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
802.1103
Mingyan Huang
Mingyan Huang, Daowen Zhang
Testing polynomial covariate effects in linear and generalized linear mixed models
Published in at http://dx.doi.org/10.1214/08-SS036 the Statistics Surveys (http://www.i-journals.org/ss/) by the Institute of Mathematical Statistics (http://www.imstat.org)
Statistics Surveys 2008, Vol. 2, 154-169
10.1214/08-SS036
IMS-SS-SS_2008_36
stat.AP
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
An important feature of linear mixed models and generalized linear mixed models is that the conditional mean of the response given the random effects, after transformed by a link function, is linearly related to the fixed covariate effects and random effects. Therefore, it is of practical importance to test the adequacy of this assumption, particularly the assumption of linear covariate effects. In this paper, we review procedures that can be used for testing polynomial covariate effects in these popular models. Specifically, four types of hypothesis testing approaches are reviewed, i.e. R tests, likelihood ratio tests, score tests and residual-based tests. Derivation and performance of each testing procedure will be discussed, including a small simulation study for comparing the likelihood ratio tests with the score tests.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 08:01:10 GMT" }, { "version": "v2", "created": "Mon, 29 Dec 2008 10:13:59 GMT" } ]
2008-12-29T00:00:00
[ [ "Huang", "Mingyan", "" ], [ "Zhang", "Daowen", "" ] ]
[ -0.0612671636, 0.0052856142, 0.0391824879, 0.0108584901, -0.0259224921, -0.0310012773, 0.0903150663, -0.0445830077, -0.1020353362, 0.06636893, 0.0485816896, -0.0180630125, -0.0229119901, 0.1240051091, -0.054694619, -0.0592448413, 0.1028626487, 0.0536374971, 0.0143286111, 0.0620485172, -0.04072221, 0.0249802731, -0.0021602076, -0.0438246392, -0.0479841866, -0.1240051091, 0.0786407515, -0.0163164623, 0.0493630432, -0.0907746851, 0.0546486564, 0.002628444, -0.0958764479, -0.1038738117, -0.0850294456, 0.0337589905, -0.0354365967, 0.0208781771, 0.0157534294, 0.0277609657, -0.0575902164, -0.0006876326, -0.05501635, 0.0395961478, 0.065173924, -0.0376427658, 0.0389067195, -0.0894417912, 0.0048575946, 0.0711489692, -0.073584944, -0.0231762696, 0.0720222443, 0.0096002845, 0.0487195775, 0.0513394028, 0.0451345518, -0.0247274823, 0.0684831813, -0.0386079662, 0.0255318154, -0.0609913953, 0.0308174305, -0.0052942322, -0.0214986615, -0.0581417568, -0.0929808542, -0.0556138568, 0.0497766994, 0.000307729, 0.0457090735, -0.0421240479, 0.0903610215, 0.0522586405, -0.0689427927, 0.028978955, 0.0227855947, 0.0756532252, -0.0988180116, 0.0266808625, 0.0306106023, 0.0323801339, 0.0313459896, 0.0463065766, -0.0194073971, -0.0352987126, -0.0305416584, -0.0183272939, -0.0398259535, 0.0231303088, -0.0391595066, -0.0030995533, -0.0254628733, 0.054097116, 0.0694024116, -0.0180285405, 0.0968876109, -0.0112606566, 0.0376197845, 0.040400479, 0.0537753813, 0.0499605462, 0.0422619358, 0.0765265003, 0.0940379724, -0.0082501546, -0.0564411692, -0.0249343105, -0.0090142703, 0.0994614735, 0.0569927134, 0.0633354485, -0.1331055611, 0.0807090327, -0.0525803715, -0.0162245389, -0.014960587, -0.0648062304, -0.102311112, 0.0317366682, -0.0425606854, -0.0412507728, 0.0773538202, -0.1006564796, 0.0377806537, -0.0788245946, 0.0204415396, -0.1117792502, -0.0595206134, -0.0484438054, 0.0180630125, 0.0419172198, -0.0529480688, 0.0295534786, -0.1694154292, 0.1542480141, 0.0285423175, 0.1227181777, 0.0093934564, -0.0191546064, 0.0665527806, 0.0906827599, 0.0147192869, -0.0007432895, -0.1850424707, -0.0222570319, 0.0599802323, -0.0181434453, -0.0193269644, 0.0295534786, 0.0055412771, 0.068712987, -0.0104965409, 0.031575799, -0.1204200834, -0.0998291671, -0.0381483473, 0.045617152, 0.0125820599, -0.0522126779, 0.0370912254, 0.0576821379, -0.0018111847, 0.0670583621, -0.0433880016, -0.0123292701, -0.1115954071, 0.0153857339, -0.0557517409, -0.1131581068, 0.061496973, 0.0095198508, -0.0253479686, -0.0906827599, 0.0894417912, 0.0327248462, -0.1058961377, -0.1653707922, -0.0311621446, 0.0138000501, -0.1066315249, 0.0727116689, -0.0405153818, 0.0147307776, -0.0580957979, 0.0432960764, -0.0178676751, 0.0842480958, -0.0664148927, -0.0063886992, -0.0089166015, -0.0195912439, 0.1237293407, 0.073584944, 0.02119991, -0.0768022761, 0.074917838, 0.0432960764, 0.0082156835, 0.028312508, -0.0904529467, 0.0042486, -0.0151329441, -0.1107680947, -0.0617267825, -0.0356204435, -0.0241989214, 0.0962441415, -0.1224424094, 0.0378266126, -0.0222800132, -0.105160743, 0.1080103815, 0.1117792502, 0.011335345, -0.0011081118, -0.0838344395, 0.0820878893, 0.1041495875, 0.1277739853, -0.0001514407, 0.0010197789, 0.0740445629, -0.0207977444, -0.0670123994, 0.0032776555, 0.0084972, -0.0759749636, 0.0302429069, -0.0445140637, 0.045938883, -0.0693104938, -0.0707812682, 0.0645304546, 0.0239920933, -0.0678856745, 0.0131795648, -0.034195628, -0.0874654278, -0.0713787749, -0.0065897824, 0.1527772397, -0.0483978428, -0.0395731665, 0.0220272243, 0.0736309066, -0.0218203943, -0.1170189083, -0.0161670856, -0.0093072774, -0.0034011779, -0.0438705981, -0.0153397722, -0.0273702908, -0.0245436355, -0.0425836667 ]
802.1104
Bodineau Thierry
T. Bodineau, R. Lefevere
Large deviations of lattice Hamiltonian dynamics coupled to stochastic thermostats
Revised version, published in Journal of Statistical Physics
null
10.1007/s10955-008-9601-4
null
math-ph cond-mat.stat-mech math.MP math.PR
