.0238643568, 0.0664824545, 0.1047009826, 0.0144430473, -0.0271233022, 0.0338041373, -0.0112507632, -0.0292416159, 0.0243976396, -0.0810588226, -0.0187981818, 0.0362631567, 0.0219978709, -0.1885447204, 0.0363224111, -0.0109693091, -0.0199388117, 0.04446977, 0.0398479961, -0.0021053518, -0.0122728869, 0.0453585759, -0.0695636421, 0.1445786059, 0.012917269, -0.020205453, -0.0317598917, 0.0159836393, -0.0823623985, 0.0695043877, 0.0796959922, 0.0564686097, 0.0681415573, 0.0820661336, -0.0316117555, -0.1394827962, -0.0430476852, -0.0075844512, 0.0097101713, 0.1167294458, -0.022190446, -0.0054402142, -0.0675490201, -0.0250049885, -0.0320561565, -0.0265603922, 0.0378037505, 0.0031256236, 0.0968202651, 0.0480842367, 0.004718062, 0.0571500249, -0.0526763834, -0.0297897104, -0.0395813547, 0.0585128553, -0.111692898, 0.0556983128, -0.0492989346, -0.0560538359, 0.0571203977, 0.0289305337, -0.0557279401, 0.1047009826, 0.0441142507, 0.0411811993, -0.0265011396, 0.036737185, 0.0821253881, -0.1148333326, 0.0063105007, -0.0042958804, -0.0030441498, -0.0080806995, 0.0792219639, -0.0042292206, -0.0735928789, 0.0201165713, -0.0103101134, -0.0469584204, 0.0095842574, 0.0535948128, -0.0361446515, -0.0216423497, -0.0246494673, 0.0756667554, -0.0232718214, 0.0670157373, 0.0123395463, -0.0154503565, 0.0346336849, 0.0805255398, 0.0844955295, -0.1720722467, 0.0201906394, -0.0258197244, -0.0440846235, 0.0648233593, 0.0050883964, -0.1011457667, 0.1717167199, 0.0149096688, -0.092376247, 0.0510469116, -0.0388703123, -0.0193018354, -0.0126432208, 0.1227733046, 0.0269751679, 0.0218793638, -0.0183537789, 0.0755482465, -0.0591053925, 0.0381592698, 0.0155244237, -0.0022238588, 0.0351373404, -0.0084140003, 0.1399568319, -0.0386332981, -0.0762592852, 0.0130505888, -0.0126950676, 0.0120951263, -0.0242791325, 0.0436402224, 0.0432254486, 0.0498618409, -0.0328264534, 0.0193018354, -0.1111003608, 0.1642507762, 0.1509779841, 0.043373581, 0.0914874449, 0.0063067973, -0.0023053326, -0.0574166663, 0.0763185397, -0.0306933261, 0.0104064001, -0.0927317664, 0.0527948923, 0.0008022372, 0.110567078, 0.001409123, 0.094805643, 0.0814735964, 0.100434728, 0.0373889767, 0.0330930948, 0.075488992, 0.0723485574, 0.1215882376, 0.0044551245, -0.0306340735, -0.0801700205, -0.0433143266, 0.0968202651, 0.0769110769, -0.0585424826, -0.0358780101, 0.00412923, -0.1023900956, -0.0333597362, 0.0229459275, 0.0119321784, -0.0621569492, -0.0460992418, -0.083547473, 0.0223385785, 0.0160428919, -0.0085621346, -0.0022627441, 0.0242791325, 0.1482523233, -0.0634605289, -0.0887617841, 0.0023719927, -0.0293453094, 0.0321746655 ]
712.1551
Rui Pacheco
N. Correia and R. Pacheco
Adding a uniton via the DPW method
13 pages
null
null
null
math.DG
null
In this paper we describe how the operation of adding a uniton arises via the DPW method of obtaining harmonic maps into compact Riemannian symmetric spaces out of certain holomorphic one forms. We exploit this point of view to investigate which unitons preserve finite type property of harmonic maps. In particular, we prove that the Gauss bundle of a harmonic map of finite type into a Grassmannian is also of finite type.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:44:33 GMT" } ]
2007-12-11T00:00:00
[ [ "Correia", "N.", "" ], [ "Pacheco", "R.", "" ] ]
[ -0.0772800893, -0.0304371286, 0.0974635705, 0.0704263374, -0.0190906636, -0.0373178646, -0.0203858614, 0.0126821371, -0.0415002704, -0.0577981658, 0.0386670269, 0.0412844047, -0.0654614121, 0.0045702914, 0.1449541301, 0.0121222343, 0.0065232054, 0.0019478549, 0.083917968, 0.0818672404, -0.0255531576, 0.0132622775, 0.0110631408, 0.0386400446, -0.0156637877, -0.0505936332, 0.010098489, 0.0772261173, 0.0629789531, -0.0203453861, 0.0087223426, -0.047787372, -0.0098758768, 0.0188073386, -0.0422827862, 0.1425796002, 0.0057811658, 0.1636265516, -0.056341067, 0.0550728552, 0.0197112784, 0.0296006482, -0.0906098187, 0.0115353484, 0.0334592536, 0.0515920147, -0.0324069075, 0.0903399885, -0.1128979996, -0.0064861034, 0.0019866433, 0.1245547757, 0.0120143015, -0.1851052344, -0.0195493791, 0.0152725307, 0.0658391789, 0.0214247163, 0.0029428629, -0.0169454943, 0.0547220707, -0.0848893672, -0.0763626546, 0.0304101463, -0.0770102516, -0.0054539936, -0.1195898578, 0.0226389635, -0.0398003235, 0.0962223411, 0.0124257961, 0.0561252013, 0.110847272, -0.0181327574, -0.0118186725, 0.0114746355, -0.1103076115, 0.1060982198, -0.0851592049, 0.1023205593, 0.0266055055, 0.012533729, -0.0614139251, -0.0812736079, -0.0041621695, -0.0829465762, -0.0508094989, 0.0164867789, -0.0849433318, -0.0118186725, 0.0544252582, 0.0466270894, -0.0044960873, 0.0715596303, 0.0289800316, -0.0241365358, 0.0120750135, 0.067997843, -0.0572045334, 0.0016299582, 0.0459255278, -0.0104155419, 0.0611440912, -0.0510793291, 0.0907177553, 0.0040609823, -0.1024824604, 0.0327846743, -0.0670804083, 0.1187263876, -0.0467350259, -0.0613059886, -0.0767943859, 0.0687533766, 0.1246627122, -0.075661093, 0.0114611443, -0.0299514309, -0.0818672404, -0.028629249, -0.0530760922, -0.0036191312, 0.0688073412, -0.0558553711, 0.0805720463, -0.0479222871, -0.0262277387, -0.0475175381, -0.0782514811, 0.0592012964, 0.0724231005, 0.0178494342, -0.0547220707, -0.0318672433, -0.0219913647, 0.0151376147, 0.0180652998, 0.0248246081, 0.0909875855, 0.0257015657, 0.0467080399, -0.0082771182, 0.0789530501, -0.0284133833, -0.035914734, 0.0344036706, -0.0665407479, 0.0682137087, 0.0134309232, -0.0555855371, -0.1328656226, 0.0507285483, 0.0539935231, -0.0567188337, -0.0024622234, -0.0773340538, -0.0254856981, 0.0564489998, 0.0059363195, -0.0302212629, 0.0072787371, 0.0527792759, 0.0469508916, -0.0080005396, 0.0252698325, -0.0289530493, -0.0645439848, -0.0973556414, -0.0587155968, -0.0579060987, -0.02335402, -0.0695089027, -0.1844576299, 0.0808958411, 0.0992984325, -0.0252023749, -0.1483000517, -0.1245547757, -0.1324338913, -0.0464112237, -0.0059464383, 0.0699406341, -0.0414463021, -0.0556395017, -0.0285483003, 0.1111710742, 0.0380194262, 0.0905558541, 0.0220453311, -0.0020541016, -0.0055416892, 0.0368861295, 0.0892066956, 0.1232595816, 0.1066378877, -0.1270372421, 0.0258094985, 0.0302752294, 0.0088774962, -0.06600108, -0.0237048026, 0.0003282262, 0.0254991911, 0.1111710742, -0.0450890437, 0.0514570959, 0.1001079306, 0.0071505667, -0.0314894766, -0.0760388523, -0.0186724234, 0.051618997, 0.0185779817, 0.0459255278, -0.0169050191, -0.0235698875, -0.0565569364, 0.0597949289, 0.0774959549, 0.0383432284, 0.0056260116, 0.0419050194, 0.0150836483, 0.0412574187, 0.0598488934, 0.01101592, 0.0003695443, -0.0624932535, 0.0288720988, 0.0162034538, 0.0606583916, -0.0043949001, -0.0388828926, -0.0066614947, -0.0055383164, -0.0008896047, 0.0351592004, -0.0294657312, -0.0703184009, -0.0165677276, -0.0262547228, 0.0296276305, 0.0161629785, 0.0064287642, -0.0312736109, 0.0644360483, -0.0169185102, 0.0743658915, 0.0902860239, -0.0202779286, -0.100053966, 0.1592012942, -0.0431732312, 0.085968703, -0.1575822979, 0.0005628542 ]
712.1552
Ganna Ivashchenko
Liu Wei, Tang Zheng-Hong, Li Yong-Da
Evaluation of Optical Magnitude of Deep Space Spacecraft
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 82-86, 2007
null
null
astro-ph
null
Optical-electric technology can measure the tangential position and velocity of spacecraft. To know the feasibility of the use of optical-electric technology, it is necessary to estimate the magnitude of spacecraft first. Since the spacecrafts are non-self-illumination objects, the estimation formulas of the optical magnitude of spacecraft is constructed according to the radiation theory and the extra-atmospheric radiant emittance of the Sun in the visible light wave band. Taking Chang'e-1 as an example, the magnitude of it in different situations is calculated.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:48:01 GMT" } ]
2007-12-11T00:00:00
[ [ "Wei", "Liu", "" ], [ "Zheng-Hong", "Tang", "" ], [ "Yong-Da", "Li", "" ] ]
[ 0.064526014, -0.0265385378, -0.0616517998, -0.049244795, -0.0090537611, 0.0482867248, -0.0746336505, -0.032670185, 0.0046017296, -0.0616997033, -0.0282391123, 0.0362629481, -0.1442853361, -0.091351971, 0.0680229664, 0.0370773077, -0.1415069252, -0.1355668902, -0.0275445115, 0.0177123174, 0.0032873775, 0.056669835, 0.0438077487, -0.1024176776, -0.0591129139, -0.0750168785, 0.033268977, 0.0628014877, 0.0311851762, 0.018047642, -0.045723889, -0.0422508828, -0.0826335326, -0.0966692567, -0.0539393388, 0.1406446695, -0.0397359505, 0.0445981547, -0.0580590367, -0.1836620122, -0.0046256813, 0.0572446771, 0.0371731147, 0.0628014877, -0.0022290095, -0.0953279585, -0.0580111332, -0.0187063161, 0.0528854616, -0.0325983278, -0.0099220118, -0.0127183786, 0.0525980406, -0.0012739336, 0.0141554829, -0.0485022888, -0.0121195847, 0.0280714501, 0.0248140115, 0.0300833955, -0.0492926985, -0.0613164753, 0.0337959155, -0.0224787164, -0.0749210715, 0.0846933797, -0.0700828135, -0.0009782793, 0.1087409407, -0.0034280941, -0.0247900598, 0.0508735143, 0.0619392209, 0.0462987311, 0.0976273268, -0.0916872919, -0.065915212, 0.110465467, -0.0266822483, -0.0872801691, 0.0010927985, -0.0210296344, -0.0523106195, -0.0400473252, -0.098393783, -0.015604564, 0.0736276731, -0.1145851612, -0.1320220381, -0.0456520319, -0.0372928716, -0.0197601933, 0.0415083803, 0.0121315606, -0.0530291721, 0.0223469809, -0.0229697265, -0.1141061261, 0.1424649954, 0.0328857489, -0.0575800017, 0.0701786205, 0.0196763612, 0.0266582966, 0.0306103341, 0.0079699447, -0.0188380498, 0.0679271594, 0.0284307245, 0.0015493787, 0.011317201, 0.0237002559, -0.0834957957, -0.0134369312, 0.0093890857, -0.0233290028, -0.0097603379, -0.0366940796, -0.0571009666, -0.0409574881, -0.1176509857, 0.1297226697, 0.0661068261, -0.0632326156, 0.0426580645, -0.085028708, -0.0375802927, -0.0348737463, -0.0239876769, 0.0859867781, 0.0546099879, -0.110465467, 0.1065373793, -0.1706322581, 0.0149578666, -0.045532275, 0.0107243955, -0.0059490157, 0.0361671411, 0.0465861522, 0.1649796367, -0.0516878739, 0.0381790884, 0.1334591359, -0.0577237122, -0.01657461, 0.0144908074, -0.0246223975, 0.0673523173, -0.0206703581, 0.0267301518, -0.1023218706, -0.0176045354, -0.092741169, 0.0823940113, -0.0343707576, 0.0711845979, 0.0078921011, -0.0476160757, -0.0512567423, 0.0691247433, -0.0241074357, -0.0237840861, 0.0065268516, -0.0517357774, 0.0872801691, -0.0451969504, 0.0030688178, -0.0966692567, -0.0546578914, -0.0779389888, -0.036478512, 0.0022888889, -0.0831604674, -0.0239397734, -0.0093771098, 0.1049086601, -0.0495801196, -0.090968743, 0.0341791436, -0.0262511168, 0.0386341698, 0.0871843621, 0.0054609985, 0.0075807283, 0.0242631212, 0.0405263565, 0.085411936, 0.0650050417, -0.1228245646, -0.0038113219, 0.0092094475, 0.0460831635, -0.0060627861, -0.0884777606, -0.0142273381, 0.0376521498, 0.0259157922, 0.0566219315, -0.0803341642, 0.0386341698, 0.0090178335, 0.1356627047, -0.0611248612, -0.0099998554, -0.092453748, 0.0559991896, 0.0310175139, -0.0372210182, 0.1005015373, 0.0497238301, -0.0245505422, -0.0014430928, 0.0273528975, -0.0822503045, 0.0932681113, 0.0576279052, -0.0263948273, -0.002850258, 0.0396161936, -0.0948010236, 0.0445502512, 0.1153516173, -0.0020403895, -0.0585859753, 0.0372689217, 0.0494843125, -0.0662026331, 0.1019386426, -0.0933160111, -0.0373886786, -0.0373168252, -0.0762623698, 0.0524064265, -0.0389694944, -0.0730049312, 0.0606937297, 0.0728133172, 0.0028846888, -0.0050987285, -0.0362629481, 0.0720468611, 0.0254128054, -0.0410772488, -0.1113277301, 0.0251493361, -0.0294366982, -0.0228499677, 0.0369096436, -0.0822982043, 0.0406461172, 0.0211254414, -0.0252211913, -0.0251014326, 0.019604506, -0.0046376572 ]
712.1553
Ganna Ivashchenko
B. Wszolek
Puzzling Phenomenon of Diffuse Interstellar Bands
Invited lecture. Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 87-90, 2007
null
null
astro-ph
null
The discovery of the first diffuse interstellar bands (DIBs) dates back to the pioneering years of stellar spectroscopy. Today, we know about 300 absorption structures of this kind. There exists a great variety of the profiles and intensities of DIBs, so they can not be readily described, classified or characterized. To the present day no reliable identification of the DIBs' carriers has been found. Many carriers of DIBs have been proposed over the years. They ranged from dust grains to free molecules of different kinds, and to more exotic specimens, like hydrogen negative ion. Unfortunately, none of them is responsible for observed DIBs. Furthermore, it was shown that a single carrier cannot be responsible for all known DIBs. It is hard to estimate how many carriers can participate in producing these bands. The problem is further complicated by the fact that to this day it is still impossible to find any laboratory spectrum of any substance which would match the astrophysical spectra. Here, a historical outline concerning DIBs is followed by a brief description of their whole population. Then, a special attention is focused on the procedures trying to extract spectroscopic families within the set of all known DIBs.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:51:02 GMT" } ]
2007-12-11T00:00:00
[ [ "Wszolek", "B.", "" ] ]
[ 0.012682098, 0.0322547331, 0.0242989268, 0.0127697466, 0.0100121824, 0.0264159795, 0.0046285274, -0.0854912251, -0.0236381888, -0.0036711334, 0.0087918425, -0.0645094663, 0.0105515588, -0.1354914606, 0.0871093571, 0.0399138853, 0.0297466312, 0.0974114537, -0.1108958721, 0.1267535537, 0.0553940013, 0.0565806292, -0.1096553057, 0.0111516155, -0.0119876498, -0.081877403, -0.1016725302, -0.0146171115, 0.038160909, 0.0068770545, 0.0177589823, -0.0193636287, -0.0643476546, -0.1448766142, 0.0306905415, 0.069525674, -0.0608956441, 0.1367859691, -0.0109358653, 0.0145496903, 0.0209278204, 0.0181500297, 0.0042442214, -0.0883499235, -0.084304601, -0.0092098592, 0.0685547963, 0.0441479944, 0.0735709965, 0.0001364244, -0.1158581451, 0.0451728106, -0.0234224387, -0.0159385856, -0.0430422723, 0.0516453311, -0.045900967, 0.041289296, -0.0523734912, -0.0876487345, -0.026024932, -0.0215481035, 0.008515412, -0.0109695764, -0.0695796087, -0.0028721816, -0.0380530357, 0.0805289596, 0.0147115029, 0.0839809701, 0.0297736004, 0.0067860349, -0.0361652151, -0.029126348, -0.0558255017, 0.0097222673, 0.0550973415, -0.0863542333, -0.0166128054, 0.0161678195, 0.0187433455, 0.0651567206, -0.1252433062, -0.0531555861, -0.0763757601, 0.0454424992, 0.033549238, -0.0006590511, -0.0173139963, -0.0515374541, 0.0322277658, -0.0533983074, -0.0931503773, 0.0003988439, -0.0226673111, -0.130960688, 0.0454155281, 0.0211840253, -0.0050263177, -0.0252023824, -0.0708741173, 0.013012466, -0.0329289548, 0.0739485621, 0.0709280521, 0.0186759233, -0.0288566593, -0.0312299188, -0.0481124111, 0.0457391553, 0.0539916195, 0.0098503688, 0.0119471969, 0.0514835194, -0.0224785283, 0.0050364309, -0.0941751972, -0.0124663468, -0.0250405688, 0.1012949646, -0.1334418207, 0.0019501843, 0.0484360382, 0.0500541702, 0.042907428, -0.1198495328, 0.111219503, -0.2019426823, -0.0313647613, -0.0891589895, 0.1257826686, -0.0914783105, 0.0360303707, -0.0225864053, -0.0237865187, -0.0458739996, 0.0321738273, -0.0216290113, 0.0211031176, -0.0025940654, -0.1154266372, 0.0076726354, 0.1509176344, 0.0169768855, 0.1037761047, 0.0215211362, -0.0556097515, 0.0297736004, 0.0528589301, 0.0143609084, -0.0360303707, -0.0002269175, 0.0929885656, -0.0969260186, 0.0180556402, -0.1064190492, 0.098166585, -0.0336840823, 0.0239213631, -0.0083603412, 0.0257552434, 0.0334952995, -0.1035064161, -0.0218043085, -0.0908310562, 0.0689323619, -0.0041161194, -0.0581448227, -0.1285874397, -0.0925570652, -0.0902916789, -0.0404262915, -0.0201322399, -0.034250427, -0.0004403506, 0.129126817, 0.0043588388, -0.1021579728, 0.0230583586, -0.0602483898, 0.0648330972, 0.0391048193, 0.0488675386, -0.1096553057, 0.0068467148, -0.0806368366, -0.0482472554, -0.0792883933, 0.0184871405, -0.0464403443, 0.0169903692, 0.1317158192, 0.0970878303, 0.0792883933, -0.0435816459, -0.0913704336, 0.0142395478, 0.0074771112, -0.0491372272, 0.0193905961, 0.0732473731, -0.0546658412, 0.0231662355, -0.0365427807, -0.0716292411, -0.0197681598, 0.1259984225, -0.0215885583, -0.0688784197, 0.018325327, 0.0679614767, -0.1034524739, -0.0201861784, 0.0388621017, -0.0822549686, 0.0034688672, -0.1056099832, 0.1139163822, 0.0974114537, 0.047411222, -0.0221414194, 0.0334143937, 0.0542613082, 0.1378647238, 0.0699032396, 0.0134169981, -0.0149407377, 0.0161813051, -0.0009776205, 0.0513217039, -0.0318232328, 0.0117247039, -0.007153485, -0.012607933, 0.033144705, 0.0147249876, -0.0567424409, 0.0203884449, 0.0711977407, -0.0976272076, -0.0754048824, 0.0163835716, 0.0481124111, 0.0802053362, 0.0202131458, 0.0195928626, -0.001612231, -0.0428804569, 0.0102211908, -0.0425298624, 0.0239752997, 0.1032367274, -0.0404262915, -0.1172605231, -0.0319311097, 0.0238943938 ]
712.1554
F. Cecconi
Carlo Guardiani, Fabio Cecconi, Roberto Livi