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We discuss the Donsker-Varadhan theory of large deviations in the framework of Hamiltonian systems thermostated by a Gaussian stochastic coupling. We derive a general formula for the Donsker-Varadhan large deviation functional for dynamics which satisfy natural properties under time reversal. Next, we discuss the characterization of the stationary state as the solution of a variational principle and its relation to the minimum entropy production principle. Finally, we compute the large deviation functional of the current in the case of a harmonic chain thermostated by a Gaussian stochastic coupling.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 08:18:09 GMT" }, { "version": "v2", "created": "Tue, 15 Jul 2008 15:31:52 GMT" } ]
2009-11-13T00:00:00
[ [ "Bodineau", "T.", "" ], [ "Lefevere", "R.", "" ] ]
[ 0.0467587113, 0.0419868566, 0.026588019, -0.0108532319, -0.0422885232, -0.0052517848, -0.0346645229, -0.0932431817, -0.0711939111, -0.0317849554, 0.0547940806, -0.0115662683, -0.1240682751, 0.0063453354, 0.0514482968, 0.0672447905, 0.1167185232, 0.0177710522, 0.0268211272, 0.0371327251, -0.0307702497, -0.0732233226, 0.0620341375, -0.0068698283, 0.0370504521, -0.0520516336, 0.0104144402, 0.0638441518, 0.1742001921, -0.0390250124, 0.1028965935, -0.0321963206, -0.0086249942, 0.0147406496, -0.0333755724, 0.153906092, 0.1123306081, 0.1381096095, -0.0518322363, 0.0678481236, -0.0747042447, -0.0782694221, -0.1161700338, 0.1113981754, 0.0230502617, -0.0162215717, -0.0383119769, -0.012711239, 0.0450035483, 0.0363374166, 0.0368310548, -0.0678481236, 0.0072400589, -0.0798051953, -0.1063520759, -0.0542730168, 0.0570977367, 0.0402865373, 0.0260532405, -0.1229712963, 0.0027047377, -0.0676835775, -0.0310719181, 0.0663672015, -0.0762948617, -0.07113906, -0.0988926217, 0.012793513, -0.004795853, 0.1416199356, -0.0620889887, -0.0269034002, 0.0896231532, -0.0010147052, -0.0168523341, -0.0351033136, 0.0071577854, 0.0022025274, -0.0576462261, 0.1115627214, -0.0170031674, -0.0310719181, 0.0506255627, 0.0628568754, -0.0597304851, -0.0798051953, 0.0179493129, 0.0134791248, 0.0428918637, -0.0220492687, 0.0906652808, 0.0597304851, 0.0761851594, 0.0682869181, 0.0753075778, -0.0741009042, 0.0953274369, -0.0787630603, -0.0145486789, -0.0412738174, -0.0365293883, -0.0004645019, 0.0384491012, -0.0408624522, 0.0939562172, -0.0106201237, -0.0522710308, -0.0464844666, -0.0377086401, -0.0263549108, 0.0510643534, -0.0082547637, -0.0433032289, -0.0930237845, -0.0646668896, -0.091158919, -0.0496657044, -0.0084124543, -0.0190051533, 0.0331013277, 0.0464570448, -0.0168660451, 0.0254499037, 0.0006539021, -0.0436323248, -0.0296732709, 0.0296732709, -0.1275786161, -0.0465118922, -0.0158376284, 0.0929140896, -0.0613759533, -0.0742654502, -0.055424843, -0.0085770013, -0.0075965766, 0.0469232574, 0.0985635296, 0.1229712963, -0.0245448966, 0.0442905091, 0.0239826944, 0.0609371588, 0.034911342, -0.0065955836, 0.0974116996, 0.0431661084, 0.047032956, -0.0406704806, -0.0226251837, 0.0459908284, -0.0052517848, 0.0395460762, 0.0807924718, 0.0739363581, -0.0818345994, 0.1048163027, 0.0964244157, 0.04121897, -0.0880873799, 0.0385313742, 0.1084911823, 0.0295361485, -0.0121764624, 0.1277980059, 0.03839425, 0.0060505224, 0.0499125272, -0.0120393401, -0.0379006118, 0.0631311163, 0.0103870155, -0.0746493936, 0.0011081197, 0.1086008772, 0.0241198167, 0.0056631519, -0.0928043872, -0.044701878, -0.0573719814, 0.0207191836, -0.0221726801, -0.0022042412, -0.0940659121, -0.0226114709, -0.0789276063, -0.013712232, 0.1012511253, 0.0589625984, -0.0446470268, -0.0301943347, 0.1264816374, 0.0710293651, 0.0352678597, 0.0644474924, -0.1339410841, 0.0404785089, 0.054848928, 0.0013995047, 0.0278221201, 0.0834800676, -0.0162352826, -0.000196792, -0.0836994648, -0.0780500248, 0.0076994183, 0.039134711, 0.0924752951, -0.0510369278, -0.0628020242, -0.0190325789, -0.0368310548, 0.0691644996, 0.0393541083, -0.0402865373, -0.0099756494, -0.1333926022, 0.03839425, 0.1455690563, 0.1423878223, -0.0248739887, 0.1249458641, 0.0002290371, 0.0891295075, 0.0246545933, -0.0110383471, 0.0061636483, -0.0535051301, 0.0283568967, 0.0012872358, 0.0748139396, -0.0123341531, -0.030331457, -0.1053099409, 0.028082652, -0.0600047298, 0.0295635723, 0.0025247647, -0.0354324095, -0.0845222026, -0.0532308854, 0.0359534733, -0.0224469248, -0.02167904, 0.0204723626, 0.0081656342, -0.072455436, 0.0145349661, 0.0604435205, -0.0067498465, -0.1231906936, -0.0173322614, -0.028082652, -0.057755921, -0.0959307775, 0.028411746 ]
802.1105
Axel Pelster
Sebastian F. Brandt, Axel Pelster, Ralf Wessel
Noise-dependent stability of the synchronized state in a coupled system of active rotators
Author Information under http://www.theo-phys.uni-essen.de/tp/ags/pelster_dir/
World Journal of Condensed Matter Physics 1, 88-96 (2011)
null
null
nlin.PS nlin.CD
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We consider a Kuramoto model for the dynamics of an excitable system consisting of two coupled active rotators. Depending on both the coupling strength and the noise, the two rotators can be in a synchronized or desynchronized state. The synchronized state of the system is most stable for intermediate noise intensity in the sense that the coupling strength required to desynchronize the system is maximal at this noise level. We evaluate the phase boundary between synchronized and desynchronized states through numerical and analytical calculations.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 08:36:49 GMT" } ]
2011-09-27T00:00:00
[ [ "Brandt", "Sebastian F.", "" ], [ "Pelster", "Axel", "" ], [ "Wessel", "Ralf", "" ] ]
[ 0.0283783618, 0.053935647, -0.0258924626, -0.0243003685, -0.0142310783, 0.1151893362, -0.008777461, -0.0406402722, -0.0343836248, -0.0100134276, 0.0326798074, -0.0141403005, -0.1030112207, 0.0164376628, 0.0020320136, 0.0463662222, -0.0423440896, -0.0362829641, 0.0050486112, 0.0670913607, 0.028099047, -0.0994359925, 0.0130649395, 0.0527066626, -0.0153483367, -0.0117242299, 0.0412547626, 0.0057154745, 0.0581532978, -0.0147059131, 0.0259203929, -0.0263672974, -0.0364226215, -0.0095944563, -0.0786549896, 0.074241817, -0.0613933466, 0.0406682044, -0.1103292629, -0.0207391083, -0.0166750811, -0.0907772407, -0.1054691896, 0.1756330132, 0.0401095748, 0.011333189, -0.0287973341, 0.0213256683, 0.1340710074, 0.0404168218, 0.0179319959, 0.0016304989, 0.0358360596, -0.0478745215, 0.0113262059, 0.002196111, 0.1732867658, 0.1083740592, -0.036674004, -0.0945759192, 0.0225127563, -0.1028436273, -0.0875371918, 0.0142310783, -0.0608905777, -0.0568405166, -0.1479250044, -0.0291325115, -0.0511704311, 0.1589858681, -0.0508352555, -0.0164935254, 0.0275404174, -0.013902883, -0.0233227685, -0.0822860748, -0.0845205933, 0.0751356259, 0.0684320703, 0.0710017681, 0.0051009827, 0.0290766489, 0.1368641406, 0.0078068427, -0.1211108044, -0.1069216207, -0.0649127066, -0.0351657048, -0.0209346283, 0.0924531296, 0.0455841385, 0.1474781036, -0.0131626995, 0.0793253407, 0.0721190274, -0.1060278192, 0.0846881792, -0.0341322422, 0.1059160903, -0.0467572622, -0.1088209599, -0.071169354, -0.0536842644, -0.1047429666, 0.0568963811, 0.0412547626, 0.0581532978, 0.0188397691, -0.0396626703, 0.0002061036, 0.0835150629, -0.0142450435, -0.0202642735, -0.0699403733, 0.0307804663, -0.1093237251, -0.0499414466, -0.010453348, -0.084185414, 0.0362271033, -0.0161443837, -0.0516173355, -0.0355288163, 0.0633485466, 0.0465617403, 0.0426234044, 0.0010500483, 0.0071295048, -0.0247891694, -0.0121990647, 0.0185604542, -0.0203480683, -0.0874813274, -0.036674004, -0.1040167511, -0.0205156561, -0.0055269375, 0.0442713611, 0.056281887, 0.0199570265, 0.1003298014, -0.0060506524, -0.0085889231, 0.0534049496, -0.068823114, 0.0577622578, 0.0487962589, 0.0240070876, -0.1075361148, 0.0260600504, -0.0131976139, -0.0435451418, 0.023755705, 0.1144072562, 0.0210882518, 0.0087006493, 0.0218284354, 0.0254455581, 0.0013276171, -0.0625664666, -0.0124294991, 0.0793253407, -0.0124783786, 0.0270376522, 0.0484610796, 0.0505000763, -0.0788225755, 0.0303894263, -0.0273309313, -0.0519804433, 0.1051340103, -0.0501369685, -0.0697727799, 0.0605554022, 0.0123387221, 0.0117102638, -0.0474834777, -0.120887354, 0.0072761448, 0.0129043339, 0.1198818162, -0.0731245577, 0.0556394644, 0.0727893785, 0.0223730989, 0.0422882289, -0.0247752033, 0.0284342244, 0.0735714585, -0.0091335867, -0.0631809607, 0.0352215692, 0.0436010063, 0.0582091585, -0.0053314171, -0.1188762859, 0.05245528, 0.0989890918, 0.0031353063, -0.0400537103, 0.0430703089, -0.0631250963, 0.0977601036, -0.0507793911, -0.0226663779, 0.0383219607, -0.0209206622, 0.1157479659, -0.0934027955, 0.1112789288, 0.0650803, 0.03371327, 0.0428189263, -0.0079534827, -0.0714486688, -0.070387274, -0.1145189777, 0.0727893785, 0.0474555492, 0.0269538574, 0.0607788526, 0.0077230483, -0.0014733844, 0.0821743533, 0.0703314096, 0.0374002233, 0.1354117095, -0.0137352943, 0.0592705533, -0.0424278863, -0.0059773321, -0.0074018366, 0.0471762344, 0.0397743955, 0.0144405644, 0.0606671274, -0.0806660503, 0.0192447752, -0.0196916778, -0.0121920817, -0.05284632, -0.0518966503, -0.0521201007, 0.0029537517, -0.0157114454, 0.103402257, -0.0564774089, 0.0120035438, -0.1179824769, -0.0734038725, -0.0200128891, 0.0892689377, 0.0011390798, 0.1452435851, -0.0087285805, 0.0536284 ]
802.1106
L\'aszl\'o T\'oth
J\'ozsef S\'andor and L\'aszl\'o T\'oth
Extremal orders of compositions of certain arithmetical functions
improved and corrected final version
Integers: Electronic Journal of Combinatorial Number Theory, 8 (2008), #A34
null
null
math.NT
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We study the exact extremal orders of compositions $f(g(n))$ of certain arithmetical functions, including the functions $\sigma(n)$, $\phi(n)$, $\sigma^*(n)$ and $\phi^*(n)$, representing the sum of divisors of $n$, Euler's function and their unitary analogues, respectively. Our results complete, generalize and refine known results.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 08:39:01 GMT" }, { "version": "v2", "created": "Mon, 1 Sep 2008 08:26:53 GMT" } ]
2008-09-01T00:00:00
[ [ "Sándor", "József", "" ], [ "Tóth", "László", "" ] ]
[ 0.0310014877, -0.0271692481, 0.017747229, -0.095885247, -0.0015551951, -0.0404631533, 0.0277506914, -0.0210508816, -0.0800805688, -0.0143907163, 0.0407010131, -0.0565585531, -0.106404081, -0.0093691619, 0.0931366086, 0.0916037112, 0.0039941175, -0.0243413206, 0.1229487807, 0.0237730928, 0.0324815251, -0.0933480412, 0.1122713685, -0.0467797369, 0.0179454479, -0.0630601421, -0.0410974547, 0.0197822787, 0.0870050266, -0.1702042371, 0.1198829859, -0.0348865837, 0.0048563709, 0.0434232242, -0.0518277213, 0.0621086918, 0.0263895858, 0.0451675542, -0.0418110415, 0.0720460787, -0.0106641948, 0.0221741237, -0.177604422, 0.0462511517, 0.033274401, -0.0100431079, 0.0182229541, -0.0367366299, 0.0253456309, 0.0893836543, 0.0058144308, 0.1135399714, 0.0724160895, 0.09540952, -0.0421017632, -0.0549199395, -0.0824591964, 0.1170286313, 0.0271956772, -0.1104741842, 0.00206148, -0.1766529828, 0.022953786, 0.0268653128, -0.1244288161, 0.0164654106, -0.0811377391, 0.0976824388, 0.0146285789, 0.0811905935, -0.081930615, 0.0282792766, 0.0238920245, -0.05259417, 