Computational analysis of folding and mutation properties of C5 domain from Myosin binding protein C
RevTeX, 10 pages, 9 eps-figures
null
null
null
q-bio.GN cond-mat.soft cond-mat.stat-mech q-bio.BM
null
Thermal folding Molecular Dynamics simulations of the domain C5 from Myosin Binding Protein C were performed using a native-centric model to study the role of three mutations related to Familial Hypertrophic Cardiomyopathy. Mutation of Asn755 causes the largest shift of the folding temperature, and the residue is located in the CFGA' beta-sheet featuring the highest Phi-values. The mutation thus appears to reduce the thermodynamic stability in agreement with experimental data. The mutations on Arg654 and Arg668, conversely, cause a little change in the folding temperature and they reside in the low Phi-value BDE beta-sheet, so that their pathologic role cannot be related to impairment of the folding process but possibly to the binding with target molecules. As the typical signature of Domain C5 is the presence of a longer and destabilizing CD-loop with respect to the other Ig-like domains we completed the work with a bioinformatic analysis of this loop showing a high density of negative charge and low hydrophobicity. This indicates the CD-loop as a natively unfolded sequence with a likely coupling between folding and ligand binding.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:56:05 GMT" } ]
2007-12-11T00:00:00
[ [ "Guardiani", "Carlo", "" ], [ "Cecconi", "Fabio", "" ], [ "Livi", "Roberto", "" ] ]
[ 0.095683828, 0.0461867563, 0.0173266008, 0.040958561, -0.0386728682, 0.0350735597, -0.0331819542, -0.0315267965, -0.0380686074, -0.1266326308, 0.083808735, -0.039382223, 0.0150277726, 0.0205712337, -0.0183380861, 0.0463706627, 0.0529387444, 0.0590601973, 0.0422196351, 0.0862257853, 0.0633688569, -0.0456087664, -0.0340752117, 0.1170695052, -0.035546463, -0.1086623594, -0.0071526417, -0.0782390013, 0.1350397766, -0.0624755993, 0.1090827137, -0.0269554108, -0.0367287174, -0.0701996684, -0.1940999776, 0.0752964988, -0.0384101458, 0.0902191773, -0.0046436344, 0.1275784373, 0.0422984511, -0.0477368236, -0.1171745881, 0.0278749429, -0.0985737815, -0.0291885585, 0.0368600786, 0.0291622858, -0.0323149674, -0.0435332507, 0.0292411037, 0.0436383411, 0.0306335371, -0.0444002375, -0.0961041823, -0.0226204768, 0.0386465974, 0.0179045927, -0.0461079404, -0.0046666227, -0.0456087664, -0.1354601383, -0.0206894595, -0.0390144102, -0.0352049209, -0.0236056875, -0.181594342, -0.0161180738, 0.0634739473, -0.0115138488, -0.0448994115, -0.1146524474, -0.0276910365, 0.0605839938, -0.0043119462, -0.1151778921, 0.026666414, 0.0206631869, -0.0095959688, 0.0446366891, 0.0175367799, -0.0275071301, 0.0792898908, -0.0168274269, 0.0227255654, 0.0196254309, -0.0169062447, -0.0305021759, -0.0747185051, -0.0861206949, 0.0503115132, 0.0170638785, -0.1296802163, 0.0270079561, 0.0424298123, -0.013333207, 0.0087486859, -0.0520980321, 0.0132281184, -0.0057864808, -0.0450307727, 0.0756117627, 0.0505742356, -0.0053529874, -0.0157896709, 0.1061402112, 0.0025845405, -0.0052084895, -0.0445053279, 0.0033595741, 0.1178051308, -0.0209915917, -0.1563729048, 0.091795519, -0.1221137866, -0.0411424674, -0.0497860648, 0.0071263695, -0.0494970679, -0.0150277726, -0.0084793949, 0.0959465504, 0.0402229354, -0.0145680066, -0.0081050135, -0.0333658606, 0.1058774889, -0.025838837, -0.0465282947, -0.1323074549, 0.0811814964, -0.0410636514, 0.0772406533, -0.0091624754, -0.0012249474, 0.1081369072, 0.0636841282, 0.0250243936, -0.0763473883, -0.0098389871, -0.0395661294, -0.0054482245, 0.1394535303, 0.0708827451, 0.0964719951, 0.0151985427, -0.0164990239, 0.0472901948, 0.0315530673, 0.04926062, 0.0429815315, -0.0277173072, 0.0792898908, -0.0125187654, 0.0008530297, -0.1451283544, 0.0849121734, 0.035047289, -0.0246959906, -0.0200720597, 0.0566956885, 0.0306598097, -0.056800779, 0.0550668053, 0.0348371081, 0.0730370805, -0.1107641459, -0.008439986, -0.0930565894, -0.0405119322, 0.0235662796, -0.0736150667, -0.0875919461, -0.0353100114, -0.0837561861, 0.01164521, -0.0109489933, -0.0981008783, -0.1517489851, 0.0445578732, 0.0593754649, 0.036465995, 0.0790271685, -0.0211229529, -0.061214529, -0.0232772846, -0.0823900253, 0.1101336107, -0.0502326936, 0.0612670742, -0.0255104322, 0.029293647, 0.1141270027, 0.0459503047, -0.121273078, -0.0257468838, 0.115388073, 0.0928464159, -0.0056321309, -0.0241968166, 0.0004012688, -0.0127486484, -0.0628434122, -0.0935820416, -0.0749812275, -0.0407746546, -0.0564329661, 0.0460553952, -0.0281113926, 0.014462918, 0.0316844285, 0.0047979844, 0.025917653, 0.0336811282, -0.0339438505, -0.0461079404, -0.0563278757, 0.0048997896, 0.1343041509, 0.0566956885, -0.0235794168, 0.0566431433, 0.1061402112, 0.0666266307, -0.0657333732, 0.0252608452, 0.0213462673, -0.0278223976, -0.0223577525, 0.0441900603, 0.0242624972, 0.0139111988, 0.0024761672, -0.0220293496, -0.0596907325, 0.0805509612, -0.0439273342, 0.025168892, 0.016709201, -0.0430603474, -0.0033447959, 0.0092018833, -0.0282427538, 0.0337073989, -0.0393296778, 0.0049950266, -0.0538582765, -0.1185407564, 0.0489716232, 0.0285580233, -0.0244069938, -0.0065845028, 0.0715658292, -0.0417992771, -0.048341088, 0.0777135491 ]
712.1555
Graziano Guerra Dr
Rinaldo M. Colombo and Graziano Guerra
Hyperbolic Balance Laws with a Dissipative Non Local Source
17 pages
null
null
null
math.AP math.DS
null
This paper considers systems of balance law with a dissipative non local source. A global in time well posedness result is obtained. Estimates on the dependence of solutions from the flow and from the source term are also provided. The technique relies on a recent result on quasidifferential equations in metric spaces.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 17:55:49 GMT" }, { "version": "v2", "created": "Wed, 12 Dec 2007 12:26:06 GMT" } ]
2007-12-12T00:00:00
[ [ "Colombo", "Rinaldo M.", "" ], [ "Guerra", "Graziano", "" ] ]
[ 0.0762225837, 0.074817121, 0.021608891, -0.0069335843, -0.0062484243, -0.0613715909, -0.0673213601, -0.0766442195, -0.0295145828, -0.0316930413, -0.0422339626, 0.0200160407, -0.1032541916, 0.0414141119, 0.1239612475, 0.1113121361, 0.0278046113, 0.0286244601, 0.0565461926, 0.1013802513, -0.0518613383, -0.0582795888, 0.029233491, 0.0612778962, 0.0094165569, -0.1423258781, 0.0312948264, 0.0013688558, 0.0040055504, -0.0486756377, 0.1575984955, -0.057998497, -0.0549533404, -0.0239513181, -0.0425618999, 0.1548812836, 0.025743274, 0.0848427117, -0.085170649, 0.0220890883, -0.0285776109, -0.0804389492, -0.1084075272, 0.1184331179, 0.0092877233, 0.0368463807, 0.0091706021, 0.0545317046, 0.1309885234, -0.0095043983, -0.0924321786, 0.0002483339, 0.0942592695, -0.0986630321, 0.0029236418, -0.0078822672, 0.0227098316, 0.072708942, -0.0365652889, -0.0890590772, 0.0168771874, -0.1010054573, -0.0577642545, -0.0162798688, -0.1473855227, 0.0581390411, -0.0831093192, -0.0449980274, -0.064182505, 0.0342697091, -0.0792677328, 0.0861076191, 0.0506901257, 0.0114778932, -0.0609031059, -0.0401492007, 0.0152726248, 0.0711160898, -0.038181562, 0.000431519, 0.0413672626, 0.0181538109, -0.0115130292, -0.0154483076, -0.0308029167, -0.0381581374, -0.0352066793, 0.003182773, -0.0636203215, -0.0056716017, 0.0862481669, -0.0498936996, 0.0356517397, 0.0196880996, 0.1409204155, -0.1704349965, 0.0486287884, 0.0245252121, 0.0251342431, 0.0379707441, -0.1032541916, -0.0577642545, 0.0965079963, -0.0758946389, 0.1674366891, 0.0731774271, -0.0284136422, -0.0402194746, -0.0073786457, 0.0323957689, 0.0735053644, -0.0099084666, 0.0571083762, -0.0236350894, -0.0456773303, -0.0228620898, -0.0529857017, -0.0691953003, -0.0638545677, 0.0107575972, 0.0385329276, -0.0141599718, 0.0223701801, 0.077019006, 0.0602472275, -0.0503621846, -0.034339983, 0.0475044213, 0.0035136407, 0.0048254002, 0.0704602078, 0.0156005649, 0.0045179562, -0.0889653862, -0.0337543748, 0.0103769526, 0.001996919, -0.0198637825, 0.0891059265, -0.0319272839, 0.0649789274, 0.0939781815, 0.0499405488, -0.0209061634, -0.0321615264, 0.0646978393, -0.005071355, 0.0135977902, 0.0651194751, -0.0041021756, -0.000859378, 0.0047931918, 0.0113373473, 0.0517207906, -0.0090417685, -0.057202071, 0.0944935083, -0.0048049036, 0.072708942, -0.0085147228, -0.0092818672, 0.1335183531, -0.0108337253, -0.0494252145, 0.1001621857, -0.0237170756, -0.0711629391, -0.062168017, -0.0308263414, -0.0811885223, 0.0183763411, -0.0789397955, -0.0764568225, -0.033871498, 0.0478089377, -0.0019368945, -0.0384158045, -0.1029730961, -0.0340823159, 0.066196993, 0.0157059748, 0.075191915, 0.0443421453, -0.0305218268, 0.0338012241, -0.0348787419, -0.0697106346, 0.0973512754, 0.0987567306, 0.0065939324, -0.0665717795, 0.0929475129, -0.0290695205, 0.0652600229, -0.0194655694, -0.1044722497, -0.047715243, 0.0641356558, -0.0055281282, -0.0154951559, 0.0253216382, -0.0099611711, 0.0650257766, -0.0226629823, -0.10634619, 0.0856859833, 0.0869040489, 0.0606220141, -0.0282965209, -0.0285541881, 0.0293037631, 0.0696637854, 0.0242909696, -0.0014427888, -0.1008180678, 0.0622617155, -0.1337057352, 0.0903708413, 0.1012865528, 0.1355796903, -0.0539695211, 0.0690547526, -0.0041138879, 0.0445295386, 0.0261180624, -0.0602472275, 0.1273343414, -0.0033965195, -0.0283433683, -0.0063714017, 0.1616274714, -0.0430538096, -0.0147807151, -0.0404302925, 0.0444124192, -0.0961332098, 0.0170880053, 0.0097854892, 0.0078412751, -0.0574831627, -0.0474575758, 0.076363124, -0.0046672863, -0.1111247465, -0.00138496, 0.0289992485, -0.034012042, 0.008052093, 0.0042485772, 0.0284136422, 0.0426321737, 0.0119170984, 0.0465674512, -0.0011067968, -0.0822660401, 0.0198286455 ]
712.1556
Ganna Ivashchenko
O.V. Zakhozhay, A.P. Vid'machenko, V.A. Zakhozhay
Simulation of the Continuous Spectrum of Substars with Protoplanetary Discs
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 91-94, 2007
null
null
astro-ph
null
The continuous spectra of the substars with surrounding protoplanetary disks were calculated. The results reveal that protoplanetary disc average temperature decreases to 3 K during the period of 5 Myr for substars with masses 0.01M_{Sun} and during the period of 160 Myr for substars with masses 0.08M_{Sun}. Estimations of protoplanetary discs flux maximum depending on the substar mass at the age of 1 Myr are: 4.6 kJy (for 0.01M_{Sun}) and 3.4 MJy (for 0.08M_{Sun}). Maximum of protoplanetary disc radiation before it reaches the temperature of the cosmic microwave background changes within the ranges: from 0.07 mm to 0.58 mm (for substar mass 0.01M_{Sun}) and from 0.02 mm to 0.29 mm (for substar mass 0.08M_{Sun}).
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:17:15 GMT" } ]
2007-12-11T00:00:00
[ [ "Zakhozhay", "O. V.", "" ], [ "Vid'machenko", "A. P.", "" ], [ "Zakhozhay", "V. A.", "" ] ]
[ 0.0953721926, 0.0240102317, -0.0065330467, -0.0669251457, -0.0206665471, 0.1051974818, 0.1258254498, -0.0123973563, 0.0517242402, -0.0497180261, -0.0329224393, 0.0255277511, 0.0091629839, 0.0251548011, 0.0940861553, 0.0641987547, -0.0769562051, 0.0569455326, -0.0543220229, 0.0091372626, 0.071657747, -0.0545277894, 0.0259907227, 0.0182488058, -0.0617810152, -0.0656905547, 0.0318936147, 0.0747442245, 0.1527806967, -0.1726370454, 0.0206151046, -0.0243574604, -0.1498999745, -0.1121420562, -0.111318998, -0.0051151952, -0.0664621741, 0.1050431579, -0.0548878796, -0.0186603349, -0.0181973632, 0.0827690661, -0.0038741739, 0.0801970065, -0.0100824973, 0.0052984552, -0.0361889638, -0.0085006766, 0.151237458, -0.0105969105, -0.0502067208, 0.0347486064, 0.0011968142, -0.0707318038, -0.0072017834, -0.0474546105, -0.0122044515, 0.0993846133, -0.0571512952, -0.0132975793, 0.0104361558, -0.0027505027, 0.0262865108, -0.0154323932, -0.0689827949, -0.0397126935, 0.0682626218, 0.0235215388, 0.0470945202, 0.0134390425, -0.0648674965, -0.1096728742, 0.0390439555, -0.0785508826, -0.0099153128, 0.0506954119, 0.0184031297, -0.0618324578, -0.0093944697, 0.0187374968, 0.0568426475, 0.0612666011, 0.0334882922, 0.1129651219, -0.1419780254, 0.0360860787, 0.0419246703, 0.0482262298, -0.0782422349, -0.0254634488, -0.0195734184, -0.0146350535, 0.04231048, -0.0444710143, 0.0890963525, -0.1547354609, -0.0516470782, -0.0559167042, 0.1378627121, -0.0381437317, -0.0472488441, 0.0225955956, -0.0087643135, -0.0453969575, 0.0494093783, 0.0560195893, 0.014429288, 0.0848267227, 0.0186731964, -0.0196505804, 0.137142539, 0.0576657094, 0.0421561562, 0.0394812077, -0.0293472689, 0.042876333, -0.1015451476, -0.0512612648, -0.0558138229, -0.042207595, -0.0424390808, -0.0099731842, -0.0258235391, -0.0143649857, -0.0050476785, -0.0711947754, 0.114919886, -0.11677178, -0.0762360245, 0.0186346155, -0.0075040013, -0.1442414373, 0.0136705283, -0.0702688321, -0.0790138543, -0.0237658862, 0.0158310644, 0.0262736492, 0.0645074025, -0.0262350682, 0.0138248522, 0.040329989, 0.0469401963, 0.0966582224, 0.0126995733, 0.050052397, -0.0371149071, 0.0005606299, 0.0573570617, 0.0768018812, -0.0115678646, -0.0359060355, 0.0036587634, 0.0252834037, 0.0923371539, -0.0555566177, 0.0278811902, 0.0573570617, -0.0221583452, -0.0615752488, 0.098715879, -0.0400213413, -0.0812258273, -0.0247561317, 0.0057871477, 0.0636843443, 0.000462168, -0.0077869287, -0.1874521375, -0.0096838269, 0.0351858586, -0.0199720897, -0.0331024826, -0.099590376, 0.0277268663, 0.0827176273, -0.0060765049, -0.1289119273, -0.0816373602, 0.0448053814, 0.0582315661, -0.0108862678, 0.0656905547, 0.0031813236, 0.0589003004, 0.0049158605, 0.0188275203, -0.0718120709, 0.0224412717, -0.0458599292, -0.002056045, 0.0092530055, 0.0101532284, 0.0103268428, -0.079579711, -0.0873987898, -0.0175029058, 0.0025286619, -0.060186334, 0.035957478, 0.0945491269, 0.1159487143, 0.0468887538, -0.0701145083, -0.0444452912, -0.0304789767, 0.0514927506, 0.0395583697, 0.0188532397, 0.0616266914, 0.0911540017, 0.0585402139, 0.0072853756, 0.0470173582, -0.0788080916, 0.0005550035, -0.09069103, 0.0414874181, 0.0913597718, 0.0434936285, -0.0213481449, 0.0487149209, 0.1830281913, 0.0908968002, 0.0306333005, 0.0750014335, 0.0373206697, 0.0829748362, 0.1036542431, 0.0638386682, -0.0362918451, 0.0007909102, -0.0523672551, 0.0572541803, -0.0316106863, -0.0551965274, -0.0798883587, -0.0030125319, -0.0236758627, -0.1062777489, -0.0501038358, 0.0518271215, -0.01921333, 0.0573056191, -0.0318936147, -0.0024048814, -0.1103930548, -0.0091244029, 0.0086550005, -0.0316621289, 0.0878617615, -0.0281641185, 0.0093173077, -0.0490750112, -0.0066873706, -0.0476089343 ]
712.1557
Keiko Kawamuro
Shelly Harvey, Keiko Kawamuro, and Olga Plamenevskaya
On Transverse Knots and Branched Covers
29 pages, 25 figures
null
null
null
math.GT math.SG
null
We study contact manifolds that arise as cyclic branched covers of transverse knots in the standard contact 3-sphere. We discuss properties of these contact manifolds and describe them in terms of open books and contact surgeries. In many cases we show that such branched covers are contactomorphic for smoothly isotopic transverse knots with the same self-linking number. These pairs of knots include most of the non-transversely simple knots of Birman-Menasco and Ng-Ozsvath-Thurston.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 20:57:25 GMT" } ]
2007-12-11T00:00:00
[ [ "Harvey", "Shelly", "" ], [ "Kawamuro", "Keiko", "" ], [ "Plamenevskaya", "Olga", "" ] ]
[ 0.0031469807, 0.0449488275, 0.0098677306, 0.0168964565, -0.0336928591, -0.0065659806, -0.0151080089, 0.0356438942, -0.0833942071, -0.0688364878, -0.0062877079, -0.0038989417, 0.0429977924, -0.0420722999, 0.0506268367, 0.038620472, 0.0181596261, -0.0294656195, 0.1006033272, 0.1328704357, 0.0161710717, -0.1461774856, 0.0464496203, 0.0140574519, -0.0405464917, 0.0748896971, -0.0072851116, -0.0223743599, 0.0912983939, 0.0956507027, 0.0780413672, -0.0359190404, -0.0147328097, -0.0505017713, -0.0796422139, 0.1880997121, -0.0059187622, 0.0521276332, 0.0210486576, 0.090197809, 0.0862457156, 0.0444735736, -0.0698370188, 0.019497836, 0.0574804693, 0.0806927755, -0.057880681, -0.0257386435, 0.0133320671, 0.0564299114, -0.0530281104, 0.0862957463, 0.0319169201, -0.0860456079, -0.1214643866, -0.0040365146, -0.07398922, 0.0517774448, -0.0460994355, -0.06548471, 0.035994079, -0.127267465, 0.0021042405, 0.0088546937, -0.0741893277, 0.0574304424, -0.1310694814, -0.016058512, -0.0228245985, -0.0458242893, -0.0563798845, 0.0334177129, -0.0339179784, 0.0566300191, 0.0553293303, 0.0521276332, -0.0049338653, 0.148278594, -0.0268892534, -0.0343432054, 0.0367694907, -0.0096050911, 0.0381702334, 0.0415220112, -0.0489259362, 0.0138323326, 0.0232373178, 0.0407465994, -0.1086575985, 0.0587811582, -0.0207109787, 0.0231747851, 0.0326673165, 0.0141575048, 0.113360092, -0.075990282, 0.0747396201, 0.0060031824, 0.0427476577, 0.0157583524, 0.0126129361, 0.0688364878, 0.0216489751, -0.0218490809, 0.1435761005, 0.1019040197, 0.0830940455, -0.0287152212, -0.0785916597, 0.0404964648, -0.0320419855, -0.0265140552, 0.0301159639, 0.067335695, 0.1189630628, -0.0069974591, -0.0003867284, -0.0711877346, -0.0486257747, -0.062283013, -0.0648843944, -0.0832941532, 0.0546289571, 0.0023731329, 0.065334633, -0.0043085339, -0.0438982695, 0.0046243262, -0.0579307079, -0.0156833138, 0.0709376037, -0.0834442303, -0.0248256586, -0.1231652871, -0.0809929296, 0.0899476781, -0.0272894651, 0.0429977924, 0.03736981, 0.0083794417, 0.0023184165, -0.0585310273, -0.0013772926, 0.0294155926, 0.0245255008, -0.0018181512, -0.0040959213, 0.1205639094, 0.0000127265, -0.0057374164, -0.0731887966, -0.0675858259, 0.04865079, 0.0907481015, -0.0584309734, -0.0841445997, 0.0716880038, 0.0797922984, 0.0096238516, 0.0433229655, 0.1336708516, 0.0326923281, 0.077991344, 0.0532282144, 0.0079479627, -0.0057655564, -0.0354688019, 0.0238126218, -0.0370446369, -0.0993526652, 0.0683862492, -0.1151610464, -0.0769407824, 0.053678453, 0.0009473772, 0.0305161756, -0.0810929835, -0.1344712824, -0.0330425166, 0.0774910748, 0.0635837018, 0.1310694814, -0.0465496741, -0.0957007259, -0.0846948922, 0.0127192419, 0.0832941532, 0.0090735601, 0.0095675718, 0.0173466951, -0.0731887966, 0.0675858259, 0.1137603, 0.0619328283, 0.0118375244, -0.068336226, -0.0871461928, 0.0516773947, -0.0628833324, -0.0573804155, 0.0694868341, -0.02159895, 0.1194633245, 0.0116999522, -0.0264390148, -0.0067098066, -0.0058343424, 0.1337709129, -0.0376449563, 0.0424975269, 0.0481755361, 0.021936629, 0.0415220112, 0.0672856644, -0.032592278, -0.0485007092, -0.0001579939, 0.0188349839, -0.0459493585, 0.0831440762, 0.0176968798, 0.0497513711, 0.064334102, 0.0299908984, 0.1839975268, 0.0107619548, 0.0206109248, 0.0157833658, -0.0147328097, -0.0240002219, 0.0384203643, 0.0981020033, -0.0669855103, -0.0193352494, -0.0270643458, -0.0256385896, -0.0540786646, 0.0017149716, -0.0723883733, -0.1074569598, 0.0212987904, 0.0577806272, -0.0828939378, 0.1483786553, -0.0126629621, 0.0619828552, -0.0436981618, -0.0553293303, -0.0154456878, 0.0408966802, 0.0581308156, 0.0539786145, -0.0445736274, -0.0400962532, -0.0161710717, -0.04865079 ]
712.1558
Ganna Ivashchenko
S.Yu. Zubrin, A.V. Antyufeyev, V.V. Myshenko, V.M. Shulga
Methanol Masers Observations in the 3-mm Bandwidth at the Radio Telescope RT-22 CrAO
Published in Proceedings of the 14th Young Scientists Conference on Astronomy and Space Physics, Kyiv, Ukraine, April 23-28, 2007
YSC'14 Proceedings of Contributed Papers (eds. G. Ivashchenko, A. Golovin), Kyiv, Kyivskyi Universytet, pp. 95-98, 2007
null
null
astro-ph
null
We report the beginning of the astronomical masers investigations in the 3-mm bandwidth at the radio telescope RT-22 (CrAO, Ukraine). For this purpose the special complex for maser lines investigation in 85...115 GHz frequency band is developed. It is made on the base of the low noise cryogenic Shottky-diode receiver and the high resolution Fourier-spectrometer. The cryogenic receiver has the DSB noise temperature less than 100K. The spectral channel separation of the Fourier-spectrometer is about 4kHz and the spectrometer bandwidth is 8 MHz. Results of maser observations of 8$^{0}-7^{1} $A$^{+}$ transition of methanol (95.169 GHz) towards DR-21(OH), DR-21W and NGC7538 are in good agreement with early obtained results by other authors. On the basis of the analysis of the location of masers in the NGC7538 direction we can assume that the origin of all known class I methanol masers in this region is connected with existing molecular outflows from young stars.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:05:23 GMT" } ]
2007-12-11T00:00:00
[ [ "Zubrin", "S. Yu.", "" ], [ "Antyufeyev", "A. V.", "" ], [ "Myshenko", "V. V.", "" ], [ "Shulga", "V. M.", "" ] ]
[ 0.0032574222, 0.1517414451, -0.021066511, -0.0760271624, -0.1041332185, 0.0641381368, -0.0073524206, 0.0772786364, -0.0508933514, -0.0598101169, -0.0149003845, -0.0399168655, -0.055690676, 0.0037544277, 0.0865082666, 0.0296443347, -0.0996487662, -0.0346763097, 0.0087603312, 0.0511540771, 0.0152132539, 0.0472432151, -0.0861432552, -0.0242212731, -0.142563954, -0.0286796559, -0.0109373778, -0.0289925244, 0.0271674544, -0.0720641539, 0.0154870134, -0.0645031556, -0.0362667292, -0.0788429826, -0.0888026431, -0.0039467118, -0.0337637775, -0.0406729653, -0.1179516017, -0.0405686758, -0.051831957, -0.0830667093, -0.0474517941, 0.0199975409, 0.0275324695, -0.0751406997, -0.0527184196, 0.0332162566, 0.0590279438, -0.1007438079, -0.1651948094, 0.0853610858, -0.0528748557, -0.0632516742, -0.0130166523, -0.0457310155, 0.0530834347, 0.0456006527, 0.030504724, 0.0208840035, 0.0052275192, -0.0932349488, 0.0641381368, -0.069613345, 0.0316779837, 0.0189416092, -0.0086625591, 0.0163995475, 0.0697697774, 0.0269588754, 0.0584543534, 0.0603315644, 0.0346241668, -0.0292271767, -0.0111915832, -0.1154486462, -0.0285232216, 0.0392389819, -0.0388218239, 0.0062508611, -0.0079129776, -0.0397865027, -0.0383003764, -0.0282885693, -0.0014119842, -0.0259811599, -0.0037446504, -0.0073328665, 0.0111524751, -0.0427587591, -0.0907841474, 0.0056283823, 0.0526141301, -0.0285753664, 0.0153827239, -0.1170129925, 0.0111264028, -0.0519623198, 0.0810330659, -0.0680489987, -0.0433844961, 0.0048331739, 0.0810852051, 0.040438313, 0.0136098005, 0.0124626141, -0.0368663929, -0.0082128104, 0.0086690774, 0.0206623878, 0.121393159, -0.1039246395, 0.0225265659, -0.000363588, -0.112007089, 0.0415333547, -0.0011463715, -0.0966765136, -0.0410901234, 0.1293191761, -0.0790515617, 0.0699262172, 0.0632516742, 0.0265938621, 0.0743585229, 0.0137923071, 0.0883854851, -0.0886462107, -0.0095359851, 0.038561102, 0.097875841, -0.0551170819, 0.0053383266, -0.0793122798, -0.0570985861, -0.0333466157, 0.0122409984, -0.0402558073, 0.0018739548, 0.0551692285, 0.0927656516, -0.0313129686, 0.1063233018, 0.0471128523, -0.1007438079, -0.0691440403, -0.1364108622, -0.0882811919, -0.0118108038, -0.0159823895, -0.1278591156, -0.0946428627, -0.0011789619, -0.0656503364, -0.0069548166, -0.042602323, 0.0343634412, -0.0202321932, -0.056107834, -0.0619480535, 0.0647117347, -0.030713303, -0.1058539972, 0.0170774311, -0.01945002, 0.121601738, -0.0314954743, 0.0154870134, -0.122227475, 0.0184331965, -0.0951121673, 0.0144571532, -0.0547520705, 0.0008929802, -0.0444795378, 0.0207536407, 0.1303620636, -0.0732634813, 0.0001524625, 0.0477385893, 0.0307654478, 0.0017272974, 0.1422510892, 0.0214575958, 0.0262809936, -0.0306872316, -0.0468782, 0.0116087422, 0.0678925663, 0.0133034494, 0.0034252633, 0.0888026431, 0.0342330784, 0.0852567926, -0.112841405, -0.1249390095, -0.0086495234, 0.0146787688, 0.0701347962, -0.0071568778, 0.0100443978, -0.0152132539, 0.1127371192, -0.1414167732, -0.060383711, 0.0282885693, 0.1365151554, -0.037700709, -0.0186548121, 0.0842660442, 0.1085655317, 0.0683097243, 0.1424596757, 0.0254075676, -0.047295358, -0.003337269, -0.1615446806, 0.0257595442, 0.0821802467, 0.0413247757, -0.0725334585, -0.0217965376, 0.0748278275, 0.0806680471, 0.059966553, 0.0213533062, 0.0620523468, -0.0035621435, 0.1461098045, -0.0071438416, 0.0681011453, 0.0163995475, 0.0003876235, 0.0366317406, 0.0057522263, 0.0266068988, 0.0016588573, 0.0207927506, 0.0387957506, -0.0515190884, -0.0530573614, 0.0132708587, 0.0059021427, 0.0476082265, 0.0402558073, 0.0751928389, -0.0333466157, -0.0829102769, 0.0383785926, -0.0602794215, 0.030296145, 0.0226308554, -0.0679968521, -0.0079194959, -0.0677361339, 0.0256422199 ]
712.1559
Thomas Schucker
Thomas Schucker
Cosmological constant and lensing
9 pages,4 figures
Gen.Rel.Grav.41:67-75,2009
10.1007/s10714-008-0652-2
CPT-2007/P93-2007
astro-ph gr-qc
null
The effect of the cosmological constant on the curvature of light due to an isolated spherical mass is recalculated without using the lens equation and compared to a lensing cluster.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:07:53 GMT" } ]
2009-06-23T00:00:00
[ [ "Schucker", "Thomas", "" ] ]
[ 0.0364457667, -0.0159634985, -0.0180961881, -0.0291397199, 0.0551543124, -0.0284006689, -0.0086680111, 0.0188141242, -0.0181278624, -0.0552387722, -0.0430761091, 0.0524514951, -0.0672325119, -0.0144959548, 0.0310612526, 0.0687106177, -0.0316524915, 0.0652476326, -0.0601376258, 0.0535072833, -0.1018623263, -0.0438362733, 0.0652898625, 0.0511845499, -0.0747919455, -0.1076058075, 0.0102094598, -0.0541829877, 0.0799864233, -0.0310823675, -0.0089266784, -0.035263285, -0.0852231234, -0.0396975912, -0.0717512816, 0.2256850153, -0.0185185038, 0.0437518097, 0.011191342, 0.0236918591, -0.0950208232, 0.0278727766, -0.0427593701, -0.0273448825, 0.0113497097, -0.0782549307, -0.0354110934, 0.0410489962, -0.0664723441, -0.0217914432, -0.1167278066, -0.0512690134, 0.0343764238, -0.0755521134, -0.0535072833, -0.1064233258, 0.0289707948, -0.0346720442, 0.0308078639, 0.036762502, 0.0902064368, 0.0158262458, 0.0166919921, -0.021474706, -0.0965411589, -0.0001293339, 0.086278908, 0.0229528081, -0.1290594041, 0.0648675486, -0.0216119587, -0.0445964411, -0.0522825718, 0.0184340402, -0.0555343926, -0.0275771562, -0.0040251878, 0.0594619215, 0.1010176986, 0.0346509293, -0.0040647797, -0.0020614241, 0.0427171402, 0.0566324107, 0.0221292954, -0.03661469, 0.0576037355, -0.0029139719, -0.0664723441, 0.0637695342, 0.1244139373, -0.0248743407, 0.0032122319, -0.0246842988, -0.0011587262, -0.0200071633, 0.0096498923, 0.0374170914, 0.1396172643, 0.0831960142, 0.0395286642, 0.0021419278, 0.0279361233, -0.1103930846, 0.0543096811, 0.0318003036, -0.0386629179, -0.0630515963, -0.0758899674, -0.0195215009, 0.0142636821, 0.0481016524, -0.0904598236, -0.0479327291, -0.0790995583, -0.0290341415, -0.0930781811, 0.0949363634, -0.1457830667, -0.0243886784, 0.0310612526, 0.0379872136, 0.1352251917, -0.0758899674, 0.1083659753, -0.0650364757, -0.0296253823, -0.0385995694, -0.1301574111, -0.0074169035, 0.0690062344, -0.1038049757, -0.0658811033, -0.0376282483, 0.011307478, -0.0331728272, 0.0392541587, 0.0119198347, 0.1032981947, 0.0808310509, -0.0019809203, 0.1164744198, 0.0551965423, 0.053000506, 0.1111532524, 0.1183326021, 0.0265847165, 0.0181278624, 0.0881793275, -0.0324760079, -0.0622491986, 0.0158473626, 0.0385151096, -0.0274082292, -0.0580682829, -0.059166301, 0.0407744907, 0.1015244722, -0.0046560206, 0.0594619215, 0.0371848159, 0.0426537916, 0.0538873672, 0.0295831505, -0.0260357056, 0.018666314, 0.0532116629, -0.0049885935, -0.0431816876, -0.1728956699, 0.0453988388, -0.02557116, -0.026310211, -0.1391104907, 0.0394864306, 0.131255433, 0.0404155254, -0.0839984119, 0.0690907016, 0.1326068491, -0.0017512866, -0.0032782184, 0.0551120788, 0.0032623818, 0.0426749103, 0.0431605726, -0.0253600031, 0.0016219527, -0.0028585433, -0.1069300994, -0.0184340402, 0.0201127417, 0.1030448079, 0.0425904468, -0.0983993411, -0.0055745551, 0.0478904955, 0.0208201185, 0.0256978553, 0.0454410724, 0.1089572161, 0.0413235016, 0.0918956995, -0.0631782934, 0.0414290801, -0.0176527575, 0.080070883, 0.0796063393, -0.099328436, 0.0491996706, -0.0094070621, 0.0457366928, 0.0259301271, -0.0201232992, -0.0820135325, 0.0072585354, -0.0166708753, -0.0204294771, -0.0156995524, 0.0332150571, -0.0434139594, 0.1658007801, 0.0825625435, 0.0202605519, 0.0840406418, -0.0443008207, 0.0287174061, -0.0474681817, -0.0443430506, 0.0111385528, -0.0284640156, 0.0515646338, -0.0373537429, -0.0059388014, 0.0633049831, -0.0960343853, -0.0158156883, 0.0199015848, -0.0842517987, -0.1484014094, -0.0656277165, -0.0504243858, 0.0134190526, 0.0098874448, -0.0520714112, -0.035263285, -0.0344608873, 0.0949363634, -0.0088633318, 0.010642333, 0.0398031697, 0.1113221794, -0.0158051308, -0.0215908438, -0.0364246517, 0.0482283495 ]
712.156
Eran Nevo
Martina Kubitzke and Eran Nevo
The Lefschetz property for barycentric subdivisions of shellable complexes
16 pages, no figures
null
null
null
math.CO math.AC
null
We show that an 'almost strong Lefschetz' property holds for the barycentric subdivision of a shellable complex. From this we conclude that for the barycentric subdivision of a Cohen-Macaulay complex, the $h$-vector is unimodal, peaks in its middle degree (one of them if the dimension of the complex is even), and that its $g$-vector is an $M$-sequence. In particular, the (combinatorial) $g$-conjecture is verified for barycentric subdivisions of homology spheres. In addition, using the above algebraic result, we derive new inequalities on a refinement of the Eulerian statistics on permutations, where permutations are grouped by the number of descents and the image of 1.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:16:21 GMT" } ]
2007-12-11T00:00:00
[ [ "Kubitzke", "Martina", "" ], [ "Nevo", "Eran", "" ] ]
[ 0.0113223242, 0.0365034454, 0.0231886636, 0.0944955051, 0.032477729, 0.0774678215, -0.0283432119, 0.0321785212, -0.0799702927, -0.0604945347, -0.0087382505, -0.0024242694, -0.0737141147, 0.0405563638, -0.0465677343, 0.1199010387, -0.0255823322, -0.0283432119, 0.0816567391, 0.0275135878, 0.0158852544, -0.1004252806, 0.1242531613, 0.0294040423, 0.0009579774, -0.0155180451, 0.0061201756, -0.0042263209, 0.1387239695, -0.0452620983, 0.0087994523, -0.0146204187, 0.0176125038, -0.0423244126, -0.151780352, 0.1003708765, -0.011458328, 0.0688179731, 0.0002386443, 0.0688179731, -0.0297848526, 0.105919838, -0.128170073, 0.0051103462, 0.0449900888, 0.0420252047, 0.0616369657, -0.0181701202, 0.0106015038, -0.0399579443, -0.0853560492, 0.1247971728, 0.0523614995, -0.0805143043, -0.0639218315, 0.0155724464, -0.0246303063, 0.0440924652, 0.0428140275, -0.0830167755, -0.0201285761, -0.0860632658, -0.0389787182, 0.0248071104, -0.1095647365, 0.0390603207, -0.1165281385, 0.0488798022, 0.044364471, -0.0020757595, -0.1022205278, 0.0862264708, 0.0671859235, 0.0322873257, -0.0094454708, 0.0108191101, -0.005729164, 0.0504030436, -0.009975886, 0.0483629853, -0.0034953002, 0.0309544876, 0.1239267513, -0.0208765976, 0.017966114, -0.0455069058, 0.0550543778, 0.0932986736, -0.1098911464, 0.0503486432, -0.0001719174, -0.0070994035, -0.0396859385, 0.0399579443, 0.0719188601, -0.0495326184, 0.1166369393, 0.0126007609, -0.0108395107, 0.0159668569, -0.0082146358, 0.0445004739, 0.0419164002, -0.1895350367, 0.137527138, 0.0197613668, -0.0484445877, 0.0543471575, -0.1052126139, 0.0307368804, 0.0456973091, -0.0391147211, -0.0663698986, 0.085628055, 0.0836151987, -0.0289688297, -0.0412907824, 0.0158444531, -0.0880217254, 0.0536943376, 0.0471389517, -0.0627250001, 0.0199109707, -0.0374010727, 0.0153548401, -0.0251743216, 0.029512845, -0.1226211116, -0.0020451585, -0.0727892891, 0.0056339614, -0.025405528, -0.0314985029, -0.0792630687, -0.0547279678, 0.0210398026, -0.0263031535, -0.1187041998, 0.0455341041, 0.0459149145, 0.0307368804, 0.1195746288, 0.1157665178, -0.0045663309, -0.0155180451, 0.1370919347, -0.0251743216, 0.0335385613, 0.0374554731, 0.0223590415, -0.0499678329, -0.0243990999, 0.023107063, 0.0359050296, -0.0542927571, -0.0804599077, -0.061201755, -0.0198973697, 0.0328585431, 0.0152188363, 0.109238334, 0.1091295257, 0.0506478511, 0.0185101312, 0.0996636525, 0.0802422985, -0.1088031158, 0.0504030436, -0.0131787779, -0.1315429658, -0.0070722029, -0.0749653503, -0.1290404946, -0.0802967027, -0.0288056247, -0.0010659306, -0.0232838672, -0.0595153049, -0.0719188601, -0.063214615, 0.0565232188, 0.1041245833, 0.030519275, 0.004216121, -0.1039613783, 0.0528783165, 0.1206626594, 0.1130464375, 0.0570672341, -0.032477729, -0.0921018422, 0.0745845363, 0.0244943015, 0.1251235902, 0.0371018648, -0.0893273577, 0.0777942315, 0.0017408499, 0.052633509, -0.1171809584, 0.0176805072, 0.022440644, 0.052633509, -0.035932228, -0.0611473508, -0.0489070006, 0.0873689055, 0.0292408373, -0.098466821, 0.03035607, -0.0487165973, 0.0013863897, 0.0028594818, 0.0711572394, -0.0228350535, 0.016510874, -0.0190541465, 0.0072694081, -0.0748021454, 0.0811127275, 0.0088334531, 0.0485261902, 0.0738229156, 0.0647922531, 0.0233110674, 0.0046751341, 0.0523070991, -0.0654450729, -0.0221958365, -0.0358234271, 0.0168372821, 0.0420524068, -0.0259223431, -0.0761077777, -0.0503486432, 0.0485261902, -0.0329401456, -0.0425964221, -0.0078134239, -0.0755637661, -0.0165788755, 0.0111931209, -0.0017289496, 0.0609297454, 0.0860632658, 0.0365034454, -0.0320425183, 0.0475469641, 0.0654994771, -0.0334025584, -0.0551359802, 0.0231206622, 0.0272823814, -0.0625617951, -0.0874777064, 0.0437932536 ]
712.1561
Karol Szalowski
Karol Sza{\l}owski and Tadeusz Balcerzak
The influence of structural short-range order on the phase diagrams of diluted FCC magnet with arbitrary spin and modified RKKY interaction
12 pages, 6 figures, revtex4 file
null
10.1103/PhysRevB.77.115204
null
cond-mat.stat-mech cond-mat.mtrl-sci
null
A diluted FCC magnet with modified long-range RKKY interaction and arbitrary Ising spin S is considered within two-sublattice model. In the molecular field approximation the Gibbs free-energy is derived, from which all magnetic thermodynamic properties can be self-consistently obtained. In particular, the phase diagrams are studied for different magnetic ion and free-charge concentration, the atomic short-range-order (Warren-Cowley) parameter being taken into account.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 20:57:06 GMT" } ]