0.0605757944, 0.0015172031, 0.0259799343, 0.0829877853, 0.0946166441, 0.0710946321, 0.041573178, 0.0085828928, 0.0189233292, 0.06845171, 0.0239184536, -0.0076446547, -0.0250152666, 0.0305786189, -0.1533952504, -0.0422074795, 0.0031995887, -0.0734204054, -0.0534663312, 0.0797634199, 0.1333090365, -0.0461190082, 0.0448768325, 0.063113004, -0.0290985834, 0.0310014877, 0.0152100222, -0.0563999787, 0.0658087805, -0.1234773621, 0.0986867473, 0.1463122219, 0.0025454652, -0.0009151121, -0.039009545, -0.0700903162, -0.0531491823, -0.107355535, -0.109099865, -0.0263499431, 0.02058837, 0.0595186278, -0.1499065906, 0.048180487, -0.0863707215, 0.0162143335, 0.0627958477, -0.0392474085, 0.0270635318, 0.1153371632, 0.0207601599, -0.0905994028, -0.0496076643, -0.0903879702, 0.067500256, 0.0069112438, 0.0849964023, -0.0080873445, 0.0349923, -0.0501626804, -0.0694560185, -0.0381109491, 0.0208658781, 0.0466211624, -0.0001868629, 0.0419960469, -0.0400931425, 0.0439782403, 0.0751647279, 0.0159896836, -0.0089132581, -0.0261120796, -0.0831992179, 0.0474140383, -0.0743189976, -0.0111399209, 0.0318472236, -0.0756933168, 0.0811905935, -0.0581971668, 0.1079898328, -0.0654916316, 0.0482069179, 0.0238920245, 0.053915631, 0.0387452506, 0.1027568504, 0.0301557519, 0.0216323249, -0.0051074489, 0.1083598435, 0.0485504977, -0.0598886348, 0.0388509668, -0.0069376728, 0.0018302242, 0.0200597867, -0.0732089654, -0.0247906186, 0.0259006452, 0.0069574947, -0.0625315607, -0.1129056737, -0.0435818024, -0.1237945184, 0.0367102027, 0.0341729932, 0.0468061678, -0.1122713685, -0.0070698191, 0.0117742224, 0.0174036473, 0.0619501173, -0.0025933683, 0.0593600497, 0.0390359722, -0.0027684618, 0.0603115037, 0.0681874156, 0.1108970493, 0.0609986633, -0.071411781, 0.0708831921, 0.0433703661, 0.0168882776, 0.0340144187, 0.0354944579, 0.0161218308, 0.0427096374, 0.0019590666, -0.0793934092, -0.0340937078, 0.0475197546, -0.0639058799, -0.006200958, -0.0493698008, 0.0080344863, -0.0122036971, 0.0561356843, 0.0208262336, -0.0273278244, 0.0022910838, -0.077067636, -0.0127653182, 0.0767504871, 0.0757461712, -0.127177462, -0.0070499973, 0.0228216406, -0.0183022413, 0.0585143156, 0.0596243441, 0.0596243441, 0.0122829843, -0.0437403768, -0.0089661162, 0.0263895858, 0.0094947014, -0.0937180519, -0.0335651226, -0.041678898, 0.0148400124, -0.1075669676, 0.012600136, 0.0435818024, 0.0361023284, -0.0201787166, 0.041203171, 0.0069839242, 0.1241116673, -0.0180775933, 0.0476254746, -0.063113004, 0.0745304301, -0.0444011055, 0.0002678024, -0.0038817932, 0.0215926804, -0.0443482473, -0.0538892001, -0.0791819766, -0.0043343939 ]
802.1107
Maria Fyta
Massimo Bernaschi, Simone Melchionna, Sauro Succi, Maria Fyta, and Efthimios Kaxiras
Quantized current blockade and hydrodynamic correlations in biopolymer translocation through nanopores: evidence from multiscale simulations
6 pages, 5 figures, to appear in Nano Letters
null
10.1021/nl073251f
null
physics.comp-ph physics.bio-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We present a detailed description of biopolymer translocation through a nanopore in the presence of a solvent, using an innovative multi-scale methodology which treats the biopolymer at the microscopic scale as combined with a self-consistent mesoscopic description for the solvent fluid dynamics. We report evidence for quantized current blockade depending on the folding configuration and offer detailed information on the role of hydrodynamic correlations in speeding-up the translocation process.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 14:28:55 GMT" } ]
2008-02-27T00:00:00
[ [ "Bernaschi", "Massimo", "" ], [ "Melchionna", "Simone", "" ], [ "Succi", "Sauro", "" ], [ "Fyta", "Maria", "" ], [ "Kaxiras", "Efthimios", "" ] ]
[ 0.0413006358, 0.0685822517, -0.0293491706, 0.0243441779, -0.0423596278, 0.0071355798, -0.0365603939, 0.0231969375, -0.0381488763, -0.0875936598, 0.0580932014, 0.0159100741, -0.0580427758, 0.0641950071, -0.0489152819, -0.0230330471, 0.0084719257, 0.0034606303, 0.0736250654, 0.0795251578, 0.0243819989, -0.0745327696, -0.0469485857, 0.0070032063, -0.0029138003, -0.0485622846, 0.0481336489, 0.0733729228, 0.1042853668, 0.0007308139, 0.0382497348, -0.0273068305, -0.0000809115, -0.0873415172, -0.1325251162, 0.1495698243, -0.018696228, 0.0803320035, -0.030004736, 0.0235499348, 0.0068141008, -0.0391070135, -0.1221369207, 0.0735746399, 0.0091653122, 0.0387287997, -0.0526469648, -0.0397877917, 0.0014348378, 0.0107474942, -0.0068077971, 0.0418049172, -0.036106538, -0.020952886, -0.1276840121, 0.0205998905, 0.0737763494, 0.0185953714, -0.1118495837, -0.0180658773, -0.0803320035, -0.1197163761, -0.0443011113, -0.0027546363, -0.1309114248, 0.0286936034, -0.1302054226, 0.0112076513, -0.0649010018, 0.007463363, 0.024495462, 0.000560225, 0.0277102552, 0.0059505189, -0.0203729626, -0.1056973562, -0.0811388567, 0.0425865538, -0.0528991036, 0.1402910501, 0.0291474573, -0.0846183971, 0.0466712303, -0.0867363811, -0.0451079607, 0.0025860174, -0.0416536331, -0.0404937863, -0.1595546007, -0.0124935685, 0.0144098373, 0.0367116779, -0.1344413906, 0.0613206029, 0.0338624865, -0.0702463835, 0.0541598089, 0.0116993254, 0.0691873878, 0.0748353377, -0.0063161231, -0.0112832934, 0.0510080494, -0.0703976676, 0.0839124024, 0.119514659, -0.0325009264, -0.0165656395, 0.0243567862, 0.0634385869, 0.1488638371, -0.0040846784, -0.0418301299, 0.0824499875, -0.0076209507, -0.0490665659, -0.0310637262, -0.0165530331, 0.0002623838, 0.0791721568, -0.0231969375, 0.0318201482, -0.0142963743, 0.0568324998, 0.0349466912, -0.0540589504, 0.0483353585, -0.0302820895, -0.0882492214, -0.0617240258, 0.0947040245, -0.0216210596, 0.0110941883, -0.0687335357, -0.0167421382, -0.0147124063, 0.0024032155, 0.0569837838, 0.0998981223, 0.0160361435, 0.055521369, 0.0073372927, 0.1387782097, 0.0347197652, 0.0166160669, 0.0742302015, -0.0120586259, 0.0957630128, 0.0193391871, 0.0150654027, 0.0710532293, -0.0911236256, 0.0368377455, 0.0826516971, 0.0496212766, -0.1189095229, 0.0969732851, 0.1777087152, -0.0055943704, 0.0747849122, -0.0462930202, 0.0300803781, -0.0647497177, -0.001003047, 0.031996645, 0.0239029322, -0.0111067947, -0.0262982678, -0.0976792797, -0.074129343, -0.017826343, -0.0827525556, -0.1093281806, 0.0109113855, 0.0322992168, -0.0198182538, -0.0049325014, -0.0563786477, -0.0583453439, 0.0708515197, 0.0096002547, -0.0041035889, 0.0537563823, -0.0182675887, 0.01473762, -0.0716583654, -0.0214949884, 0.1846677959, -0.0665147007, 0.0445532501, -0.0057866275, 0.0958134383, 0.0970741436, 0.0538572408, -0.0789704472, -0.0613710321, 0.0477302223, 0.131819129, 0.0538068116, -0.0085601741, 0.0508567654, -0.0723139346, -0.0100793215, 0.0109492075, -0.0749361962, -0.0600598976, 0.0064484966, -0.0683805421, -0.0919304788, 0.0244072136, 0.0900646374, 0.096872434, 0.0475789383, -0.0650018528, -0.0575384945, -0.00333456, -0.0691873878, 0.1366602182, 0.0580932014, 0.0660104156, 0.0175742023, 0.0917791873, 0.0513862595, 0.1084204763, -0.0542102382, 0.0235499348, 0.0425361246, 0.0297273807, -0.0267269071, -0.0800294355, 0.1311131269, 0.0363082513, -0.0414267071, -0.0443011113, 0.0450827442, -0.0368125327, 0.018166732, 0.0008911596, -0.0009084942, -0.0788695887, 0.0768020377, 0.0282397512, -0.0649514273, 0.0661616996, 0.0063066678, 0.0069653848, -0.0831055567, -0.0401155762, 0.0079298234, -0.0292735286, -0.061623171, 0.0151032237, 0.0185953714, 0.0130104572, 0.0288196746, -0.0225035511 ]
802.1108
Yvette Hancock
Y. Hancock, J. Suorsa, E. T\"ol\"o and A. Harju
Fractional periodicity and magnetism of extended quantum rings
null
null
10.1103/PhysRevB.77.155103
null
cond-mat.str-el cond-mat.mes-hall
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The magnetic properties and nature of the persistent current in small flux-penetrated $t-t'-U$ rings are investigated. An effective rigid-rotator description is formulated for this system, which coincides with a transition to a ferromagnetic state in the model. The criteria for the onset of effective rigid rotation is given. The model is used to understand continuum model ground-state solutions for a 2D few-particle hard-wall quantum dot, where ferromagnetic solutions are found even without the Zeeman coupling to spin. After the onset of effective rigid rotation, a 97--98% correspondence can be determined between the lattice model and continuum model eigenstate results.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:07:18 GMT" } ]
2009-11-13T00:00:00
[ [ "Hancock", "Y.", "" ], [ "Suorsa", "J.", "" ], [ "Tölö", "E.", "" ], [ "Harju", "A.", "" ] ]
[ -0.0638568625, -0.0068768933, -0.0326781683, 0.0558941476, -0.0517059639, 0.0870728418, -0.0692859888, 0.0615300983, -0.0148913171, -0.0272490419, 0.0480865464, -0.0122801661, -0.070320107, 0.0386502072, 0.0484743416, 0.0836085454, -0.088727437, 0.0083957557, 0.0843324289, 0.1120985299, -0.0648392811, -0.1023778096, 0.110754177, 0.0395033546, -0.0934326798, 0.0309977252, 0.0144518167, 0.0867109001, 0.0685621053, -0.0274558663, 0.1670102626, -0.0650461018, -0.0994822755, -0.0735775828, -0.1098234653, 0.0689757541, -0.0382882655, 0.0259434674, -0.0601857416, 0.0374609716, -0.0614266843, -0.0114916507, -0.0038617891, 0.1059972271, 0.0606510937, 0.0568765588, -0.0275075734, 0.039761886, 0.0407960042, 0.0735775828, 0.0080079613, 0.0022168932, 0.0027048683, -0.0594618581, -0.0444671288, -0.0041235504, -0.0016158114, 0.1349525601, 0.0344620235, -0.015304965, 0.0178773366, -0.0840221941, -0.0143354787, 0.0030538836, -0.0983447433, 0.0778174773, -0.1395026892, -0.0119505413, 0.015304965, 0.0198163111, -0.0170371141, -0.0310752839, 0.0443637185, 0.0142191397, 0.0425798595, 0.0358580872, -0.0325230509, 0.0552736744, -0.0336605832, 0.1389856339, 0.0344103202, -0.0899683759, 0.0334020518, -0.0796271861, -0.0317991674, 0.0289553404, -0.0088094035, -0.0799891278, -0.0838670731, -0.0321352556, 0.0461475737, 0.0321869627, -0.0166622475, 0.0173732042, 0.0609096251, -0.0713025257, 0.0452168658, -0.0105350902, 0.0280763377, 0.0237459633, 0.0181358662, 0.0340742283, -0.0350824967, -0.0636500418, 0.1536701173, 0.0428383909, -0.0366078205, 0.0179936755, -0.1160281822, -0.0292655751, 0.1063074619, 0.0209150631, -0.0244310685, 0.022078447, -0.0509045199, -0.0639602765, -0.0509303734, 0.0160159227, -0.0770418867, 0.1037221625, -0.0461475737, 0.0127390567, 0.0627710372, 0.0231771991, 0.113546297, -0.0120798061, -0.0600823313, -0.1236806661, -0.0380297378, 0.0286192503, 0.0039134952, 0.0040233703, -0.0288777798, -0.0396067686, -0.0891927853, -0.0848494843, 0.0776106492, -0.0117824962, 0.0430710688, 0.0520937592, 0.1126155853, -0.0798340067, 0.0800925344, 0.0264734533, 0.0406667404, 0.0569282658, -0.0437949523, -0.0010737067, 0.0776106492, -0.021729432, -0.0556356162, -0.032988403, 0.1432255208, 0.0748185292, 0.0390380025, -0.1673205048, 0.0476987511, 0.1219226643, -0.0414681844, 0.0174378362, -0.0053806519, 0.0338932574, -0.0977759734, -0.0052223024, 0.1131326482, -0.0121638281, -0.0787998885, 0.0199326482, -0.0336605832, -0.0421145074, 0.0804027766, -0.0550151467, -0.0613232739, -0.0440017767, 0.0996890962, 0.088055253, -0.0624090992, -0.1013436913, -0.0711474046, 0.129264906, 0.1105473489, 