2013-05-29T00:00:00
[ [ "Szałowski", "Karol", "" ], [ "Balcerzak", "Tadeusz", "" ] ]
[ -0.0143563235, 0.0071417554, -0.104753837, -0.0614542887, 0.0179727096, 0.0508721136, -0.0554350689, -0.0732500181, -0.0800944492, -0.0074208723, 0.0249263644, -0.0735412687, -0.0063832849, 0.0715510473, 0.0670366287, 0.0625707582, -0.0721335486, 0.0734927282, 0.0555806942, 0.0272806566, -0.1058217585, -0.1275686175, 0.1032975689, -0.0131427711, -0.1079576164, 0.0005464778, 0.0478139594, -0.0553379841, 0.0250962619, 0.0241496917, 0.0845117792, -0.0395860747, -0.0518914983, -0.054512769, -0.1192193776, 0.1448495984, -0.0387608595, 0.0472071841, -0.0210915394, 0.0136281922, -0.0341493636, -0.0121415909, -0.0975696072, 0.1269861162, 0.0229968168, -0.0003007334, -0.0437849686, 0.0588815585, 0.1537813544, -0.046964474, -0.1069867685, -0.0336396694, 0.0580077991, -0.0858709589, -0.0350473896, 0.0973754376, -0.0021980465, 0.0440519489, 0.0511633642, -0.0557748638, 0.0018476334, -0.1378595382, 0.0200842898, 0.084026359, -0.1180543676, 0.118928127, -0.0682016388, 0.042085994, 0.0122508109, 0.0233487468, -0.0433238186, 0.0070386035, 0.0679589286, -0.0004368788, 0.0356541686, -0.1206756383, 0.0433480889, -0.0391006544, -0.0067352154, 0.0827642679, -0.0598523989, -0.0526196286, 0.105918847, -0.0832496881, -0.0492459536, -0.0450227894, -0.0344891548, 0.0517458692, 0.0013159458, -0.0603863634, 0.020108562, 0.0282272268, -0.0125359949, 0.0022496225, 0.0495857485, -0.041964639, 0.1314519793, -0.0321348645, -0.025338972, -0.0179727096, 0.0454111286, 0.0276204497, -0.032668829, -0.0355085395, 0.1667906344, -0.0132641271, 0.0133612109, -0.0171353593, -0.0273291972, -0.0166499373, 0.0001570033, 0.0193076171, -0.1253356785, 0.0149752358, -0.1318403184, -0.0920843482, -0.0393433645, -0.0030627027, -0.082861349, 0.0952881277, -0.0403142087, 0.0100603485, 0.088443689, 0.041503489, -0.0089378124, -0.0325960144, 0.0210794043, -0.0675705895, -0.0101331621, -0.0101574324, -0.0088407286, -0.0184338596, -0.083929278, -0.0981521085, -0.0405811891, -0.0650464073, 0.0070264679, -0.0187372472, 0.0457509235, -0.0529108793, 0.0240283348, 0.0927153975, 0.0695122778, 0.0519400388, 0.0318193398, -0.0051120892, -0.0494401194, 0.0108491573, -0.036625009, -0.0267224219, 0.0127301635, 0.0049512936, 0.1970808953, -0.0089742197, -0.0147446608, -0.1500921547, 0.003892469, 0.0106003797, 0.0744150281, -0.0020402849, 0.049051784, 0.0615028292, -0.0714539587, -0.0294407792, 0.0612601191, 0.0203148648, -0.0690268576, 0.0405083746, -0.0343435295, -0.0988316983, -0.0560175739, -0.0606776141, -0.110190548, -0.0014767415, 0.0786381885, 0.1055305079, -0.0087375762, -0.1500921547, -0.0056854924, 0.0392462835, -0.0074815499, -0.0362852141, -0.0111768171, -0.0191013142, -0.0815992579, 0.0316979848, 0.0589786433, 0.0439791344, -0.0019371329, -0.0179969799, -0.0322562195, 0.0997054577, 0.0519400388, -0.0028199921, -0.0456052944, -0.0953366682, 0.0499983542, -0.0419160984, 0.0093746912, 0.1213552281, 0.0296106767, -0.066502668, 0.0037195378, -0.0534448437, -0.1007733867, -0.0071842298, 0.0085616112, -0.0039470787, -0.0770362988, -0.0425228737, 0.0590757281, -0.0017353798, 0.0975696072, 0.0146597121, -0.0639784783, -0.0150844548, -0.1797999144, -0.0216497723, 0.0531050488, 0.089365989, 0.0225720722, -0.0270379446, -0.0135311084, 0.1431991756, -0.0863078386, 0.076356709, -0.0369890742, -0.0645609796, 0.0450227894, 0.0207517445, 0.0332998745, -0.0225720722, 0.0714054182, -0.0301689096, -0.0341493636, -0.0268923193, -0.0350959338, -0.0300232843, -0.001961404, -0.0749489889, -0.0397802442, 0.0268437769, -0.0205575768, 0.0790750682, 0.0051120892, 0.0187372472, 0.0217104517, 0.0622309633, 0.0373531394, -0.0642211884, -0.0763081685, 0.0329600796, -0.0757256672, 0.0244773496, -0.0522312932, -0.0106731923 ]
712.1562
Zhaoming Ma
Zhaoming Ma, Gary Bernstein
Size of spectroscopic calibration samples for cosmic shear photometric redshifts
9 pages 4 figures, minor changes, match the published version
Astrophys.J.682:39-48,2008
10.1086/588214
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Weak gravitational lensing surveys using photometric redshifts can have their cosmological constraints severely degraded by errors in the photo-z scale. We explore the cosmological degradation vs the size of the spectroscopic survey required to calibrate the photo-z probability distribution. Previous work has assumed a simple Gaussian distribution of photo-z errors; here we describe a method for constraining an arbitrary parametric photo-z error model. As an example we allow the photo-z probability distribution to be the sum of $N_g$ Gaussians. To limit cosmological degradation to a fixed level, photo-z models with multiple Gaussians require up to 5 times larger calibration sample than one would estimate from assuming a single-Gaussian model. This degradation saturates at $N_g\approx 4$. Assuming a single Gaussian when the photo-z distribution has multiple parameters underestimates cosmological parameter uncertainties by up to 35%. The size of required calibration sample also depends upon the shape of the fiducial distribution, even when the RMS photo-z error is held fixed. The required calibration sample size varies up to a factor of 40 among the fiducial models studied, but this is reduced to a factor of a few if the photo-z parameters are forced to be slowly varying with redshift. Finally we show that the size of the required calibration sample can be substantially reduced by optimizing its redshift distribution. We hope this study will help stimulate work on better understanding of photo-z errors.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:22:23 GMT" }, { "version": "v2", "created": "Sun, 7 Sep 2008 15:08:44 GMT" } ]
2009-06-23T00:00:00
[ [ "Ma", "Zhaoming", "" ], [ "Bernstein", "Gary", "" ] ]
[ 0.078046225, 0.04617735, 0.0570480749, 0.0394876711, -0.0815768838, -0.0656424463, -0.0117301615, 0.0145755969, -0.1241306588, 0.0544929877, 0.026526425, -0.012008898, -0.0503119417, -0.0088963406, 0.0673148707, 0.1283117086, 0.0003139415, 0.0541677959, -0.042716369, 0.0964428335, -0.0681975335, -0.0312184896, 0.0450856313, -0.0284775812, -0.0247378647, -0.0996947587, 0.1204141751, -0.0138206854, 0.1842448413, -0.0727037713, -0.0347723812, -0.0616472252, -0.1612026244, -0.0713565499, -0.1656624079, 0.1765331328, -0.0153072802, 0.0383262709, -0.0544465333, -0.0168403313, -0.0509623252, -0.0300338585, -0.0098196547, 0.046920646, 0.045201771, -0.0233674105, -0.0506371334, -0.0581630208, -0.062947996, -0.0152956666, -0.1012742668, 0.0026102513, 0.0037542323, -0.0886382088, -0.008913761, 0.0015766034, -0.0071716583, 0.0398825482, -0.0330767334, 0.0731218755, 0.0572803542, -0.1254314333, 0.0453875959, 0.0563976876, -0.0788824335, -0.084131971, 0.0372577794, -0.0217995178, 0.0063760979, 0.0829241127, -0.0019279276, -0.0168287177, 0.0317759626, 0.0616007708, 0.0086059896, -0.0586275794, -0.0571874417, 0.1305416077, -0.0332393311, 0.0032838646, 0.0580236502, 0.0467812791, 0.0128915636, -0.0237158313, -0.0828776583, -0.0327283107, 0.0053482568, -0.0388837419, -0.0686156377, 0.0397896357, -0.0107255485, -0.0583953001, -0.0000438021, -0.0040300656, -0.0084317792, -0.0962570086, 0.0717746541, -0.0136580896, 0.1661269665, -0.0616007708, -0.0226589553, 0.0495221876, 0.028826002, -0.120785825, 0.0647133291, -0.047315523, -0.0037426185, -0.0031444964, -0.0141807199, 0.0651314333, 0.0830170289, -0.0306842439, -0.0747013837, -0.0178972073, -0.0212768875, -0.0731218755, -0.1080568582, 0.0346097834, -0.0801367462, -0.009918374, -0.0180946458, -0.0461076647, 0.0825524628, 0.0352369398, 0.0410207249, -0.0762808919, -0.0168751739, -0.0942129418, -0.0565835126, 0.0210446063, 0.0815768838, -0.1245023087, 0.0168287177, -0.0571874417, -0.0507300459, -0.0180714168, 0.0165499803, -0.005859274, -0.0086234109, -0.0176649261, -0.0280594751, 0.0025391155, 0.0264335126, 0.039278619, 0.0799973831, 0.0103190579, -0.0524953753, 0.0516591668, -0.0415317416, 0.0434828959, -0.0865012333, -0.0532851294, -0.0522166416, -0.0808800459, 0.0128451074, -0.0742368251, -0.0206381157, 0.0740974545, -0.0389534272, -0.0779533088, 0.0973719582, 0.0763273463, -0.0570945293, -0.0128102656, -0.0103248646, -0.0268283896, -0.0412994586, -0.006492238, -0.1030396, -0.0487324335, -0.0670361295, 0.0498473793, 0.0358176418, -0.1307274252, 0.0123921605, 0.1235731915, 0.0256669875, -0.0361428335, -0.0143781584, 0.0235183928, -0.047896225, 0.01052811, -0.0171887521, 0.0114630396, -0.1248739585, -0.0245984979, 0.0056734495, -0.0157950688, 0.0448301211, -0.0409742668, -0.0288724564, -0.0003687452, -0.0078743063, 0.0468509607, -0.1116804332, -0.0443191044, 0.0251095146, 0.0567693375, -0.0265496522, 0.0348420627, 0.0051130732, 0.0420427583, 0.1591585428, -0.093655467, -0.0511481501, -0.0650849789, 0.041578196, 0.0175836291, -0.0426466875, 0.0679652542, -0.0111901099, 0.0168635584, 0.0687550083, 0.0025013699, -0.0518914461, -0.0607181042, -0.0881271958, 0.0685691833, -0.0025289531, 0.0844571665, -0.0392321646, 0.0519379042, 0.135744676, 0.0311255772, -0.0375132896, -0.0766060874, 0.0770241916, -0.0403006561, 0.0623440668, 0.00199616, 0.0299641751, 0.0565835126, -0.0622047, 0.0471993834, -0.0188727845, -0.0698699504, -0.0243662167, -0.0178159084, -0.0404864773, -0.1576719582, -0.0853862837, 0.0804619417, -0.026131548, -0.0307771564, -0.1030396, 0.0447372124, -0.1276613176, -0.0737722665, 0.0441100523, -0.0003505983, 0.0295460708, -0.0006638139, -0.0067129042, -0.1316565424, -0.0427860543, 0.0647133291 ]
712.1563
Carlo Giocoli
Carlo Giocoli (1), Giuseppe Tormen (1), Frank C. van den Bosch (2), ((1) Dipartimento di Astronomia, Universita' degli Studi di Padova, (2) Max-Planck-Institute for Astronomy, Heidelberg)
The Population of Dark Matter Subhaloes: Mass Functions and Average Mass Loss Rates
12 pages, 12 figures; submitted to MNRAS
null
10.1111/j.1365-2966.2008.13182.x
null
astro-ph
null
Using a cosmological N-Body simulation and a sample of re-simulated cluster-like haloes, we study the mass loss rates of dark matter subhaloes, and interpret the mass function of subhaloes at redshift zero in terms of the evolution of the mass function of systems accreted by the main halo progenitor. When expressed in terms of the ratio between the mass of the subhalo at the time of accretion and the present day host mass the unevolved subhalo mass function is found to be universal. However, the subhalo mass function at redshift zero clearly depends on $M_0$, in that more massive host haloes host more subhaloes. To relate the unevolved and evolved subhalo mass functions, we measure the subhalo mass loss rate as a function of host mass and redshift. We find that the average, specific mass loss rate of dark matter subhaloes depends mainly on redshift. These results suggest a pleasingly simple picture for the evolution and mass dependence of the evolved subhalo mass function. Less massive host haloes accrete their subhaloes earlier, which are thus subjected to mass loss for a longer time. In addition, their subhaloes are typically accreted by denser hosts, which causes an additional boost of the mass loss rate. To test the self-consistency of this picture, we use a merger trees constructed using the extended Press-Schechter formalism, and evolve the subhalo populations using the average mass loss rates obtained from our simulations, finding the subhalo mass functions to be in good agreement with the simulations. [abridged]
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:31:05 GMT" } ]
2009-11-13T00:00:00
[ [ "Giocoli", "Carlo", "" ], [ "Tormen", "Giuseppe", "" ], [ "Bosch", "Frank C. van den", "" ] ]
[ 0.0524141379, 0.1120017469, 0.0933029056, 0.0589659065, 0.0280960817, 0.0135937212, 0.0464840718, 0.06733495, -0.0157935843, 0.0400518626, -0.0389519297, 0.0131035345, -0.09937644, -0.0372302979, 0.0919160321, 0.103967458, -0.0113281012, 0.0061751604, -0.015219708, 0.0174913052, 0.0215682257, 0.046555806, 0.0191412028, 0.0834991634, -0.046890568, -0.0141078196, 0.002688556, -0.0584398508, 0.0409605019, -0.0695826411, 0.1134364381, -0.0160566121, -0.0710651577, 0.0030606796, -0.0977982804, 0.1048282757, -0.0193683635, 0.0324718989, -0.1071237847, -0.0002960924, -0.0307502653, -0.0137013234, -0.0220345017, 0.0579137951, -0.0658046082, 0.0074902959, -0.0288134292, -0.1176448688, 0.0759909377, -0.0214964915, -0.1256791502, -0.0624569915, 0.0931116119, -0.0614527091, -0.0209704377, -0.0213649776, 0.0682914108, 0.0141436877, -0.01288833, -0.0194640085, -0.0255853683, -0.0300807413, 0.011322123, 0.0063544968, -0.0249875803, -0.0568138659, 0.020516118, -0.0085842498, -0.017084809, 0.0803428367, -0.0424430184, -0.0564791039, 0.0642264485, -0.0148849459, -0.0010349222, -0.0371346511, 0.0369672701, 0.0021296232, -0.1208011955, 0.0902900472, 0.0171087198, 0.0337631218, -0.019380318, -0.0178021565, 0.0099950321, -0.0146219181, -0.0305111501, -0.0142991124, -0.1414607912, 0.0764691681, 0.0540401228, 0.0362020992, -0.0559052266, -0.0342891775, 0.0434473045, -0.1836407781, 0.0155783808, 0.012756817, 0.0915812701, 0.0072571584, 0.0289568976, 0.0203606933, 0.0761822313, -0.1493994296, 0.0533227772, -0.0393106043, -0.0790994391, -0.0464123376, -0.0694391653, 0.0178260673, 0.0517446138, 0.0084886039, -0.0246528182, 0.0004057493, -0.0726911426, 0.0410561487, -0.0550444089, 0.1093236506, -0.0458145477, 0.0103835948, -0.0532271303, -0.0346478485, 0.0243300125, 0.0038587279, 0.005161908, -0.0348630548, 0.0835948139, -0.0207193661, -0.1078889593, 0.0579137951, 0.1005241945, -0.031706728, -0.0495447516, -0.0301285647, -0.0797211379, 0.0360108092, 0.0249158442, 0.0080223279, 0.009056503, 0.0384736992, 0.0244854372, 0.0547096469, -0.0126133477, 0.0913899764, -0.0346717611, 0.1073150784, -0.0248919334, -0.0129241981, -0.0336435623, 0.0243180562, 0.0641308054, 0.0111846318, -0.0061004367, 0.0711129755, -0.0476557389, -0.0827818215, 0.0540879481, 0.0646568537, -0.0541835949, -0.0641786233, 0.0068805511, -0.0529880151, -0.077856034, -0.0663306639, -0.031539347, 0.0570529811, -0.0284308437, -0.0296025109, -0.1480603814, -0.0746040642, 0.0115672173, -0.0645612106, -0.0361781903, -0.1663288027, 0.0081179747, 0.0433994792, -0.0038019379, -0.1304614693, -0.0356521346, -0.0016005801, 0.0898596421, 0.1152537167, -0.0025988875, -0.0440690033, -0.0840252191, -0.0710173324, 0.0124698784, 0.122522831, -0.0091461716, 0.0520315543, 0.058344204, 0.0180054046, -0.0133426497, -0.016917428, -0.0737910718, -0.0645612106, 0.0755127072, 0.088281475, 0.011890023, 0.0803428367, 0.0707782134, 0.0288851634, 0.1073150784, -0.0707303956, -0.0199900642, -0.0776169226, 0.0823035836, 0.0348630548, 0.0679088309, -0.0308937356, 0.0443798527, 0.0142393336, 0.0266374778, -0.0437581539, -0.0692000538, -0.0368955359, -0.1304614693, 0.1396435052, 0.0829731077, 0.0882336572, -0.0692478791, 0.0503577441, 0.0666654259, 0.1168797016, 0.0718781501, -0.0098037394, 0.124913983, -0.0492099896, 0.0545661785, 0.0070299986, 0.0440690033, 0.0582007356, -0.0578659736, 0.0217116959, -0.0271635316, -0.1955965608, -0.0528445467, -0.0253940765, 0.0638916865, -0.0794820264, -0.0982286856, -0.0077652787, 0.0847425684, 0.0997590274, 0.00682675, 0.0324479863, -0.0319219306, 0.0030786132, -0.0258483961, -0.0621700548, 0.0922507942, -0.1049239188, 0.0759909377, 0.0330935977, -0.0215682257, 0.0615483522 ]
712.1564
Chandre Dharma-Wardana
Michael S. Murillo (LANL) and M. W. C. Dharma-wardana (NRC Canada)
Temperature Relaxation in Hot Dense Hydrogen
4 pages PRL style, two figures
Phys.Rev.Lett.100:205005,2008
10.1103/PhysRevLett.100.205005
null
cond-mat.str-el astro-ph cond-mat.stat-mech nucl-th physics.plasm-ph
null
Temperature equilibration of hydrogen is studied for conditions relevant to inertial confinement fusion. New molecular-dynamics simulations and results from quantum many-body theory are compared with Landau-Spitzer (LS) predictions for temperatures T from 50 eV to 5000 eV, and densities with Wigner-Seitz radii r_s = 1.0 and 0.5. The relaxation is slower than the LS result, even for temperatures in the keV range, but converges to agreement in the high-T limit.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:12:18 GMT" } ]
2016-09-08T00:00:00
[ [ "Murillo", "Michael S.", "", "LANL" ], [ "Dharma-wardana", "M. W. C.", "", "NRC Canada" ] ]
[ 0.0373008437, 0.0579593703, -0.0115039377, 0.0234541204, -0.0172723122, 0.0004893111, -0.0225878786, 0.0061129024, 0.0627368167, -0.0082358476, -0.0026282526, 0.0682492554, -0.1389134824, -0.0163010731, 0.0232703723, 0.0600593463, 0.0671992674, 0.0588518605, -0.0996439159, 0.0584318638, -0.0712942258, -0.0630518124, 0.004580575, 0.0489294678, 0.0247272309, -0.0093711484, 0.0210653953, -0.017784182, 0.1174937189, -0.1584432721, 0.0949189663, -0.0526831783, -0.0334158875, -0.0730267093, 0.0098961424, 0.113398768, 0.0531294234, 0.1112987921, -0.0982264355, -0.0187160466, -0.0485619716, -0.0918214992, -0.0944464728, 0.0676192641, 0.0369858481, -0.086991556, 0.0411333032, 0.0344921239, 0.0244516097, -0.0398470685, -0.0324446484, -0.0078092902, 0.0178760551, -0.0307384152, -0.0489294678, 0.0352008678, 0.002442864, 0.02429411, 0.0335471369, -0.0744441897, -0.0142535949, -0.0285334401, -0.0149229625, 0.0298721753, 0.0020523996, 0.0136104766, -0.0519219339, 0.0081702238, 0.0693517476, 0.0168391913, 0.038639579, 0.0089577148, 0.0607418381, -0.0162223242, -0.0635768101, -0.0328646414, 0.0349646211, -0.094183974, 0.000656653, 0.0111561287, -0.0159073267, -0.0607418381, -0.0298984256, -0.021209769, -0.0116811227, 0.0218791366, 0.0146210911, 0.0220891349, 0.0207372736, -0.0147129651, 0.0408970565, 0.0616868287, -0.0788016468, 0.0209078975, 0.0216166396, -0.2412873805, 0.1374435127, 0.020067906, -0.0004318898, 0.0927139893, -0.0227322523, 0.021656014, 0.0579593703, -0.0207766499, 0.0843140855, -0.0841040835, -0.0571193807, -0.0405295603, -0.0134398537, 0.0740766972, 0.0835790932, -0.006201495, -0.0203041546, 0.0333896354, -0.0750216842, -0.0103948871, -0.114553757, 0.0604268424, -0.093238987, 0.1030563787, -0.0950764641, -0.0049086967, 0.0272472035, 0.0047676046, -0.0074221068, -0.056699384, 0.0622118227, -0.1317735612, -0.0759141743, 0.0918740034, 0.0170098152, -0.0333896354, 0.0222072583, -0.0600593463, 0.0346496217, -0.0769641623, -0.0361196063, 0.004272141, 0.1072038338, -0.1011139005, 0.0811116174, 0.0565418862, 0.133453548, 0.0408970565, 0.055544395, 0.0402145609, 0.0023608338, 0.1269436181, 0.071924217, 0.0542844087, -0.0660442784, 0.0286384393, 0.0055025965, 0.0138729746, 0.019634787, -0.1417484581, 0.0643118024, 0.0499007069, 0.0118779959, -0.0242022369, -0.024385985, -0.0070283609, -0.0570143797, 0.0247009806, 0.1946678758, 0.0367758498, -0.0613718331, -0.0137548503, -0.1181237176, -0.0635768101, -0.0015290459, -0.0606368408, -0.0917165056, -0.0012731112, 0.085731566, 0.0831065997, 0.1089888141, -0.0361721069, -0.034413375, 0.1519333422, 0.0410808027, 0.005637126, -0.0216691401, -0.0295834281, -0.0905090123, -0.0295571778, -0.1147637516, -0.0157498289, 0.0229291264, -0.0289009362, -0.0969664454, 0.1272586137, 0.0462519974, 0.0162748229, -0.0206978992, -0.0928714871, 0.0220497604, -0.0400045663, -0.017954804, 0.0090758391, 0.0155004561, -0.066726774, 0.0229816251, -0.0765441656, 0.0435482748, 0.0267484598, -0.0425507873, 0.0280084461, -0.0693517476, 0.0352008678, 0.064626798, 0.0609518364, 0.0007058712, 0.0329171419, -0.0003906696, -0.0347808711, -0.1229536608, -0.0082227234, 0.0065886783, 0.1146587506, -0.0500057079, 0.1404884756, 0.1299885809, 0.0481682271, -0.0210391469, -0.0518694371, 0.0240184888, -0.054494407, 0.0842615813, 0.0642068014, 0.0282446928, 0.0547044054, -0.0381408371, 0.039794568, -0.0339671299, 0.047616981, 0.0289271846, 0.053969413, -0.0091217756, -0.0821616054, -0.0742341951, 0.0016012326, -0.0447295122, -0.0052925986, -0.0051449439, -0.0084852204, -0.0507669486, -0.0647842959, 0.1384934932, -0.0234016199, -0.042865783, -0.0021262269, -0.0014224064, -0.0995389149, -0.0686692521, 0.0033599634 ]
712.1565
Daniele Bajoni
Daniele Bajoni, Elizaveta Semenova, Aristide Lema\^itre, Sophie Bouchoule, Esther Wertz, Pascale Senellart, Jacqueline Bloch
Microcavity polariton light emitting diode
5 pages 3 figures
Physical Review B 77, 113303 (2008)
10.1103/PhysRevB.77.113303
null
cond-mat.mtrl-sci
null
Cavity polaritons have been shown these last years to exhibit a rich variety of non-linear behaviors which could be used in new polariton based devices. Operation in the strong coupling regime under electrical injection remains a key step toward a practical polariton device. We report here on the realization of a polariton based light emitting diode using a GaAs microcavity with doped Bragg mirrors. Both photocurrent and electroluminescence spectra are governed by cavity polaritons up to 100 K.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:38:44 GMT" }, { "version": "v2", "created": "Tue, 11 Dec 2007 08:59:05 GMT" } ]
2008-03-20T00:00:00
[ [ "Bajoni", "Daniele", "" ], [ "Semenova", "Elizaveta", "" ], [ "Lemaître", "Aristide", "" ], [ "Bouchoule", "Sophie", "" ], [ "Wertz", "Esther", "" ], [ "Senellart", "Pascale", "" ], [ "Bloch", "Jacqueline", "" ] ]
[ 0.049734205, 0.0167469811, -0.0651587322, 0.1013470367, 0.0369793102, 0.1260658354, -0.0457544811, 0.0278827958, 0.0068347454, -0.1205288172, 0.0417747535, -0.0730193034, -0.026745731, -0.0544802137, 0.0460511073, -0.0017488544, -0.0952167809, 0.01635148, -0.0260041673, 0.0659991726, -0.0107835717, -0.0201210957, -0.053491462, 0.0266468562, -0.1472251117, -0.1054009199, 0.0541835874, 0.0577925295, 0.1189468205, 0.0201705322, 0.0435050689, -0.0569026545, 0.0133357868, -0.085378699, -0.0904707685, 0.1499936134, -0.0339388996, 0.0929920897, -0.1075761765, 0.0539858378, -0.0925471485, -0.0121307466, -0.0094796559, -0.0009555357, 0.1036211699, -0.0219626445, -0.0325546451, 0.0392040014, 0.0772709399, -0.1048076674, 0.0120627694, 0.1054009199, 0.0569026545, 0.0079285521, -0.1196389422, -0.0164874326, -0.0271165129, -0.0343096815, 0.0035780449, 0.038487155, 0.0097392034, -0.0569520928, 0.0855764523, -0.0668396056, -0.0584846586, 0.0075145122, -0.0612531602, 0.0711901188, 0.0425410382, 0.0913112089, 0.0909651443, 0.0507229567, -0.0031052979, -0.0204671584, -0.0171301216, -0.0143245384, -0.0161042921, 0.0015541939, -0.0576936565, -0.0011409266, 0.0516128317, -0.0713878646, -0.0233221781, -0.0934370235, -0.0305524245, -0.1005066037, -0.0480780452, -0.0916572735, -0.1548385024, 0.0081695598, 0.0202817675, -0.0549745895, -0.0844393894, 0.0330490209, 0.0061487989, 0.0444443859, 0.0002066336, -0.0152762122, 0.0532442741, 0.0559633411, 0.0015804577, 0.0301322043, 0.0546779633, 0.0015371997, 0.1284388304, 0.0223952234, -0.0688665509, -0.0464218892, 0.0009787095, 0.0485477038, 0.1262635738, 0.0325793661, 0.0608082227, -0.0038901195, -0.0452601053, -0.0356197767, 0.0239772256, 0.0306018628, 0.0549251512, 0.0220491607, -0.077913627, 0.1028301641, -0.0081695598, -0.0859719515, 0.1186501905, -0.0009478111, 0.109949179, -0.1863796711, -0.0528487712, 0.0317142084, 0.0112903072, -0.052453272, 0.1214186996, 0.0043875854, 0.0317142084, -0.0108453687, 0.0283524524, 0.0092571871, 0.0353725888, -0.0087504517, 0.0349523686, -0.0192806553, 0.1489059925, 0.1022369117, 0.0541341491, 0.0601655357, 0.0063589085, -0.0280063897, 0.0137065686, -0.0513656437, -0.0320602693, -0.0052960007, 0.0027885884, -0.0026619048, -0.0089543816, -0.0974909067, 0.0716844946, 0.0916078389, -0.0798911303, -0.088344954, 0.0714373067, -0.0301322043, -0.0083982088, -0.062934041, 0.0058274549, 0.0482263602, -0.095859468, 0.0790012553, -0.0466690771, 0.0088740457, -0.067729488, -0.1198366955, -0.1008032262, 0.0625879765, -0.0093807811, 0.0488690473, -0.0400938764, -0.1002594158, -0.0974909067, 0.0338153057, 0.02738842, -0.0027267914, 0.1438633651, 0.0503521748, 0.020145813, -0.0531948358, -0.0053423485, 0.0754911825, -0.0409837551, -0.0504510514, -0.1279444546, 0.0216289405, 0.0691631734, 0.0576936565, -0.0310715195, -0.0398466885, 0.1049065441, 0.0011996338, -0.0427635051, -0.033840023, 0.0362377465, -0.0248300247, 0.0707451776, -0.0033401265, 0.007292043, -0.0518600196, -0.0064145261, 0.0119206365, 0.0270423554, 0.0507229567, 0.071585618, 0.0885427073, 0.1228029504, -0.010499306, -0.011599292, -0.0725249276, 0.0177357327, 0.0045637065, 0.1394139826, 0.0849831998, -0.0845877007, 0.0447410084, 0.1304163337, 0.0508218333, 0.0327276774, 0.043257881, -0.0878505781, -0.0218514111, 0.0211592838, 0.0507229567, -0.0280805454, -0.0422691293, -0.0444443859, 0.0217401758, 0.0056729624, 0.0002301937, 0.044073604, -0.0790506899, -0.0447904468, -0.0766282454, -0.0846865773, 0.074008055, -0.0210727677, -0.0081572011, -0.014398695, 0.0867629498, -0.0266715735, -0.0228278022, 0.008466186, -0.0614509135, 0.012180184, 0.0205907524, -0.0156469941, -0.0055524581, -0.0051971255, 0.0692620501 ]
712.1566
Igor Ostrovskii
I. Ostrovskii, A. Nadtochiy, V. Klymko
Plate Acoustic Waves in ZX-cut Lithium Niobate
18 pages, 4 figures
null
null
null
cond-mat.mtrl-sci
null
Plate acoustic waves (PAW) propagating along X-axis in the Z-cut wafer of a single crystal of lithium niobate are considered theoretically and experimentally. For eight lowest PAW modes, the dispersion curves for wavenumber k(f) are calculated by the equations of motion and electrodynamics, by the Finite Element Method, and then measured experimentally. The spectra k(f) obtained by the numerical solution and FEM-simulation are in good agreement, and experimental measurements agree with theoretical predictions. The PAW modes are identified by the components of their total acoustic displacements and cutoff frequencies. Analysis of the longitudinal and normal acoustical displacements permits to find PAW mode capable for usage in ultrasonic actuators. The results obtained may be useful for ultrasonic transducers, acousto-electronic and acousto-optic applications, and ultrasonic motors/actuators fabricated in the Z-cut ferroelectric lithium niobate wafers including periodically poled wave-guides.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:39:38 GMT" } ]
2007-12-11T00:00:00
[ [ "Ostrovskii", "I.", "" ], [ "Nadtochiy", "A.", "" ], [ "Klymko", "V.", "" ] ]
[ 0.037011534, 0.056195803, 0.0130445035, -0.0797703639, -0.0490116775, 0.064497456, -0.1514519453, -0.0092661874, -0.0137030482, -0.0915310383, 0.0473619923, -0.0841340572, -0.0783335418, 0.0006427461, 0.0792382061, 0.0982362181, 0.0190246198, -0.0503686816, -0.118351765, 0.0217519253, -0.0114214243, -0.0073504215, -0.0758856162, -0.088444531, 0.0273794886, -0.068116121, 0.0687547103, 0.0712558478, -0.0027688805, 0.0275923517, -0.0063426485, 0.0092528835, -0.0788656995, -0.0265280362, -0.1595407277, -0.0438497551, -0.0147806667, -0.0381556712, -0.0491447188, 0.0601337664, -0.0512733459, -0.0411623605, -0.0753534585, -0.0251577329, -0.0207541306, 0.0619963147, -0.0294549018, 0.1296335012, 0.022776328, 0.0336589441, 0.0482932664, 0.0875398591, 0.0229625832, -0.0194902569, 0.0208472591, 0.0336855501, 0.1094115227, 0.0093659665, 0.018758541, -0.0028985939, -0.0007990673, -0.0339782387, 0.0821650699, -0.0105832769, 0.002871986, -0.0271799304, -0.0672114566, 0.0137828719, 0.0279914699, 0.0021219768, -0.0030000363, 0.0753534585, -0.0629009828, 0.0266344678, 0.0631670579, -0.0098049967, 0.077748172, -0.0576858409, 0.0056441925, 0.0363197289, 0.0474684238, 0.0443819128, -0.1087197214, -0.0013927552, -0.0050122556, -0.1048349738, 0.0017328369, -0.0195833854, -0.0537744872, 0.0400182232, 0.0056741261, 0.0245191436, -0.0792914256, -0.0503154658, -0.1414473802, 0.0334194712, 0.1168617234, 0.0030183292, 0.0696061626, 0.0341112763, -0.0026441561, -0.0031264236, 0.0014143741, 0.0100112073, 0.0890299007, 0.1038238704, -0.0193439145, -0.0396989286, -0.0941918269, 0.0857305303, 0.051459603, -0.0414816551, 0.0114945956, -0.0134835336, -0.0091797123, -0.0282309409, -0.0005924407, -0.1084536389, -0.0223639067, 0.0231621433, -0.0997794792, 0.1837006658, 0.0932871625, 0.010809443, 0.113668777, -0.0241200253, -0.0294282939, 0.0455792658, -0.0770031512, -0.0498365238, 0.0248517413, -0.0230291039, 0.0421468504, -0.1144137979, 0.0026158853, -0.0151398722, 0.0404173397, 0.0231887512, 0.006279455, 0.0531092882, 0.1328264326, 0.0783335418, 0.0708833411, -0.02847041, -0.0080754859, 0.1514519453, 0.029641157, -0.0379960239, -0.0243195854, -0.0308119021, 0.0075433287, -0.0224570334, 0.0478675403, -0.0329139233, 0.1020677537, -0.0435836762, 0.0678500459, -0.0095189624, 0.0009811649, -0.0449672826, 0.060985215, -0.0524973087, 0.0435038507, 0.1000987738, 0.0211532488, -0.0106032323, -0.0254903305, -0.0538010933, -0.0905731544, -0.0423863232, -0.1312299669, -0.0854644477, -0.0810475424, -0.0075499807, 0.0853580162, -0.0204614438, 0.0345636122, -0.1122851744, -0.126546979, -0.037729945, 0.0619430989, -0.030599039, 0.0275391359, -0.0096054375, -0.0343507491, 0.0721605197, 0.0120067969, -0.0151265683, -0.0782803223, 0.0523110554, 0.0086874664, 0.0743423626, 0.0624220408, 0.0850919411, 0.043636892, -0.0902538598, 0.0013079427, 0.0072705979, -0.0071774703, -0.1354872286, -0.0260490961, -0.0276987832, 0.1069635972, -0.0544662923, 0.0020554573, 0.0976508483, 0.0398585759, 0.0028636709, 0.0468298346, 0.0018126605, 0.0404439494, -0.0030332962, 0.1948759705, -0.0020072304, -0.1262276918, -0.0191044435, -0.0262220465, 0.1479397118, 0.0447012074, 0.0768435001, -0.0420138128, -0.0148604903, 0.0650828257, 0.1670973599, 0.0019623297, 0.0685418472, -0.0135101415, -0.0354416706, 0.0310247652, 0.0045033805, -0.022776328, 0.0592290983, 0.0237741228, 0.0980765745, -0.0236809961, -0.0242530648, -0.0202086698, 0.0208073463, -0.0559297241, -0.1189903542, -0.0294549018, -0.0011990167, -0.0963736698, 0.0602401979, 0.0523642711, 0.0295347255, -0.0191310514, 0.0012289506, 0.1018548906, -0.078972131, 0.0687547103, -0.0372243971, -0.0765242055, -0.0254238099, -0.0009071617, 0.0975976288 ]
712.1567
Mark Mattson
CDF Collaboration: T. Aaltonen, et. al
Evidence for D0-D0bar mixing using the CDF II Detector
7 pages, 4 figures, submitted to Phys. Rev. Lett
Phys.Rev.Lett.100:121802,2008
10.1103/PhysRevLett.100.121802
FERMILAB-PUB-07-648-E
hep-ex
null
We measure the time dependence of the ratio of decay rates for the rare decay D0->K+pi- to the Cabibbo-favored decay D0->K-pi+. We use a signal of 12.7 x10^3 D0->K+pi decays with proper decay times between 0.75 and 10 mean D0 lifetimes. The data sample was recorded with the CDF II detector at the Fermilab Tevatron and corresponds to an integrated luminosity of 1.5 fb-1 of p-pbar collisions at sqrt(s) = 1.96 TeV. We search for D0-D0bar mixing and measure the mixing parameters to be Rd = (3.04 +/- 0.55) x10^{-3}, y' = (8.5 +/- 7.6) x10^{-3}, and x'^2 = (-0.12 +/- 0.35) x10^{-3}. We report Bayesian probability contours in the x'^2-y' plane and find that the data are inconsistent with the no-mixing hypothesis with a probability equivalent to 3.8 Gaussian standard deviations.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:42:13 GMT" } ]
2010-05-12T00:00:00
[ [ "CDF Collaboration", "", "" ], [ "Aaltonen", "T.", "" ] ]
[ 0.0192865971, -0.0740643814, 0.0010932984, -0.0036749274, -0.0219713096, 0.1288662404, 0.0335890166, 0.0430035703, -0.0260284785, -0.0149886468, -0.0322887972, -0.0334445462, -0.0529237688, 0.0578838661, 0.0915451199, 0.0241022259, 0.0215860587, 0.0748830363, -0.0001138069, 0.074112542, -0.1448541433, -0.0810952038, -0.0354911909, 0.0169269387, 0.0101248613, -0.0414625704, 0.0661667511, -0.1186571121, 0.0219833497, -0.0639034063, -0.0095650442, -0.0484452322, -0.1183681786, -0.1645019054, -0.0199848618, 0.1894468665, -0.0060074981, 0.1138414815, -0.1166345477, 0.020610895, -0.0576912425, -0.0862960815, -0.0988167226, 0.0375859886, -0.024776414, 0.0002590282, 0.0556205213, -0.0926527157, 0.0535979569, -0.0391992256, -0.0769537613, 0.0838401094, -0.0018404734, 0.0091015399, -0.0404031314, 0.1080627292, 0.1090258509, 0.0263414942, 0.0295920447, -0.0591840893, -0.0088126017, -0.1015134752, -0.0000021104, -0.0035364779, -0.0003030461, -0.0089931879, -0.0467356853, 0.0179382209, 0.0134356068, 0.020779442, 0.0551389605, 0.007747144, 0.0613029636, -0.0087042507, 0.0702118799, 0.0268712137, -0.0038254159, -0.0004811867, -0.0836474821, -0.0027945701, 0.0446168073, 0.0135319196, -0.1388827562, 0.0671780333, -0.0235725064, -0.036430236, 0.0278343391, -0.0128095746, 0.0225010291, 0.024776414, 0.0436296053, -0.0234039593, -0.0048276684, 0.015000686, 0.1314666867, -0.0928934962, 0.0346002989, -0.062266089, -0.0125085982, -0.0765203536, -0.0292067938, 0.0312293582, 0.1305035651, -0.026389651, 0.1154787987, -0.0627476498, -0.0245837886, -0.0176733602, -0.0462300442, 0.000871328, 0.1338745058, 0.0366469398, -0.1032470986, 0.0345039852, -0.0356838144, -0.0168667417, 0.0269193687, 0.040162351, -0.0324814208, 0.0142061077, -0.0678040609, 0.0021775675, 0.0305070132, 0.0099864118, 0.068478249, -0.0431961976, 0.0199848618, -0.1464914531, -0.0173723828, -0.010943518, 0.0641441867, -0.0295679662, 0.0054326323, 0.0693450645, -0.0759424791, 0.0496972986, 0.0444482602, -0.0513346121, 0.0021173721, -0.050275173, 0.0690079704, -0.0003246788, 0.0738717541, 0.1195239276, -0.029664278, 0.0094326148, 0.0385250375, -0.0322165601, 0.0763277262, -0.0837919563, -0.0641923398, 0.0127734579, -0.0151812723, -0.0353226438, -0.070548974, -0.1077737883, 0.0072595617, 0.0722825974, 0.0344558284, -0.042281229, 0.0166139212, 0.0518161729, -0.0034070578, 0.0406439118, 0.0361412987, 0.0425220095, -0.0858626738, 0.0074521867, -0.1570858359, -0.0763277262, 0.0860553011, 0.1213538647, -0.0345039852, -0.015000686, 0.0108472053, -0.0230668653, -0.0764722005, -0.116827175, -0.0377304591, -0.0274250098, -0.0006651588, 0.03055517, 0.0840808898, -0.0546573959, -0.1240506172, -0.0577875562, 0.0402345844, 0.0892336145, 0.0259321649, -0.0370081142, 0.0565354899, 0.0920266807, 0.095782876, 0.087162897, 0.00363881, -0.069104284, 0.0768092945, 0.0262692589, 0.0292549506, 0.0946752802, -0.0552834272, -0.0581728071, 0.0244272817, -0.0814322978, -0.0833585486, -0.0152655458, 0.1255916208, -0.0302903093, -0.0608214028, -0.0065913931, -0.008162492, -0.0214175116, 0.0509012043, -0.0105402088, -0.053935051, 0.0220194664, -0.1359933764, 0.0452428386, 0.0302662328, 0.0423293822, -0.1417721361, 0.0809025764, 0.027328698, 0.0777242631, -0.0655407161, -0.0068863505, 0.0937121511, 0.0520088002, 0.0076568509, 0.065829657, 0.0288456213, 0.0057576871, -0.0613511205, -0.0347688459, 0.0809507295, 0.0569207408, -0.0628921241, -0.0326740481, -0.0400178805, -0.0239216406, -0.0706934407, 0.0065913931, 0.0765685067, 0.1180792376, -0.1001650989, 0.0483007655, -0.0110338116, -0.0170352887, 0.0500343926, -0.0304588564, -0.0700192526, -0.0123400511, 0.0050955382, -0.1159603596, -0.0186726041, -0.0375137553 ]