0.0373575576, -0.0095268236, -0.0043723853, -0.0037486823, 0.0207728706, 0.0277661029, 0.0406925939, 0.046483662, -0.0163003057, -0.1047562808, 0.130609259, 0.042192068, 0.0553770885, -0.0912610292, -0.046535369, 0.0594618581, 0.0392965339, 0.0434847139, -0.0333503447, -0.0419852436, 0.0509045199, 0.0697513446, -0.0245603323, -0.0670109317, 0.0607028008, 0.0408477113, 0.0003902185, -0.0756975338, -0.0409252718, 0.0820573643, 0.0883137882, 0.065976806, 0.0119311512, 0.0515508465, -0.0706303492, -0.028981192, -0.0584794432, 0.0117114009, 0.1010334492, -0.0125516225, 0.0046115257, -0.0132173365, 0.1701126248, -0.0414681844, 0.0715093464, 0.0680450499, 0.0227118451, 0.0335830227, 0.0576004423, -0.0145035228, -0.0062144105, 0.0022249722, 0.0228152573, -0.0026046878, -0.0494050495, -0.0485001951, 0.0122672394, -0.0593584478, -0.0641670972, 0.0139735369, 0.0384692363, -0.0339191109, 0.017218085, -0.0222723447, 0.024172537, -0.0612198599, 0.0491723716, 0.1114780605, -0.0825744271, -0.0075878501, 0.0694411099, -0.0373058543, 0.101602219, 0.0098952288, 0.0373317041 ]
802.1109
Wieslaw Kubi\'s
Wies{\l}aw Kubi\'s
Banach spaces with projectional skeletons
32 pages (including index and toc); revised (added example, comments, references)
J. Math. Anal. Appl. 350 (2009), no. 2, 758--776
10.1016/j.jmaa.2008.07.006
null
math.FA math.GN
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
A projectional skeleton in a Banach space is a sigma-directed family of projections onto separable subspaces, covering the entire space. The class of Banach spaces with projectional skeletons is strictly larger than the class of Plichko spaces (i.e. Banach spaces with a countably norming Markushevich basis). We show that every space with a projectional skeleton has a projectional resolution of the identity and has a norming space with similar properties to Sigma-spaces. We characterize the existence of a projectional skeleton in terms of elementary substructures, providing simple proofs of known results concerning weakly compactly generated spaces and Plichko spaces. We prove a preservation result for Plichko Banach spaces, involving transfinite sequences of projections. As a corollary, we show that a Banach space is Plichko if and only if it has a commutative projectional skeleton.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:15:38 GMT" }, { "version": "v2", "created": "Sat, 3 May 2008 16:02:41 GMT" } ]
2012-10-23T00:00:00
[ [ "Kubiś", "Wiesław", "" ] ]
[ 0.0239970423, 0.0187968388, 0.1336325854, 0.0409928337, 0.0009203411, -0.0124107329, 0.0112882499, -0.1183110029, -0.0629097968, -0.0358433649, -0.0051050792, -0.0596628375, -0.0002059075, -0.0237814244, 0.0424894802, -0.0588003658, -0.0325964056, -0.0372131728, 0.0443158932, 0.0050226371, 0.0616414547, -0.0789416507, -0.0376951434, 0.0089608412, -0.038811285, 0.0153088961, 0.041652374, -0.0331544764, 0.005374602, 0.0510127433, 0.0122331651, -0.0117765618, -0.0092652431, -0.0260517579, -0.0720418617, 0.0158035494, -0.0552997403, 0.1040041, 0.0014903026, 0.0384054147, 0.0342959873, 0.0226145498, -0.0391917899, -0.0239082593, 0.1011122763, 0.1115126833, -0.0004605669, -0.0694544464, -0.0378473438, 0.0559085459, -0.1112082824, 0.138705954, 0.1042070314, -0.0043504154, -0.0201032311, -0.0494399965, -0.033636447, 0.0244409628, -0.0352599248, -0.0196593106, 0.1255151927, -0.0635185987, -0.0119351046, 0.0874649137, -0.0596628375, 0.0034372087, -0.1425617188, 0.1061349139, -0.0571261533, 0.0539299287, -0.0826959386, 0.0518498495, -0.0654972121, 0.090052329, -0.0976116508, 0.0681353658, 0.0696066469, 0.1252107918, -0.0703676492, 0.0560607463, -0.0084661869, 0.0504039377, 0.0993873328, 0.0733102039, -0.0089164488, 0.0452037342, 0.0088593736, 0.0300850887, -0.0061482913, 0.0516722798, -0.0777240396, 0.1085701287, 0.0024130219, 0.0886317864, 0.1302841604, -0.0049909283, 0.0021339864, 0.0026349819, 0.0162347853, -0.0092018256, -0.0419821404, 0.0429714508, 0.0074198046, -0.1122229621, 0.084877491, 0.0105526112, 0.0939080939, 0.001780436, -0.0544879995, -0.0095506199, -0.038177114, 0.0740712136, -0.0842179507, 0.0407898985, -0.0279035382, -0.1034460291, 0.0183402356, -0.0088340063, -0.071230121, 0.0138756689, 0.0606267788, 0.0480701886, 0.0626561269, -0.1061349139, 0.0063670804, -0.0088022985, 0.0856384933, -0.0392171554, 0.005926331, -0.0904074684, -0.0031454898, -0.0095506199, -0.0080730012, -0.0218281765, -0.1531143188, 0.0475628488, -0.0916250721, -0.017262144, 0.1001483351, 0.1048158407, 0.002909261, -0.0256839395, 0.0659538209, 0.061286319, -0.0469033122, 0.1495629698, 0.0282840412, 0.0519259498, 0.0287913792, 0.0566695519, -0.0177187473, 0.0872112438, 0.0164250378, 0.0781299099, -0.0871097744, -0.0802607238, -0.0945676267, 0.0262800604, 0.0182895008, 0.0191773418, 0.1038011611, 0.0680846348, 0.0792967826, 0.0580900945, 0.0184543859, -0.0105335861, -0.0583944954, 0.0251258686, -0.0552997403, -0.0058787684, -0.0230204202, 0.0219423287, -0.1448954642, -0.001954833, 0.0471569784, -0.0143956896, -0.1217608973, -0.0872619748, -0.072752133, -0.1907587349, 0.0021260595, 0.0922846124, -0.0030075575, 0.0215998758, 0.0441890582, 0.1765532941, -0.0298314188, 0.0208769199, 0.066055283, 0.1124258935, -0.0219550114, 0.0744263455, 0.0468018427, 0.1148611084, 0.0507590733, -0.1131361648, 0.0215745084, 0.0598657727, -0.0490848608, -0.0533211268, -0.0197227281, -0.0061799996, -0.0615399852, 0.0289435796, -0.028461609, -0.0193549097, 0.0578871593, 0.0776733011, -0.0923353434, 0.0015949409, -0.0434787869, -0.0787894428, 0.1429675817, -0.0488565601, 0.0280303732, -0.0010115033, 0.0073119956, 0.0851818919, 0.0123409741, 0.0480448194, -0.0216506086, 0.028968947, 0.0488311909, -0.0043345611, -0.0426163152, 0.0568217523, 0.0635693371, -0.0341437832, -0.0028458438, -0.0125692757, -0.0273962021, -0.0358179957, 0.0365029015, 0.0311504956, -0.0875156447, 0.0516722798, -0.1278489381, -0.0207374021, -0.0240858272, -0.1157743186, 0.0352852941, 0.0207881369, 0.0650406107, 0.0319114998, 0.07092572, 0.0392678902, -0.0106350528, 0.0536762625, -0.048653625, 0.0226399172, -0.0092779268, 0.0524586514, 0.0271932669, 0.0057931552, -0.037238542, -0.0331291109 ]
802.111
Takumi Muto
Takumi Muto
Kaon-condensed hypernuclei as highly dense self-bound objects
30 pages, 10 figures
Nucl.Phys.A804:322-348,2008
10.1016/j.nuclphysa.2008.02.302
null
nucl-th hep-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The structure of $K^-$-condensed hypernuclei, which may be produced in the laboratory in strangeness-conserving processes, is investigated using an effective chiral Lagrangian for the kaon-baryon interaction, combined with a nonrelativistic baryon-baryon interaction model. It is shown that a large number of negative strangeness is needed for the formation of highly dense and deeply bound state with kaon condensates and that part of the strangeness should be carried by hyperons mixed in the nucleus. The properties of kaon-condensed hypernuclei such as the ground state energy and particle composition are discussed. Such a self-bound object has a long lifetime and may decay only through weak interaction processes. Comparison with other possible nuclear states is also made, such as kaon-condensed nuclei without mixing of hyperons and noncondensed multistrange hypernuclei. Implications of kaon-condensed hypernuclei for experiments are mentioned.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:26:09 GMT" } ]
2008-11-26T00:00:00
[ [ "Muto", "Takumi", "" ] ]
[ 0.0028238769, 0.0699404031, -0.002277052, 0.0318853743, 0.0246785898, 0.0704190806, -0.019732235, 0.0182430092, 0.0024964467, -0.0005468249, 0.036858324, 0.064834483, -0.0205433313, -0.0150252189, -0.01740532, 0.0336139426, -0.0441448912, 0.0390921645, 0.0359275602, 0.0288537387, -0.1062136739, -0.0846730918, 0.0666428283, 0.0303695574, 0.0029568435, -0.0120201753, -0.0299174711, -0.0532398038, 0.0330820754, -0.0309280176, 0.0040986934, -0.0505272858, -0.0633984432, -0.144773975, -0.0628665835, 0.1520073414, -0.0687702969, 0.027258141, -0.0770142227, -0.0501283854, 0.038055025, -0.0313535109, -0.0768546611, 0.1605172008, 0.0078982124, 0.0667492002, -0.0397569947, -0.0150518119, 0.0039291615, 0.0803649798, -0.0619624071, 0.0605263673, 0.0596221946, -0.0201444309, -0.0691957846, -0.0048433063, 0.0513782725, -0.0077453009, -0.0520962887, -0.0228436515, 0.0003515303, -0.1761540771, -0.0603668094, 0.1428592503, -0.1011609435, -0.035395693, -0.0460862033, 0.025875289, -0.0090550212, 0.1093516797, 0.0523888171, -0.0432141237, -0.0505538769, 0.0130174244, -0.0898853838, -0.0154374149, 0.0327097699, -0.0268060546, -0.0395974368, 0.0176579561, 0.0056676986, -0.010750345, -0.0223250818, -0.0730784088, 0.0923851505, 0.0072799181, -0.0057075885, 0.0436130241, -0.103394784, 0.0486923456, -0.0280293468, 0.053851448, -0.0713232532, -0.026899131, 0.0435066521, -0.0001722332, 0.1047776341, -0.0033042184, 0.0386666693, 0.0064056632, 0.0072267316, 0.0266996808, 0.0141210463, -0.0549949594, 0.106851913, -0.0092611192, -0.0390921645, -0.00431144, -0.0242265034, -0.0077453009, 0.100788638, -0.0376295298, -0.0372040384, 0.0616964735, -0.055207707, -0.1167978048, -0.0073596979, 0.0992462263, -0.0924383402, 0.1253076643, 0.0420706123, -0.0038792987, 0.0236946382, 0.0324970223, -0.0584520921, -0.0417514928, 0.147220552, 0.0232558474, -0.0888216496, -0.0841944143, 0.128711611, -0.1013205051, -0.0826520026, -0.0437991768, -0.0628665835, 0.0517771691, -0.0483998209, -0.0120068789, 0.1046712622, -0.0229500253, 0.0670151338, -0.0715359971, 0.1225419641, 0.0317790024, 0.0160357654, 0.1858340353, 0.0356350318, 0.0271650646, 0.0679193065, 0.0198652018, 0.0119736372, -0.0352893211, 0.0761100501, 0.0070405784, -0.0545694679, -0.1125428826, 0.0198784973, 0.047681801, 0.0467244424, -0.052495189, 0.1020651162, 0.0490114652, -0.0012955928, 0.0680256784, 0.1065859795, 0.006668272, -0.0779183954, 0.0031446586, -0.1331792921, -0.1002567708, 0.0101054572, -0.0047701746, -0.0604199953, 0.045022469, 0.0016122193, 0.1192443892, -0.0390921645, -0.0944594294, -0.0923851505, 0.0743017048, 0.0380816162, -0.0169665311, -0.0124190748, -0.0083104083, -0.0962677747, -0.0894598886, 0.0403952338, 0.1180742905, 0.060579557, -0.0168601573, -0.0058405553, 0.1078624576, 0.0594626367, 0.1343493909, 0.0407409482, -0.1343493909, 0.0697808415, 0.0549949594, 0.066589646, -0.035448879, 0.0409802869, -0.0507932194, -0.0067613483, -0.0477615818, 0.0707913861, 0.008317057, 0.1710481495, 0.053851448, -0.0704722628, 0.0123658879, 0.0065685469, 0.0138950031, 0.0445171967, 0.0694617182, -0.0068278317, -0.0361403041, -0.0647813007, 0.0474158674, -0.0648876727, 0.0270055048, -0.0195194874, 0.0539312288, 0.0366189852, 0.0353159122, -0.0382411778, -0.0593030751, 0.0290398914, -0.0210220106, 0.0212081634, 0.0631325096, -0.0040189135, 0.0164878517, -0.0126717109, -0.0561118796, -0.0071735447, -0.0770142227, 0.0527611226, 0.0399963334, 0.0114683639, -0.0528409034, 0.0019861876, -0.0298642851, -0.0285878051, 0.0633452609, -0.0449958779, 0.0155304922, -0.0718551204, -0.0555800125, 0.1242439374, -0.0768546611, -0.0111292992, 0.050394319, -0.0355818458, -0.0641430616, -0.0764291659, -0.0395708419 ]
802.1111
Masato Kimura Dr.