712.1568
Iain Gordon
Iain Gordon
Symplectic reflection algebras
Submitted to the ICRA XII Book "Trends in Representation Theory of Algebras and Related Topics"
null
null
null
math.RT math.AG math.RA
null
We survey recent results on the representation theory of symplectic reflection algebras, focusing particularly on connections with symplectic quotient singularities and their resolutions, spaces of representations of quivers, and on category O.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:52:05 GMT" } ]
2007-12-11T00:00:00
[ [ "Gordon", "Iain", "" ] ]
[ 0.0030483084, 0.0041540675, -0.0093899854, 0.0150144128, 0.0007415309, 0.0379663818, -0.0523591787, -0.0468124524, -0.1233668327, 0.0284269694, 0.0444455333, -0.0911384448, 0.0460712947, 0.0841094032, 0.1089262217, 0.0609183498, -0.04236551, 0.0193537697, 0.1066310257, 0.1786428243, 0.0039030302, -0.1572209895, 0.0133766942, 0.0345714018, -0.0110217268, 0.0619703159, 0.052120097, 0.0372252241, 0.1012755632, -0.0398312286, 0.0925729424, 0.0050566057, 0.0147394678, -0.0603923686, -0.1332170516, 0.1706096381, -0.0486055762, 0.0773672611, -0.049298916, 0.0328021906, 0.0594360381, 0.075502418, -0.0101490738, 0.044015184, 0.0840615854, 0.0093720537, 0.0167955812, -0.0099398764, 0.046979811, 0.001806571, -0.0547500104, 0.1057703272, 0.0411222763, -0.0388748981, -0.0778932422, -0.0128507121, -0.0428675823, 0.0746417195, -0.0359341763, -0.0448758826, 0.0089656133, -0.0246733669, -0.0033561278, 0.0356950946, -0.0041211932, 0.0264664888, -0.1177244782, 0.0828183517, 0.0411700942, -0.0050058006, -0.0595316701, 0.0558019765, 0.0644567832, 0.0954897553, -0.0353842862, 0.0356950946, -0.0613965169, 0.1716616005, 0.0408831947, -0.0004587405, 0.0013926586, 0.0113205807, 0.0233823191, -0.0084754927, 0.0079315789, -0.0173454732, -0.0461430214, 0.0161739662, -0.0357190035, 0.0164489113, 0.0401898548, -0.0039388929, -0.0374882147, -0.0497770831, 0.1219323352, -0.0838225037, 0.1020406261, 0.0166043155, -0.0627353787, 0.0581449904, -0.0424611419, -0.0645524114, -0.0464538299, 0.0106332172, 0.1520567983, 0.0450671464, 0.0171422511, -0.0439673662, -0.0898473933, -0.0385640897, -0.1139947772, 0.0559932403, 0.0000444311, 0.0362449847, 0.050972499, -0.091090627, -0.163437143, -0.0150741842, -0.0126116285, 0.0247690007, -0.1152380109, -0.0373686738, 0.0332564488, -0.0230117403, 0.1248969659, -0.028618237, -0.0003881363, -0.1088305861, -0.1205934733, -0.0807622448, 0.1571253538, -0.0608227178, 0.0047607403, -0.0427241325, 0.0129104825, -0.0235735849, 0.0666563436, -0.0570930243, 0.0942943394, -0.0597707517, 0.0148590095, 0.0289051365, 0.0409310125, -0.0253188908, 0.1225061342, 0.0241832472, -0.0188995115, 0.1074917242, 0.0345474966, 0.036173258, -0.0130897947, -0.0061504105, 0.0232986398, 0.0161620118, -0.0176801886, -0.0429154001, 0.0707685724, -0.0576668233, -0.0526460782, 0.0426285006, 0.0222108122, 0.0684733763, -0.0564235896, -0.0490598343, 0.051450666, -0.043513108, -0.0782757774, 0.0792799294, -0.0245538261, -0.1136122495, -0.0492511019, -0.0437521897, -0.0889866948, 0.0140939439, 0.0259165987, -0.0247450918, -0.0230356473, -0.0828661695, -0.1317825615, 0.0543674752, -0.0207045879, -0.0065508746, -0.1230799332, 0.0096589541, 0.0287377778, 0.0359102674, 0.0201905612, -0.0039747553, -0.0773194432, 0.0600098372, -0.0482708588, 0.0515941158, 0.0574277379, 0.1695576757, 0.10653539, -0.0711989179, -0.0130061163, 0.0791364759, -0.0680430233, -0.0107467817, -0.0129463449, 0.0003773029, 0.0492032841, 0.0313437842, 0.006987201, -0.0242788792, 0.0857829824, -0.0235855393, -0.0115178237, -0.0344996788, 0.0073219175, -0.0240517519, 0.0959679186, -0.0520722792, -0.0139385397, -0.0123845004, -0.0467646383, -0.0464538299, -0.0341410525, 0.0886519775, -0.0057798317, -0.0300766435, 0.0570930243, 0.0267055724, 0.0431783907, 0.1057703272, 0.1054834276, 0.0055347718, -0.0104897674, -0.0386597216, 0.0610617995, 0.015444763, -0.1118908525, 0.0550369099, -0.0868349522, -0.0233345013, 0.0438717343, -0.0400224961, -0.0012088635, -0.0175845549, 0.0795668289, 0.0332564488, 0.0570930243, 0.0764587447, -0.0136635937, -0.016066378, -0.070290409, -0.0119840363, 0.0551325418, 0.032706555, -0.0072621466, 0.0677561238, 0.0404528454, 0.0797580928, -0.0786583126, -0.0416721702 ]
712.1569
Ion Vasile Vancea
Ion V. Vancea
Thermal D-brane boundary states from type IIB Green-Schwarz superstring in pp-wave background
References added. Minor typos corrected. 24 pages, LATeX file
Int.J.Mod.Phys.A23:4485-4507,2008
10.1142/S0217751X08041360
null
hep-th
null
We construct the thermal boundary states from the type IIB Green-Schwarz superstring in {\em pp}-wave background in the light-cone gauge. The superstring is treated in the canonical ensemble and in the TFD formalism which is appropriate to discuss quantum systems in the canonical quantization. The thermal boundary states are obtained by thermalizing the total boundary states which are the boundary states of the total system that is composed by the superstring modes and the corresponding thermal reservoir modes. That analysis is similar to the one in the flat spacetime case \cite{ivv12}. However, there are some subtleties concerning the construction of the total string which are discussed. Next, we compute the entropy of thermal boundary state which is defined as the expectation value of the superstring entropy operator in the thermal boundary state.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 18:49:42 GMT" }, { "version": "v2", "created": "Sat, 19 Jan 2008 15:26:46 GMT" } ]
2008-12-18T00:00:00
[ [ "Vancea", "Ion V.", "" ] ]
[ 0.0240456257, -0.003385355, 0.0320528299, -0.0063205301, -0.0380072147, 0.0016491602, 0.0720288306, -0.0433133394, -0.0352220982, 0.0436974913, -0.0128091276, 0.0504201837, -0.0426170602, 0.06540218, 0.050036028, -0.0085954405, 0.001196729, 0.1085234433, 0.0315486267, 0.075054042, -0.0611764863, -0.108139284, 0.0262425039, 0.0505642407, -0.0480672419, -0.0321728773, 0.0993997902, -0.0430732407, 0.0711164698, -0.029003609, 0.0178511459, -0.0274669938, -0.0472028926, -0.1434814334, 0.0688115433, 0.1400240511, -0.0481392704, 0.0350300223, 0.0494117774, 0.0956062675, 0.0351020508, 0.0427371077, -0.1599040031, 0.1224490106, -0.0252341013, -0.0302040894, -0.0339495912, 0.0710684508, -0.0477070957, -0.0757743344, 0.0507082976, 0.0249459855, -0.0524850078, -0.0835054293, -0.1648019701, 0.0407443084, -0.0244777985, 0.0384874046, 0.0359904058, -0.1433853954, 0.0068247318, -0.0739976168, -0.072797142, 0.0026800728, 0.0122328969, -0.0527731255, -0.0512845293, 0.1075630561, 0.1086194813, 0.0342377052, -0.0174789969, 0.045210097, 0.0517647192, -0.0481392704, -0.0535894521, 0.0350300223, 0.1297479421, -0.0860504434, -0.0209363811, 0.0461464711, 0.0181512665, 0.0174189731, -0.0076110465, 0.0275870431, -0.0525330268, 0.0934934244, 0.0596878901, 0.0699640065, -0.0383433476, -0.0655462369, -0.0485474318, 0.0914286003, 0.0142256944, -0.0120828366, 0.0767347142, 0.0120588271, 0.0050540231, -0.0271788798, 0.0119447811, -0.0765426382, -0.0709724054, -0.0019222695, 0.0743817762, -0.0219447836, 0.105354175, -0.0689075813, -0.0452341065, -0.0063985614, -0.1038175598, -0.0521488748, 0.1129412055, 0.0360624343, 0.0440576337, 0.0608403534, -0.0031092446, -0.0378631577, -0.0550780483, -0.0474189818, -0.0527731255, 0.0403121375, 0.0673709661, 0.032557033, 0.0077010826, 0.0191596691, -0.0503721647, -0.0799520016, -0.0049970001, -0.1625930816, -0.1034334004, -0.0194837991, 0.0973829776, -0.0401200578, 0.0259543899, -0.06492199, -0.0305162147, 0.0016776716, 0.0684273914, 0.0672749281, 0.0935894623, 0.0417527147, 0.0127130887, 0.0120828366, 0.115534246, 0.0162905212, 0.1435774714, 0.0880192295, 0.0032412973, 0.065018028, 0.150876388, 0.0066206502, -0.0373589545, 0.0386794843, 0.0777431205, -0.0106122475, 0.0163745545, -0.1440576613, 0.0283313412, 0.1548139751, 0.0802401155, -0.0407443084, 0.0278511476, 0.0418487526, -0.0118007232, -0.0194958039, 0.0259543899, -0.0367827229, 0.036590647, 0.0691956952, -0.0289795995, -0.0485954508, 0.0430492312, 0.0341176577, -0.0694838166, 0.0281392634, 0.0654982179, 0.0091236522, 0.0192917213, -0.1292677373, -0.0724129826, 0.0732773319, 0.0058823545, 0.0723169446, 0.0395438299, -0.1013205573, -0.037623059, 0.0289795995, -0.0004854443, 0.0543577597, -0.0276830811, -0.0656902939, -0.0822089091, 0.10036017, 0.0397599153, -0.0403841659, 0.0278271381, -0.0505162217, 0.0345978476, 0.0356302634, 0.0257623121, 0.0090276133, 0.0646338686, -0.0734694079, 0.0282353014, -0.0494117774, -0.0590636432, 0.0533973724, 0.0951740965, 0.1057383269, -0.0870588496, -0.011572632, 0.0028571438, 0.0021683678, -0.004276712, -0.0442497134, -0.0582473166, 0.0359183773, -0.1126530915, 0.0809604079, 0.0848019421, 0.0511884913, 0.0700600445, 0.0763505623, -0.0257623121, 0.1416566968, 0.0654501989, 0.0483553559, -0.0214405823, 0.0418247432, -0.0044747912, 0.037623059, -0.030636264, 0.0277311001, -0.0482593179, -0.0448259413, -0.0307563115, -0.0342857242, -0.0256182551, 0.016818732, 0.0611764863, -0.0821128711, 0.0410084166, 0.0961825028, 0.0351260602, 0.0572389103, 0.0839856192, 0.0419928096, 0.0275870431, -0.0036704692, 0.0035774319, 0.0070708301, -0.1022809446, 0.0642497167, -0.046338547, 0.030972397, -0.0801920965, 0.0376470685 ]
712.157
Radoslaw Wojciechowski
Radoslaw K. Wojciechowski
Stochastic Completeness of Graphs
72 pages, 1 figure, PhD thesis
null
null
null
math.SP math.DG
null
In this thesis, we analyze the stochastic completeness of a heat kernel on graphs which is a function of three variables: a pair of vertices and a continuous time, for infinite, locally finite, connected graphs. For general graphs, a sufficient condition for stochastic completeness is given in terms of the maximum valence on spheres about a fixed vertex. That this result is optimal is shown by studying a particular family of trees. We also prove a lower bound on the bottom of the spectrum for the discrete Laplacian and use this lower bound to show that in certain cases the Laplacian has empty essential spectrum.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:14:08 GMT" }, { "version": "v2", "created": "Tue, 11 Dec 2007 01:49:20 GMT" } ]
2007-12-11T00:00:00
[ [ "Wojciechowski", "Radoslaw K.", "" ] ]
[ 0.0360793099, -0.0118218279, -0.0590636693, -0.0432406105, 0.0099576162, -0.0633377135, 0.003233952, -0.0889365226, -0.0029867166, 0.0466962196, 0.0547896251, 0.013515532, -0.1025770903, -0.0575177409, 0.0560627468, 0.043126937, -0.0071158311, 0.0940290019, 0.0636105239, 0.0001943071, -0.0178805143, -0.0611097552, 0.0171757527, -0.0240756068, 0.017891882, -0.0461278632, 0.0914372951, 0.0781150013, 0.1008492857, -0.1026680246, -0.0497880839, -0.0479238704, -0.0493333973, -0.0574268028, -0.0062462445, 0.1167632863, 0.0103497831, 0.0142430291, 0.0221772939, 0.0421720967, 0.0389210954, 0.0664750487, -0.0566993058, 0.1410434991, 0.0956658721, -0.0337149426, 0.0170279797, 0.0360111073, 0.0616553798, 0.0188694559, -0.1379516423, 0.0424676426, 0.0514704213, -0.1085789427, -0.0845715404, 0.0837076381, -0.0719312727, 0.06097335, 0.0193355083, -0.0708855018, -0.0040268102, -0.0401032791, 0.0126970978, 0.0261444263, -0.1336775869, -0.0250531808, -0.0473327786, -0.0648381785, 0.0127539337, 0.1318588555, -0.0512885451, -0.0101451743, -0.0070646787, 0.0408080406, 0.0257352106, 0.0141066238, 0.0445819311, -0.0051066885, -0.009235803, 0.0593819506, 0.0403078869, 0.0790243745, 0.078751564, -0.0329874456, -0.0442181826, -0.0943927467, 0.0200630054, 0.0066725123, -0.1069420725, -0.0209155418, 0.0406034328, 0.1065783277, 0.0671116039, 0.0064338027, 0.1200370193, -0.0671116039, 0.1536837667, 0.019255938, -0.0767054781, -0.0702034682, -0.1051233336, -0.0652473941, 0.0041802665, -0.0959386826, 0.1150354818, 0.0713401809, -0.0426267833, 0.1068511382, -0.0110488618, -0.0227001831, -0.010452087, -0.0597911663, -0.0816615522, 0.0460369252, 0.0677481666, -0.1132167354, -0.1113979965, -0.089754954, 0.022802487, -0.0118672969, 0.0521069802, -0.0326464325, 0.0410808511, 0.0237573273, 0.0681119189, 0.0311005004, 0.0494243354, -0.0456731766, 0.0348516591, 0.0063997009, 0.0373069607, -0.0541530661, -0.0325100273, -0.0846170038, -0.1023042798, -0.0037881001, -0.0175508671, -0.0473327786, 0.1144898534, -0.0425358452, -0.0334875993, 0.0585180484, 0.0646108389, 0.0424449071, -0.0315779224, 0.0845715404, 0.0449456796, 0.1718711853, 0.0257352106, -0.0248940419, 0.0462188013, -0.0204608552, 0.0661112964, 0.0978483632, 0.0340104885, -0.0591546074, 0.0763871968, 0.0622464716, -0.0174030941, -0.0493333973, 0.0513794832, 0.1148536056, 0.0521524474, -0.0245757606, 0.126129806, 0.0058768126, -0.0508338585, 0.0529708825, 0.0250531808, -0.0870723054, 0.1023952141, -0.0852080956, -0.005859762, 0.0063826502, 0.0583361723, 0.0187785197, -0.0702489391, 0.0016255013, 0.0016709699, -0.0530618206, 0.002358682, 0.0579724237, 0.0731589273, 0.0548350923, -0.0290771499, 0.0089345742, 0.1348597705, 0.0395803899, 0.0681573823, -0.0196765233, -0.0108101526, 0.0535165071, -0.0443773232, 0.1092155054, 0.0035863332, -0.0732043982, -0.0230184626, 0.0913008824, -0.0381935984, 0.0219385847, -0.0200743731, 0.063064903, -0.0162550136, -0.0747957975, -0.0072181351, 0.0185625423, 0.0268264562, -0.0361475125, -0.0518796369, -0.0039500818, -0.0495607406, -0.0332602598, 0.0123106148, 0.0155388834, -0.015993569, 0.0801610872, -0.0230980329, 0.0949383751, 0.0908462033, 0.1369513273, -0.070067063, 0.0977574214, 0.0358974338, 0.0545622818, 0.0947564989, 0.034033224, 0.1234926358, -0.0531527586, 0.0560627468, 0.0474691875, 0.0117422575, -0.0458777845, -0.1104886234, -0.1043048948, -0.0647017732, -0.0672480166, 0.0178691484, 0.0083718998, -0.1239473149, -0.0559718087, -0.0343742371, -0.0435588881, 0.0243029501, 0.0110204443, 0.0573813319, 0.0135382665, -0.0509247966, 0.0138906473, -0.0780695304, -0.0070192101, -0.0426722504, 0.0563810244, -0.028781604, -0.0322599486, -0.0866630897, -0.0521979183 ]
712.1571
Alexei Moiseev
V.L. Afanasiev (1), V.V. Kalenichenko (2), I.D. Karachentsev (1) ((1) Special Astrophysical Observatory Russian Academy of Sciences (2) Astronomical Observatory, Kyiv Taras Shevchenko University)
Detection of an intergalactic meteor particle with the 6-m telescope
9 pages, 6 EPS figures
Astrophys.Bull.62:301-310,2007
10.1134/S1990341307040013
null
astro-ph
null
On July 28, 2006 the 6-m telescope of the Special Astrophysical Observatory of the Russian Academy of Sciences recorded the spectrum of a faint meteor. We confidently identify the lines of FeI and MgI, OI, NI and molecular-nitrogen N_2 bands. The entry velocity of the meteor body into the Earth's atmosphere estimated from radial velocity is equal to 300 km/s. The body was several tens of a millimeter in size, like chondrules in carbon chondrites. The radiant of the meteor trajectory coincides with the sky position of the apex of the motion of the Solar system toward the centroid of the Local Group of galaxies. Observations of faint sporadic meteors with FAVOR TV CCD camera confirmed the radiant at a higher than 96% confidence level. We conclude that this meteor particle is likely to be of extragalactic origin. The following important questions remain open: (1) How metal-rich dust particles came to be in the extragalactic space? (2) Why are the sizes of extragalactic particles larger by two orders of magnitude (and their masses greater by six orders of magnitude) than common interstellar dust grains in our Galaxy? (3) If extragalactic dust surrounds galaxies in the form of dust (or gas-and-dust) aureoles, can such formations now be observed using other observational techniques (IR observations aboard Spitzer satellite, etc.)? (4) If inhomogeneous extragalactic dust medium with the parameters mentioned above actually exists, does it show up in the form of irregularities on the cosmic microwave background (WMAP etc.)?
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:11:42 GMT" } ]
2009-11-13T00:00:00
[ [ "Afanasiev", "V. L.", "" ], [ "Kalenichenko", "V. V.", "" ], [ "Karachentsev", "I. D.", "" ] ]
[ 0.0050462009, -0.0107298167, 0.0272105318, -0.0507098921, -0.0860651731, 0.0685575083, 0.0230460875, -0.0391797684, 0.0185275245, 0.0636281669, -0.0280037597, -0.0241226107, -0.0175643209, -0.0847620144, -0.0420977101, 0.0601719618, -0.0149296727, 0.049151767, -0.0734868497, 0.0327772871, -0.041757755, 0.0155670876, -0.0664044619, -0.0177767929, -0.0537411533, -0.1321290135, -0.0515597798, -0.0073302709, 0.0713338032, 0.0050497423, 0.0502849482, -0.0733735338, -0.0730335787, -0.0558375418, -0.1945673376, 0.1016464233, 0.0122737773, 0.0038917719, -0.1006265581, -0.114281401, -0.0543927327, 0.0687274858, 0.0439957902, -0.0423526764, -0.0477352887, -0.0938274637, -0.0182017349, -0.0200006627, -0.0087467488, -0.1004565805, -0.0852719396, 0.0457522236, 0.0134919481, -0.0241651051, 0.0656112358, -0.0284711961, -0.0277912878, 0.0497183576, 0.010538592, -0.0636848286, -0.1319023818, -0.0362901539, -0.0433442108, 0.063514851, 0.0019334918, 0.0491234399, 0.0364034697, 0.0152837913, 0.1075389683, 0.1124683097, 0.0040086312, -0.0084422054, 0.0076135662, -0.0950739682, 0.0405679159, -0.033145573, -0.019122446, -0.0775663033, -0.0681042373, -0.0017546614, 0.0513614714, 0.0057367338, -0.043712493, 0.0018006969, -0.0738268048, -0.0488684736, 0.0337121636, -0.0419560634, -0.1003999189, 0.0309075378, -0.0184567012, -0.0074790008, -0.042862609, 0.0117425984, 0.0396330394, -0.0541377701, 0.0566307679, -0.0636848286, 0.1120717004, -0.0696906894, -0.0323240161, -0.0248733442, 0.0065795379, -0.00409362, 0.099833332, 0.0172951892, -0.0186125133, 0.0426076427, 0.0521830283, -0.0386131741, 0.1070856974, -0.0527779497, -0.0606818944, 0.0939974412, -0.0739401206, 0.1201172918, -0.0954139233, -0.0092779277, -0.0772830099, 0.0137115018, -0.0574239977, 0.133828789, 0.0273946747, 0.0023442702, 0.0556958951, -0.0576223023, 0.0262898225, -0.0620983727, -0.1068590581, 0.0559791885, 0.1660111547, -0.0590387806, 0.0427209586, -0.0360351875, -0.0679909214, 0.0826656222, 0.0404262654, -0.1443673819, -0.0375083238, 0.0679342598, -0.0747900084, 0.0379899256, 0.0055809212, 0.058075577, 0.0116080325, -0.0550159849, -0.0435425155, -0.035100311, 0.0739967823, -0.0248308498, 0.0030206381, -0.0958671942, 0.0166719388, -0.0854985788, 0.016771093, -0.0686708242, 0.0647613481, -0.0042140204, -0.0161336791, -0.066744417, 0.0171393771, -0.0053684497, -0.0587554835, 0.0368850715, 0.0224794969, 0.049520053, -0.0343637429, -0.0020538922, -0.2241434008, -0.0910511687, -0.0640247837, -0.0132865589, -0.0073090238, 0.0030383442, 0.0121108824, 0.094394058, 0.0378482789, -0.0775096491, 0.0120329764, -0.01035445, -0.0502282903, 0.0440524481, 0.094847329, -0.0400863104, 0.0444490612, -0.0245050602, 0.0256524067, 0.0437691547, 0.0352419578, 0.0197315309, -0.056970723, 0.0390947796, 0.1003999189, 0.0870283768, -0.1612517983, -0.0568574071, 0.0411061756, -0.0533162132, 0.0494350642, 0.0365451202, 0.0359218679, 0.0750733018, 0.0684441924, -0.0312474929, -0.0750733018, -0.1486734748, 0.1687307954, -0.0038280303, -0.015028826, 0.0463754721, 0.1069723815, -0.0130528398, 0.0208647139, 0.0062679127, -0.0579339266, 0.0064874669, -0.0907112136, 0.0019388035, 0.058075577, 0.0399163365, -0.0645913705, 0.0175076611, 0.069407396, 0.0817590803, 0.0258223843, -0.0254257713, -0.0061085592, 0.009929507, -0.0268139187, -0.0201139804, -0.0361485034, -0.0661211684, -0.0493217446, 0.0215587877, 0.0016785258, 0.0321823694, -0.056205824, 0.003934266, 0.0072346586, 0.0247600265, 0.016771093, 0.0607385524, -0.0781895593, 0.0893514007, -0.0579339266, -0.0264739636, -0.0404545963, -0.0518147461, 0.0595487133, -0.0443074144, 0.1536594778, -0.0872550085, -0.0036899238, -0.1210238338, -0.0196890365, -0.0758098736 ]
712.1572
Adrian Vasiu
Adrian Vasiu
Good Reductions of Shimura Varieties of Hodge Type in Arbitrary Unramified Mixed Characteristic, Part II
29 pages
null
null
null
math.NT math.AG
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We prove a conjecture of Milne pertaining to the existence of integral canonical models of Shimura varieties of abelian type in arbitrary unramified mixed characteristic $(0,p)$. As an application we prove for $p=2$ a motivic conjecture of Milne pertaining to integral canonical models of Shimura varieties of Hodge type.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:11:42 GMT" }, { "version": "v2", "created": "Tue, 24 Jul 2012 17:07:29 GMT" } ]
2012-07-25T00:00:00
[ [ "Vasiu", "Adrian", "" ] ]
[ -0.0069551445, -0.0127500808, 0.019283887, 0.021921834, 0.0274297707, -0.0189663563, 0.0106128547, 0.0343421698, -0.0230331905, -0.1159719974, 0.0316065215, -0.01521705, -0.0772820935, 0.066779159, 0.0582302511, 0.0602331385, 0.064825125, -0.0440634973, 0.0712734386, 0.1981391758, 0.0105578974, -0.0055873198, 0.0143133085, -0.0002299426, 0.0347574018, -0.0323881358, -0.0482646711, 0.0210425183, 0.1498745084, -0.050756067, 0.0158643238, -0.0156567078, 0.0252559073, 0.019699119, -0.139225021, 0.0999000594, -0.0590607189, 0.0810924694, -0.0683912337, 0.080066599, -0.0168291293, 0.069563657, -0.0359053984, 0.0560808145, 0.0652159303, 0.0603796914, 0.061698664, 0.0115959784, -0.0568624288, -0.0279182792, -0.0181481037, 0.0167436395, 0.0532963127, -0.072445862, -0.0600377358, 0.055054944, 0.0220683869, 0.0449183881, -0.0465060398, -0.05310091, 0.0007728362, -0.1099144891, -0.0633107424, -0.0304096751, -0.0251826309, 0.0138980765, -0.0803108513, 0.0524658486, 0.024266677, 0.0176595934, -0.0815321207, 0.0525146984, 0.1087420657, 0.0824602917, 0.0167680662, 0.0678050295, 0.0141179049, 0.0218119193, -0.0427445211, 0.1635527611, -0.036638163, 0.1051271036, 0.0383723676, 0.0132263768, -0.0163284075, -0.0251826309, 0.0318752006, 0.0194060132, -0.0555434525, -0.0122493589, 0.0721039027, 0.0215310268, -0.0302142706, 0.033487279, 0.0920839161, -0.1033684686, 0.0202242658, 0.0297013372, -0.0371510983, 0.084805131, -0.015839899, 0.0594026744, 0.0842677727, 0.0236682538, 0.1357077509, 0.0431353301, -0.0018349614, -0.0344154462, -0.0644343123, 0.0325591154, 0.0181969535, -0.0569112785, -0.0790407285, 0.0412301458, -0.0539313741, 0.0027738141, -0.0060086586, 0.0537359715, -0.146845758, 0.0630176365, 0.0432086065, -0.0990207419, 0.019222822, -0.0845608786, 0.0618940704, -0.0423537157, -0.0747418478, -0.0423537157, -0.1337537169, -0.0346108489, 0.0303608235, 0.0168535542, -0.038983006, -0.0746441483, -0.054615289, -0.0366870128, 0.0588653125, -0.0464816168, 0.0351970606, -0.0098556653, 0.0308004823, -0.0297013372, 0.0163284075, 0.0644343123, 0.0554946028, -0.0052423105, -0.0306539293, 0.0092206039, 0.024266677, 0.0250116531, -0.0182213802, 0.0400332995, 0.0839258209, -0.0465548933, -0.1166559085, -0.0289197229, 0.0235949773, 0.0312645659, -0.0002257445, -0.049388241, 0.0179771241, 0.0318263508, -0.0806528106, -0.0684400871, 0.1094259769, 0.0347085521, -0.0689285994, 0.0496813469, -0.0229965542, -0.1646274775, -0.0397157669, -0.0011258601, -0.141276747, 0.0118280202, 0.0603796914, 0.0114677446, -0.114799574, -0.1717597097, -0.0779171586, -0.0543710329, -0.0030302813, 0.1581791639, -0.0467258692, 0.0328277946, -0.0578882955, -0.0357832722, 0.0936959907, 0.0802131519, 0.0732274726, -0.0535894185, -0.0535405688, 0.0942333564, 0.0377861597, 0.0938425437, 0.1426445842, -0.1417652667, 0.0321683064, 0.054077927, -0.0140690543, 0.0134584187, 0.0189052913, -0.0098373462, 0.0815321207, 0.0541267768, -0.0191373341, -0.0337315351, 0.0433551595, 0.0442344733, 0.0034531469, 0.0376884565, -0.0409126133, 0.0126890168, 0.0383967943, 0.074399896, 0.0664860532, 0.0676096231, 0.0136904595, -0.0227034483, 0.0302142706, 0.0623825788, 0.0050743856, -0.0533940159, -0.0025631448, 0.0313134156, 0.0639458075, 0.0885178, -0.0571066812, 0.0008075662, -0.0250360779, 0.0381281152, 0.0731297731, 0.0448695347, -0.1592538804, -0.0201387759, 0.0057369256, 0.0002387205, 0.0869057178, -0.0886643529, -0.055054944, -0.1198800653, 0.0225935336, -0.0404973812, -0.0024593365, 0.0924747214, -0.0617475174, -0.0073215263, -0.0221538749, 0.0033951364, -0.0066070817, -0.0317530744, -0.0825091451, 0.0602331385, -0.115776591, 0.0116326166, -0.1226157174, -0.0040851552 ]
712.1573
Bert Schroer
Bert Schroer
Constructive use of holographic projections
24 pages, refereces and footnotes added, last two sections expanded Dedicated to Klaus Fredenhagen on the occasion of his 60th birthday. To appear in: "Quantum field theory --Competitive Methods", Birkhhaeuser Basel, 2008, Eds. B. Fauser, J. Tolksdorf and E. Zeidler 23 pages
null
null
null
hep-th gr-qc
null
Revisiting the old problem of existence of interacting models of QFT with new conceptual ideas and mathematical tools, one arrives at a novel view about the nature of QFT. The recent success of algebraic methods in establishing the existence of factorizing models suggests new directions for a more intrinsic constructive approach beyond Lagrangian quantization. Holographic projection as a simplifying tool for certain aspects of QFT turn out to be an indispensible part of these new attempts.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 20:23:35 GMT" }, { "version": "v2", "created": "Tue, 8 Jan 2008 15:37:44 GMT" } ]
2008-01-08T00:00:00
[ [ "Schroer", "Bert", "" ] ]
[ -0.0511761867, -0.0545780733, -0.0141745219, 0.0394174978, -0.0334272198, 0.0146059208, -0.0844554976, 0.0557613373, -0.122369267, 0.060642302, 0.0328848921, -0.0268946141, -0.0346104838, 0.0884983167, 0.0460487083, 0.0461966172, -0.0162575599, -0.0377905071, 0.0773559138, 0.0548738874, -0.0518664233, -0.0875615701, 0.0448407903, 0.0611353293, 0.0010646299, 0.0064401631, -0.0456296355, 0.0285462551, 0.0931327716, 0.070601441, -0.0180201307, -0.0536413193, -0.0112779895, 0.0110314758, -0.0916536897, 0.1261162609, -0.093329981, 0.0388998166, -0.003879505, 0.0718340129, 0.0269932207, 0.0474291816, -0.0096386746, 0.0626637116, 0.055859942, 0.1025495827, 0.0133363763, 0.0513240956, -0.0464431308, -0.0119127613, -0.0485631451, -0.0045543355, 0.0679884031, -0.0212987605, -0.0992463008, -0.0795252323, -0.0456542857, -0.0155549971, -0.0407486707, 0.0340188518, 0.0211508516, -0.0940695256, -0.0343393199, 0.1445554644, -0.1456401348, 0.0118819466, -0.0852936432, -0.0211261995, -0.0478975587, 0.1053105369, -0.1002816632, -0.0331807062, 0.0102734473, 0.0952034816, -0.0095400698, -0.0690730587, 0.0108712418, 0.0984574631, -0.0120175295, -0.0501901321, -0.024195293, -0.0186487399, 0.0560571514, -0.0343393199, -0.0402063392, 0.0517678186, 0.0022401907, 0.0595576428, -0.1357795894, -0.1086631194, 0.0361388661, 0.0400584303, -0.0287681166, -0.0641920939, 0.0822368786, -0.1116212755, 0.0052045146, 0.0195361897, 0.0562543646, -0.004070553, 0.049278032, 0.0347090885, 0.0092504164, -0.0727707595, 0.1356809884, 0.0272890367, 0.0375686474, 0.0550217964, -0.0399844758, 0.0887448341, -0.1501759738, -0.1089589298, -0.0715874955, -0.0169724487, -0.0680377036, -0.0716861039, -0.0996900275, -0.0197457261, -0.0163561665, 0.0950062722, 0.1159599125, -0.0818424597, 0.0847020149, 0.0075556366, 0.02001689, -0.0954992995, 0.0460980088, -0.1096491739, -0.1285814047, -0.001751786, 0.0392942391, 0.0747921765, -0.0074693565, -0.0343886241, -0.0832229331, -0.0703549311, 0.0009151811, 0.0044773002, 0.0613818429, -0.0759261325, 0.0069640041, -0.1065924019, 0.0081842458, -0.0142114991, 0.0440272987, 0.1254260242, 0.0621706843, 0.0398119166, 0.0852443427, 0.0022509757, -0.041808676, -0.1087617204, 0.0869206339, 0.0472319722, -0.0115491543, -0.0350542106, 0.0665586218, 0.0481687225, -0.0329588465, -0.0143717322, -0.012319508, 0.1123115122, -0.0232092384, 0.0582757741, 0.0588674061, -0.0090162288, -0.0918508992, -0.0152222039, -0.0201894492, -0.1281869859, -0.0824833885, -0.0804126784, -0.1093533561, -0.0371988751, 0.0516692139, 0.0944639444, -0.0673474669, -0.1195097044, -0.0748907775, -0.0338709429, -0.0043694503, -0.0123564852, -0.011351943, -0.065128848, -0.0260564685, 0.0423510075, -0.0812015235, 0.0567966923, 0.0709958673, 0.0033710711, -0.0950555727, 0.0839131698, -0.0080116866, 0.1066910103, 0.1038314551, -0.0702070221, 0.0613325387, 0.0980137363, 0.0673474669, -0.0985067636, -0.0256620478, 0.0232462157, 0.0471087135, -0.0019859737, 0.0068037705, 0.0283490438, 0.1639807224, -0.0133856786, -0.0909634531, -0.0363853797, -0.0396147072, -0.0013065211, 0.0160726756, 0.0298281237, -0.0260564685, -0.0011401246, -0.0192280468, 0.0581771694, -0.0377905071, 0.1006267816, -0.0554655194, 0.0467142947, 0.0220013224, 0.027634155, 0.0380370207, 0.0233571474, 0.0324165151, -0.0289653279, 0.0005049673, 0.0103289122, -0.0056574829, 0.0023372555, -0.0574376285, 0.0316030197, 0.0373960882, 0.0197087489, -0.004514277, -0.0733130947, -0.1002816632, -0.1136919931, 0.0309620854, -0.0203866605, 0.0394421481, -0.0463198721, 0.011943575, 0.0806098878, -0.0229627248, 0.0514720045, 0.0258099549, -0.0337230377, 0.0426221713, 0.0652274489, -0.0062491153, 0.0714395866, 0.045087304, 0.0193513036 ]
712.1574
Leo Goldmakher
Leo Goldmakher
Character sums to smooth moduli are small
18 pages. Section 5 significantly revised
Can. J. Math.-J. Can. Math. 62 (2010) 1099-1115
10.4153/CJM-2010-047-9
null
math.NT
null
Recently, Granville and Soundararajan have made fundamental breakthroughs in the study of character sums. Building on their work and using estimates on short character sums developed by Graham-Ringrose and Iwaniec, we improve the Polya-Vinogradov inequality for characters with smooth conductor.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:14:14 GMT" }, { "version": "v2", "created": "Mon, 10 Dec 2007 21:44:42 GMT" }, { "version": "v3", "created": "Sat, 22 Mar 2008 00:38:55 GMT" } ]
2019-08-15T00:00:00
[ [ "Goldmakher", "Leo", "" ] ]
[ 0.1002496555, -0.0071206111, -0.0365248621, 0.0601711683, -0.0334788971, 0.0071272911, -0.0186632164, 0.0164588988, 0.0016215087, -0.019919008, -0.0194647852, -0.0255967937, -0.0747597367, 0.0311009064, 0.0895086229, 0.0733703524, -0.0039744498, -0.0344407782, -0.015483655, 0.0535982959, -0.0109347468, -0.0048428173, 0.0479338691, 0.0772178844, -0.0113221724, 0.001006137, -0.0369523652, 0.0439794585, 0.1384043694, -0.0690953135, 0.0850198269, -0.0724084675, -0.0104270866, -0.1045246944, -0.1316711903, 0.0593695976, -0.0741719231, 0.0279480647, 0.0210144874, 0.0056310273, -0.0260643754, 0.069576256, -0.1285717934, 0.0218160562, 0.0731565952, -0.0193579085, 0.0925011486, -0.0350820348, -0.0110282637, 0.0241673272, -0.0311009064, 0.1228004843, 0.0697900057, -0.0131390644, -0.0566442609, 0.025142571, -0.0548273697, 0.0386623815, -0.0329177976, -0.1036162451, 0.0379409678, -0.1557182819, 0.0243810788, -0.03949067, -0.1128610224, -0.0089909406, -0.1443894356, -0.0087638292, 0.0334254578, -0.0174742211, 0.0111885779, -0.0143080195, 0.1333812028, 0.0343606211, -0.0192643926, 0.0362576731, -0.0285091642, 0.038101282, 0.0064192377, -0.0033599131, 0.0583542772, 0.005240262, 0.0966693088, -0.0428038239, -0.0099261049, -0.006282303, 0.0174608603, 0.0185964182, -0.0814394876, -0.0135866068, -0.010747714, -0.0737444162, 0.0068200226, 0.02383334, 0.1516570002, -0.0435252376, 0.0704312623, 0.0552548729, -0.0262781288, 0.1156397909, 0.0069335783, 0.0702175125, 0.0469719879, -0.0791950896, 0.0710725188, 0.1241898686, -0.08630234, -0.072301589, -0.1073034704, -0.0166726504, -0.0362843908, 0.0054673734, -0.1410762817, 0.0569114499, 0.0727825314, 0.0170467161, -0.0649805889, 0.0167661663, -0.1082653552, -0.0210412052, -0.0358034484, -0.0600108542, 0.0355362594, -0.0581405237, 0.0862489045, -0.0670646653, -0.0786072761, -0.0418686606, -0.0760956854, -0.0608124249, 0.0616674311, -0.0749734864, 0.0290168244, -0.0575527065, -0.0166325718, -0.0522089079, 0.0170066375, -0.0438458659, 0.0847526416, 0.0169131216, 0.0009159604, 0.0213217549, 0.0100597003, 0.0005598463, -0.0217091814, 0.074545987, -0.007174049, 0.0834701285, -0.0575527065, -0.0302726179, 0.0090777772, -0.0302726179, -0.0260376576, -0.018182274, -0.013746921, -0.119166702, 0.091859892, 0.028268693, -0.0209343303, 0.0424030386, 0.0760422498, 0.0473994911, -0.0658890307, -0.0379409678, 0.2017818242, 0.0427503847, -0.071232833, 0.014788962, -0.0611330532, -0.0703778267, 0.0256769508, -0.0223771557, -0.0781263337, -0.0363111086, 0.0197854135, -0.0984327644, -0.0744925514, -0.1210904717, -0.2125762999, -0.0201995578, 0.0492965393, 0.1378699988, -0.0156840477, 0.0336392112, 0.0070070555, 0.0083229654, 0.0856610835, 0.0262246896, 0.0814929232, -0.0361507945, 0.006178767, 0.0486018471, 0.0282954127, 0.0790882111, 0.0748666152, -0.1072500348, 0.0671715438, 0.021482069, -0.0024765164, 0.005216883, -0.0317688808, -0.0567511395, 0.0366584547, -0.048975911, -0.091859892, -0.0409334935, 0.0504454561, 0.0099060657, -0.0684006214, 0.0465177633, 0.0164321791, -0.0279213451, 0.0591024086, -0.0069268984, -0.0517814048, 0.1762384623, -0.0568580143, 0.0696296915, 0.0028923308, 0.0837907568, -0.0579802096, 0.0494568534, 0.0410403721, 0.0469987057, 0.0155905318, 0.0594764762, 0.0235928688, 0.0316085666, 0.0118298335, -0.0007761032, 0.1024940535, -0.0311009064, -0.1068759635, -0.0991808996, -0.0738512948, -0.0375936218, 0.0632171333, 0.0633240119, -0.0378073715, -0.0293374527, -0.0693090633, 0.0498843566, 0.0630033836, 0.0669043511, -0.0246081911, 0.065675281, -0.0103202108, -0.0253296029, 0.0220832471, -0.0533311069, -0.0427236669, 0.0378875285, 0.0172070302, 0.0267323516, -0.1118991375, 0.0032847661 ]
712.1575
Badri Krishnan
Badri Krishnan
Fundamental properties and applications of quasi-local black hole horizons
14 pages, 2 figures. Based on a talk presented at the 18th International Conference on General Relativity and Gravitation, 8-13 July 2007, Sydney, Australia
Class.Quant.Grav.25:114005,2008
10.1088/0264-9381/25/11/114005
AEI-2007-170
gr-qc
null
The traditional description of black holes in terms of event horizons is inadequate for many physical applications, especially when studying black holes in non-stationary spacetimes. In these cases, it is often more useful to use the quasi-local notions of trapped and marginally trapped surfaces, which lead naturally to the framework of trapping, isolated, and dynamical horizons. This framework allows us to analyze diverse facets of black holes in a unified manner and to significantly generalize several results in black hole physics. It also leads to a number of applications in mathematical general relativity, numerical relativity, astrophysics, and quantum gravity. In this review, I will discuss the basic ideas and recent developments in this framework, and summarize some of its applications with an emphasis on numerical relativity.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:29:00 GMT" } ]
2008-11-26T00:00:00
[ [ "Krishnan", "Badri", "" ] ]
[ -0.0861050338, 0.0999125242, 0.0559011512, 0.0723934323, 0.0386897326, -0.0619419292, 0.0392650478, 0.0696127564, -0.0627569556, 0.033248242, -0.0160967521, -0.0578668006, -0.1507317573, 0.0571956038, 0.1095010564, 0.0359330326, 0.0041680159, 0.0898925066, 0.1432527006, 0.1259933412, 0.0106552579, -0.1292534322, 0.0655376315, 0.1068162695, -0.1071039215, -0.0615583882, 0.0371555686, 0.0468160175, 0.0789136365, 0.0454975925, 0.0334400125, -0.0296285693, -0.1221579239, -0.0532163642, -0.0419498347, 0.2090300322, 0.0039312989, 0.0350221209, 0.021885829, 0.0424292609, -0.0152817257, -0.01391536, -0.0269437805, 0.0802080855, -0.0544628724, 0.0648664311, -0.0108110718, -0.019177068, -0.03248116, 0.0436518006, -0.0769479871, -0.1080627739, 0.0933443755, -0.0716263503, -0.0748385042, -0.0207591765, -0.0358611159, 0.0177987162, 0.0310189072, -0.0196804665, -0.0101638455, -0.0551340692, -0.0367959999, 0.0410149544, -0.0464085042, -0.0427408889, -0.0223412849, -0.0758453012, -0.0639555231, 0.0900363326, -0.0116620548, 0.0110328067, 0.0474153012, 0.0294847414, 0.0278307199, -0.0209030043, 0.023659708, 0.0745987967, -0.0650102571, 0.0665923655, 0.0632843226, 0.0002202366, 0.0502918586, -0.0159049798, -0.0490453504, 0.0327927843, -0.0555655546, -0.0149820838, -0.0692771599, -0.0266800951, 0.0763247311, -0.0290053152, -0.0290532578, 0.0119736819, 0.0967483073, -0.0289813429, 0.0124291368, 0.0745029077, 0.0064003463, 0.0863926932, -0.0508192293, 0.0087015945, 0.0312346499, -0.0648664311, 0.2460417747, -0.012680836, 0.0216700863, 0.038665764, 0.0208071191, 0.0322174728, -0.0042219511, -0.0599762797, -0.040583469, -0.0043807616, -0.0258650705, -0.0219817143, 0.0281902906, 0.0295566563, 0.0182062294, 0.0783862621, 0.0420457199, -0.0833723024, -0.0403916985, 0.02226937, 0.0291731153, -0.133951813, 0.0614625029, 0.0208191033, -0.1679911166, 0.0044406899, 0.0479186997, 0.0698045269, -0.0207711607, -0.10652861, -0.0163244791, 0.039432846, 0.0137955034, -0.0041680159, 0.0416621789, -0.05983245, 0.0487337224, -0.0365083441, 0.078625977, 0.0430045761, 0.0711948648, 0.0687977299, -0.0232641809, 0.0194647238, 0.10700804, 0.0005404787, -0.0135557894, -0.0141910305, -0.0284060314, 0.0087195728, -0.058921542, -0.1153500602, 0.0187695548, 0.0984742418, -0.0463605598, 0.0036016931, -0.0166121349, 0.0790574625, 0.0273752641, -0.0368918851, 0.0452578813, -0.0992413238, 0.0089353146, -0.093536146, -0.0736878812, -0.132129997, 0.0474872142, -0.1444033235, -0.0492850654, -0.0037335353, 0.0007633372, 0.1484305114, 0.0942073464, -0.0948785394, -0.0211547036, 0.0515863113, 0.0047822814, 0.0683183074, -0.0046354569, -0.0023641728, 0.0093188565, 0.0459051058, 0.0179065876, 0.0313305333, -0.0418060087, -0.0193448663, -0.0824134499, 0.1218702644, -0.0109429145, 0.0505795181, -0.0222214274, -0.077571243, 0.0091810208, 0.0467201322, -0.0338235535, 0.0057141669, 0.0586338863, -0.0499562621, 0.0631884411, -0.0108050788, -0.0127407648, -0.0147783281, 0.1693335027, 0.0990495533, -0.0535999052, -0.0922896415, 0.0056272708, -0.0080543682, 0.0378507376, 0.0470557287, -0.0438435711, -0.0028855493, -0.0434840024, 0.1471839994, 0.0172713473, 0.0766123831, 0.020795133, 0.1089257449, -0.0360528864, 0.0971318483, 0.0551340692, -0.0217659716, 0.0116201043, -0.0239473637, 0.0530725345, -0.0108110718, 0.066352658, 0.0541752167, -0.0221255422, -0.0143947862, -0.0158210807, -0.0760370716, 0.0457612798, 0.0204595346, -0.0627569556, -0.0821737349, -0.0027746819, 0.0679827034, -0.0892213061, 0.0415183529, -0.0184818991, -0.004096102, -0.0318818763, -0.0504356883, 0.0061186831, -0.0070176083, 0.0279505756, 0.0366761424, 0.0030308757, 0.079009518, -0.0027791767, 0.0235518366 ]
712.1576
Thomas Bauer
Thomas Bauer
A simple proof for the existence of Zariski decompositions on surfaces
null
null
null
null
math.AG
null
In this note we give a quick and simple proof of the existence (and uniqueness) of Zariski decompositions on surfaces. While Zariski's original proof employs a rather sophisticated procedure to construct the negative part of the decomposition, the present approach is based on the idea that the positive part can be constructed from a maximality condition. It may also be useful that this approach yields a practical algorithm for the computation of the positive part.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:23:14 GMT" } ]
2007-12-11T00:00:00
[ [ "Bauer", "Thomas", "" ] ]
[ 0.0394259878, 0.0477793664, 0.0105218105, 0.101226218, 0.0288548935, -0.0756486133, -0.0191339236, 0.0904333591, -0.0336845778, -0.0052763056, 0.0238527209, -0.0294216424, -0.0822524652, -0.0076018227, 0.0831395462, 0.0763385668, 0.0755500495, 0.0055011571, -0.0268589538, 0.0808232725, 0.0277213957, -0.1190664768, 0.072445251, 0.0181605946, 0.0649543107, 0.0303333681, 0.0781127363, 0.0164110661, 0.0240375306, -0.0807739869, -0.0007569481, -0.0365922451, 0.0174336787, 0.1096042395, -0.0877228156, 0.0677141324, -0.0419886746, 0.0131584229, -0.0456848629, 0.0072630057, -0.0040473239, 0.1000434384, -0.0492085591, -0.0488635823, 0.0138730193, 0.1535642147, -0.0075648609, 0.0071582808, -0.0176677704, 0.0189737566, -0.0576112233, 0.0392534956, 0.0275489073, -0.0065237684, -0.1856963933, -0.0547528379, -0.0731352046, 0.091665417, -0.0016448029, 0.0084457854, 0.0448963419, -0.1356253922, 0.0543585792, 0.0899898112, -0.1329641342, -0.0199717265, 0.0280170906, 0.1265574098, 0.031688638, 0.0756978914, -0.0980721414, 0.0084642665, 0.0275735483, 0.0522394329, 0.0362472646, -0.0455616564, 0.03476879, 0.1416378617, -0.0111809634, -0.019577466, 0.0086182738, 0.0830902681, 0.0930946097, -0.0217335746, -0.0589418486, -0.0040473239, 0.0464487411, 0.0894969851, -0.1108855829, 0.0032926858, -0.0064991275, -0.0068133031, 0.0266371816, -0.0056490046, 0.155042693, 0.0246658828, -0.0349412784, 0.0813653767, -0.0352862589, 0.0984664038, -0.1474531889, -0.0310726054, 0.0532250814, -0.0058430545, 0.0972836241, 0.0792462304, -0.004386141, -0.0106634973, -0.0119078802, -0.0163125023, -0.0359022878, -0.0620466471, 0.0324278735, 0.0200086888, 0.0430728905, -0.0460298397, -0.0449702665, -0.0239759274, 0.0088523664, 0.0384649783, 0.0843223259, -0.0929960459, -0.0529293865, 0.0767328292, -0.0471140519, -0.0290766656, 0.0135526825, -0.0797883421, 0.0415944159, -0.0066100131, -0.0298651848, -0.0544571429, -0.0280417334, 0.0271053649, -0.0772256479, -0.034448456, 0.0452413186, -0.0312943757, 0.0428757593, 0.102310434, -0.0472619012, 0.1061544642, 0.0753036365, -0.0035637396, -0.0710160583, 0.0599275008, 0.0298159029, 0.1006348282, -0.003871755, 0.0421118811, -0.0336352959, -0.0508595221, 0.0505638272, -0.0597796515, -0.0209943373, -0.0856036693, 0.1181793958, -0.074170135, 0.1208406463, -0.0959529951, 0.0950659066, 0.0213393159, 0.0353848226, -0.0082917782, 0.0310726054, 0.0397216827, -0.0544078611, 0.0243825074, -0.0712624714, -0.1064501628, -0.0794433653, -0.045093473, -0.0972343385, -0.0621452108, -0.0725438148, 0.1033946499, -0.0829424188, -0.0460051969, 0.0469662063, -0.1161095276, 0.0134417973, 0.0318857655, 0.0041982513, -0.0282635037, -0.0326003619, 0.013404835, 0.1044788659, 0.0472619012, -0.0383664146, 0.0340788364, -0.1162080914, 0.0196144283, -0.0440092571, 0.1264588535, 0.0009109559, -0.0536193401, 0.0748600885, -0.0061387494, -0.0332163945, -0.0357790813, -0.0251217447, -0.0355819538, 0.1223191246, -0.0027444183, -0.0466951542, -0.0085135493, 0.0824495926, 0.0015970605, -0.0513523482, -0.0616031028, -0.0171010215, -0.0068933871, 0.0137005299, -0.0197745953, 0.0895462707, 0.030900117, 0.0256761741, 0.0119756432, -0.009449916, 0.1075343788, -0.1526771337, -0.0000465873, 0.0401159413, -0.0479025729, -0.0014114811, 0.1076329425, 0.0986635312, -0.0294462834, -0.0088277245, 0.0958051458, 0.1019161716, 0.0679605454, -0.0927496329, 0.0150434775, 0.0077127083, -0.0491099954, 0.0118031548, -0.0731352046, -0.07377588, -0.0404362753, -0.0552949458, 0.0558370538, 0.0427525528, 0.0122405365, 0.0234461408, -0.0217828564, -0.050292775, 0.0196144283, -0.0964950994, -0.0045278282, 0.0060740658, 0.0745151117, 0.0218321402, -0.0370604284, -0.097677879, -0.0497506671 ]
712.1577
J. M. B. Lopes dos Santos
Carlos C. Carvalho, J. M. B. Lopes dos Santos and M. B. Marques
A time of flight method to measure the speed of sound using a stereo sound card
Accepted for publication in The Physics Teacher
null
10.1119/1.2981293
null
physics.ed-ph
null
We present an inexpensive apparatus for measuring the speed of sound, with a time of flight method, using a computer with a stereo sound board. Students measure the speed of sound by timing the delay between the arrivals of a pulse to two microphones placed at different distances from the source. It can serve as a very effective demonstration, providing a quick measurement of the speed of sound in air; we have used it with great success in Open Days in our Department. It can also be used for a full fledged laboratory determination of the speed of sound in air.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:39:37 GMT" } ]
2009-11-13T00:00:00
[ [ "Carvalho", "Carlos C.", "" ], [ "Santos", "J. M. B. Lopes dos", "" ], [ "Marques", "M. B.", "" ] ]
[ 0.0188038126, -0.0472506061, -0.0461657718, -0.1306623966, -0.1096406952, 0.0391505025, -0.0890047103, -0.0569418035, 0.0475640036, 0.0030571262, -0.0083110444, -0.0027467429, -0.1664378494, -0.0091306977, 0.0581953898, -0.0380897745, -0.0771920606, -0.0106916549, 0.0567007288, -0.0040771728, -0.1098335534, -0.0095646316, -0.0475398973, -0.0493479557, 0.0568935871, -0.118994385, 0.0628240183, 0.0580507442, 0.0299655627, -0.0380897745, 0.0196596272, -0.0536631867, -0.0688508824, -0.0096610617, -0.0841350108, 0.0905475914, -0.0751670375, 0.0114510395, -0.088185057, -0.1079049557, -0.0363781452, 0.0673080087, -0.1132085919, 0.0162484236, 0.0048395712, 0.0377281643, -0.0105289295, 0.090065442, 0.0493479557, 0.0625829473, -0.0796992406, 0.0325691663, 0.0281092897, -0.0297485963, -0.0190448873, -0.0243364722, 0.0801813826, -0.0163569059, 0.0341361538, -0.080663532, 0.0422362573, -0.0385960303, -0.0235891417, 0.0377763771, 0.0148863513, 0.0307370014, 0.0631133094, 0.0049601081, -0.0626793727, 0.1256480366, 0.0015406169, 0.0740580931, -0.0131024001, -0.0336781107, -0.0276994631, 0.0105470102, -0.111087136, 0.0621490106, 0.0422121473, -0.0157662742, 0.0629686639, 0.0536631867, -0.0465997048, 0.0419951826, -0.0639329627, -0.0302789602, -0.0323039852, 0.0282057188, 0.0511077978, -0.0232516378, -0.0639329627, 0.1351945847, 0.0273619574, -0.0350522362, -0.0096610617, -0.034329012, -0.0137412474, -0.0789760128, 0.0651383325, -0.0004184903, 0.1070370898, 0.0126684662, 0.0169837009, -0.0727080777, 0.0252887178, -0.0583400354, -0.0089378376, 0.0158144888, -0.0526506752, 0.0623418726, 0.046720244, 0.0116619803, -0.0214194711, -0.0096068196, 0.1048192009, 0.0190931018, 0.0089619458, -0.1362553239, -0.0314361192, -0.0508185104, -0.1037584767, 0.0470818542, 0.0554471388, -0.0060961721, 0.1830237806, -0.0644151121, -0.0347870551, -0.0523131713, 0.1035656109, -0.039198719, 0.0053036395, -0.1041441932, -0.0018186059, -0.0186471138, 0.0361611769, -0.056170363, -0.0016573874, -0.0939708501, -0.0111014815, 0.1197658256, 0.029459307, 0.0295557361, 0.034497764, 0.073768802, 0.0140305376, 0.1658592671, -0.0847135857, 0.0425255448, 0.0191413164, 0.0161278863, -0.0106072789, -0.0684651658, -0.0148019753, 0.000563135, 0.1321088374, -0.0045050802, 0.0225284137, -0.0026352459, -0.1157157719, -0.0324245244, 0.0271932054, -0.0562667921, 0.1291195154, 0.0001011383, 0.0309539679, 0.0269762389, 0.0294110924, 0.0068525434, -0.1083871052, 0.0415612459, -0.0045171338, -0.0493720621, 0.0090041338, 0.0296039507, 0.0499506406, -0.0425978675, 0.0646561831, -0.0874136239, -0.0855332389, -0.0117463563, -0.1028906032, -0.0283262562, 0.0261806939, -0.0218775123, 0.0316771939, -0.0457318351, -0.0447434299, 0.0813867599, 0.0387647822, 0.0146573307, 0.0511560142, -0.0291700177, 0.0054211635, 0.1172586456, -0.0312673673, -0.0687544569, -0.0273860656, -0.0190087259, -0.0067862477, -0.1046263427, -0.0550132059, -0.0903547332, -0.0526024625, -0.1473447531, -0.0022585669, -0.0377040543, 0.0553989261, 0.1147514731, 0.0199971311, 0.1289266497, -0.0069128121, -0.0375353023, 0.0395362228, -0.0131024001, -0.0909815282, -0.0158868115, -0.0224681459, -0.0148863513, 0.0457077287, -0.0026849676, -0.1007691473, 0.0412237421, 0.01433188, 0.0120416721, 0.010215533, 0.0303030666, -0.0863528922, -0.0322557725, 0.1026013196, -0.1774308532, 0.0065632537, -0.0211181287, -0.0761313364, 0.0784456506, 0.0419951826, 0.0585328937, -0.0769027695, -0.0428871587, -0.0905475914, -0.047780972, -0.0501434989, -0.0369808301, 0.1122443005, 0.0734795108, -0.0679830164, 0.0479979366, -0.0319905877, -0.1053977832, 0.1285409331, 0.0117704635, 0.0619561523, 0.003429285, -0.0519756675, -0.0961405188, 0.0353415236, 0.0606061332 ]
712.1578
Badri Krishnan
Sanjeev Dhurandhar, Badri Krishnan, Himan Mukhopadhyay, John T. Whelan
The cross-correlation search for periodic gravitational waves
17 pages, 1 figure, RevTeX4
Phys.Rev.D77:082001,2008
10.1103/PhysRevD.77.082001
LIGO-P070140-00-Z, AEI-2007-158
gr-qc
null
In this paper we study the use of cross-correlations between multiple gravitational wave (GW) data streams for detecting long-lived periodic signals. Cross-correlation searches between data from multiple detectors have traditionally been used to search for stochastic GW signals, but recently they have also been used in directed searches for periodic GWs. Here we further adapt the cross-correlation statistic for periodic GW searches by taking into account both the non-stationarity and the long term-phase coherence of the signal. We study the statistical properties and sensitivity of this search, its relation to existing periodic wave searches, and describe the precise way in which the cross-correlation statistic interpolates between semi-coherent and fully-coherent methods. Depending on the maximum duration over we wish to preserve phase coherence, the cross-correlation statistic can be tuned to go from a standard cross-correlation statistic using data from distinct detectors, to the semi-coherent time-frequency methods with increasing coherent time baselines, and all the way to a full coherent search. This leads to a unified framework for studying periodic wave searches and can be used to make informed trade-offs between computational cost, sensitivity, and robustness against signal uncertainties.
[ { "version": "v1", "created": "Mon, 10 Dec 2007 19:47:52 GMT" } ]
2008-11-26T00:00:00
[ [ "Dhurandhar", "Sanjeev", "" ], [ "Krishnan", "Badri", "" ], [ "Mukhopadhyay", "Himan", "" ], [ "Whelan", "John T.", "" ] ]
[ -0.0210590139, 0.0445753224, 0.0921976864, 0.0241552051, -0.0500550866, 0.0638405085, -0.0478435233, -0.034230113, -0.0293892417, 0.1222749725, -0.0443295911, -0.012802504, -0.0500796624, 0.0518489107, 0.0855629891, 0.1404589564, -0.0514065996, 0.0444524549, 0.0596631095, 0.0405699313, -0.0620221123, -0.0148666315, -0.0936720669, 0.0265879259, -0.0873322412, -0.1133304164, 0.05125916, 0.1264032274, 0.1013388187, 0.0011088541, -0.0162058566, 0.0147929126, -0.1388862878, -0.0374737419, -0.0757829621, 0.1971733123, -0.0316008069, 0.0445261747, -0.0526843928, 0.0258507375, 0.0179996826, 0.0095097292, -0.0242780689, 0.0419705883, -0.0325100049, -0.1224715561, -0.0822210684, -0.0026415915, 0.0510625765, 0.0395132937, -0.0453862287, 0.0676247403, -0.072637625, -0.1171637997, 0.0786334202, -0.0773556307, 0.0166973155, 0.0922468305, -0.0729324967, -0.032043118, -0.036982283, -0.0592207946, 0.0315516591, -0.0633981973, -0.0686568096, -0.0598105453, -0.0466885939, 0.0847766548, 0.0058852201, 0.0421425998, 0.0113527002, 0.0879711434, 0.0616289452, -0.0049760211, 0.034230113, -0.0093991514, 0.0575498343, -0.0011603037, -0.0763727129, 0.0771590471, 0.0584344603, 0.0221525095, -0.0694431439, -0.0185525734, -0.0850715339, -0.0455336645, -0.0457548238, 0.0319448262, -0.0544044971, 0.0284308959, 0.0300281383, 0.0609409027, 0.0152843716, -0.0141171562, -0.0751440674, -0.0931314602, 0.0999627411, -0.07951805, 0.0612849221, 0.0476223677, -0.0173239261, -0.016021559, -0.005501268, -0.0779945254, 0.1343648583, -0.0099151833, 0.0367856994, -0.0537164547, -0.0006646214, 0.0037105146, 0.0566160642, 0.0161198508, -0.1004541963, -0.021046726, 0.0692957044, 0.0400539003, -0.0431746617, -0.0452387892, 0.007550037, 0.1039927006, -0.0476715118, -0.0395132937, 0.0284800418, 0.0069971457, 0.0827616751, 0.0179505367, 0.0076421858, -0.0578938574, -0.1081209555, 0.0080599254, 0.0746526048, -0.0049299467, 0.0889540613, 0.0392921381, -0.1149030849, -0.0975054428, 0.0170781966, -0.0583361685, -0.0320922658, 0.0773556307, 0.0844326392, 0.0542079136, 0.0805501118, 0.0162304305, -0.0258998834, 0.0409630984, -0.0178768169, 0.0074025993, -0.0859070122, -0.0290943664, -0.0671332851, -0.0220542178, 0.0683619305, 0.0295366794, 0.0423146114, 0.0242534969, -0.0566160642, 0.0648725703, -0.0942126662, -0.0962276533, -0.0736205429, 0.0488264412, 0.0565177724, 0.0843343437, -0.023332011, -0.0172010604, -0.0217593424, 0.0087356819, -0.1054670736, 0.0974562988, 0.0182699841, -0.0829091147, -0.0419214442, -0.0204938352, 0.0958344862, 0.0438381322, -0.0194863454, -0.0941635221, -0.0641845316, -0.1106765419, 0.0162427165, -0.0748491883, 0.0271285307, -0.0373017304, -0.0085022384, -0.0110332519, 0.037031427, -0.0221156497, -0.0084162336, 0.0196092092, 0.0634964854, 0.0402996279, 0.156382218, 0.1012405306, 0.0317973904, -0.0865950584, -0.0500796624, 0.0973088592, -0.0793706104, -0.0770607516, 0.0416757129, -0.0306670349, 0.0694431439, -0.0441575795, -0.0825650916, -0.0470817611, 0.1427196562, 0.1131338328, -0.0252855588, 0.0157389715, 0.0813364461, 0.0197197869, 0.0678704754, 0.0627101511, -0.1027149037, -0.1604121774, -0.0377931893, -0.0369085632, 0.105172202, -0.0642336756, -0.0276691355, 0.0841869041, -0.0021378461, 0.0315270871, 0.0264650602, -0.013281676, 0.05401133, -0.030642461, -0.0111376867, -0.0374491662, 0.0487527214, 0.0020364828, -0.0676247403, 0.0279885828, -0.0105663659, -0.0144857503, 0.0911164805, -0.0409630984, 0.0436169766, -0.0968665481, -0.0072674481, 0.0402996279, 0.0306916069, 0.0190194584, -0.0943109617, 0.0437398404, -0.0913130641, -0.079567194, 0.0520454943, 0.0163164344, -0.0121451775, 0.0115984296, -0.0216364767, 0.0342792571, -0.0008416233, 0.0167587474 ]