Shuichi Jimbo, Masato Kimura and Hirofumi Notsu
Exponential decay phenomenon of the principal eigenvalue of an elliptic operator with a large drift term of gradient type
25 pages, 24 figures
null
null
null
math.AP
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We study an asymptotic behaviour of the principal eigenvalue for an elliptic operator with large advection which is given by a gradient of a potential function. It is shown that the principal eigenvalue decays exponentially under the velocity potential well condition as the parameter tends to infinity.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:28:31 GMT" }, { "version": "v2", "created": "Mon, 18 Feb 2008 12:42:21 GMT" } ]
2008-02-18T00:00:00
[ [ "Jimbo", "Shuichi", "" ], [ "Kimura", "Masato", "" ], [ "Notsu", "Hirofumi", "" ] ]
[ 0.0641537085, 0.0139407255, 0.0604617521, 0.0293917954, 0.0259395782, 0.0266827643, -0.0440876931, 0.007114205, 0.0013874797, 0.0610371232, 0.0196344871, 0.0649688169, -0.1394312233, 0.0279054251, -0.0062571443, 0.0434164293, -0.011872991, -0.0543724261, 0.0555711128, 0.0098891649, 0.0117291482, -0.1576512605, 0.0540367924, 0.0461254604, 0.0412587933, -0.0658318698, 0.0184717607, 0.0599343292, 0.1228414029, -0.0849629045, 0.0015957515, -0.063482441, -0.0628591254, -0.01403662, -0.0286725834, 0.0804078951, 0.0115013979, 0.0034312403, -0.1337734312, -0.0054270537, 0.0437041149, -0.1244716197, -0.1035665199, 0.1829675287, -0.0107462257, 0.0046778745, -0.0511599444, -0.018531695, 0.0363681503, 0.026610842, -0.0154270967, -0.0534134768, -0.0478275977, -0.0636742339, -0.0134252897, 0.007282021, 0.105580315, 0.0449028015, 0.0156668331, -0.0408752151, 0.0742226765, -0.0755172595, -0.053797055, -0.0666469783, -0.0899014995, -0.0592151172, -0.1264854074, 0.0426252969, -0.0081630554, -0.0155589525, -0.0780105218, 0.0029008216, 0.0537011586, 0.0459096991, -0.0486906506, -0.0142763574, -0.0554272681, -0.0058825547, 0.0012721062, 0.0716814622, 0.1264854074, 0.073407568, 0.0154151097, 0.016913468, 0.0050584576, -0.0562423766, -0.007911332, -0.1061556861, -0.0041864128, 0.0114114964, -0.0303267706, 0.0275697913, -0.024105588, 0.0824696422, 0.0894220248, 0.0167816132, 0.0977648795, 0.0214325171, 0.0376867056, -0.0650167614, -0.1476781964, 0.0356009938, 0.1822962612, 0.0391011573, 0.1024157852, 0.0018534692, -0.1232249811, -0.0159305446, -0.0840519071, -0.02768966, 0.0225353092, 0.0202578045, -0.0407313704, 0.0264190529, -0.0311179049, -0.0175128113, -0.0632906556, 0.0207732394, -0.0376867056, 0.0667908192, -0.0205934364, 0.0436321944, -0.0240816139, -0.036703784, 0.0678456649, 0.013485224, -0.0380702876, 0.0234463103, -0.0749418885, -0.0391970538, -0.0576808006, -0.0790174231, -0.0678456649, -0.113347806, 0.0049325954, 0.0015118435, 0.0051213885, 0.0428410582, 0.0967579857, 0.0639619157, 0.0681812912, -0.0250765234, -0.0092298873, -0.0513517335, -0.0363202058, 0.0681333467, 0.0637701303, 0.0585918017, 0.0819901675, -0.0081570623, 0.0785858929, -0.0098412167, -0.0214445032, 0.0685648769, 0.0006184474, -0.0027240154, 0.1319514215, 0.0747980475, 0.0088223331, -0.0817983747, -0.0160504133, 0.0484509133, -0.0570574813, 0.0168535337, 0.0915796608, 0.0286725834, -0.0321967229, 0.0106503302, -0.0754213631, -0.0967100337, 0.0290801376, -0.0257717613, -0.0083728256, -0.0663113445, 0.1305129975, -0.0482111759, -0.0174289029, -0.1470069289, -0.006394993, -0.0475878604, 0.0917235017, 0.0425773486, 0.015463057, 0.0844834298, 0.0266827643, -0.0478275977, 0.0560505874, 0.1231290922, 0.0139886728, 0.0165059138, 0.0859218538, 0.1216906682, 0.0126940915, -0.0049176118, 0.0597425401, -0.0811750591, 0.0747980475, 0.0403717645, -0.0275937654, 0.0141804628, 0.1447054446, 0.0654962361, 0.0341625698, -0.0088822674, -0.0042823078, 0.0109500019, 0.0824216902, 0.1093202159, 0.0254601035, 0.0159545187, 0.0373031273, 0.0457898304, 0.0324844085, -0.0788735822, -0.0631468073, 0.0277136341, -0.0415225029, 0.0630988628, 0.0467967242, 0.1149780229, -0.0372072309, 0.0676538721, -0.065640077, 0.0525983684, 0.0925386101, -0.0745583102, 0.1508427262, -0.0237579681, 0.0572492741, -0.0117471293, 0.0303267706, -0.1191973984, -0.0869766995, -0.010074961, 0.0087983599, -0.1141149625, 0.0240336675, 0.0485468097, -0.0256518926, -0.0586397499, -0.1053885296, 0.0660236552, -0.003742899, -0.0079353051, -0.0639619157, 0.0427211896, -0.0647770241, -0.0040845247, -0.0231706128, 0.0057027517, -0.0546121635, 0.0485468097, 0.0199821051, 0.0551395826, -0.1028952599, -0.0306384303 ]
802.1112
Amadou Lamine Fall
Amadou Lamine Fall
Bornes pour la r\'egularit\'e de Castelnuovo-Mumford des sch\'emas non lisses
null
null
null
null
math.AC math.AG
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We show that bounds on the Castelnuovo-Mumford regularity of singular schemes, as a function of the degrees of the equations defining the shceme, of its dimension and of the dimension of their singular space. In the case where the singularities are isolated, we improve the bound given by Chardin and Ulrich, and in the general case we establish a bound doubly exponential in the dimension of the singular space. -- Nous montrons dans cet article des bornes pour la regularite de Castelnuovo-Mumford d'un schema admettant des singularites, en fonction des degres des equations definissant le schema, de sa dimension et de la dimension de son lieu singulier. Dans le cas ou les singularites sont isolees, nous ameliorons la borne fournie par Chardin et Ulrich et dans le cas general, nous etablissons une borne doublement exponentielle en la dimension du lieu singulier.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:30:34 GMT" } ]
2008-02-11T00:00:00
[ [ "Fall", "Amadou Lamine", "" ] ]
[ 0.0969168022, 0.0573037788, 0.0072904276, -0.040913064, 0.0490446948, -0.0059202858, 0.0056685624, -0.1124663129, -0.1041052639, 0.0337755829, -0.034616787, -0.0989560857, -0.1003325954, 0.0469799228, -0.0601077899, 0.1322473437, 0.0358148627, -0.0789201558, 0.1308198422, 0.0153965671, 0.0711199045, -0.0624019802, 0.1379573196, -0.0483819284, 0.0739748999, -0.002322868, 0.0504212081, 0.017461339, 0.1577383429, -0.0002099025, 0.0619431436, -0.0634216219, -0.0188888349, -0.0277851969, -0.131839484, 0.1039523184, -0.0257076789, 0.0946735963, -0.0484838933, -0.0627078712, -0.0351520963, 0.0886577144, -0.0429523438, -0.0441249311, 0.0658177733, 0.0081889853, 0.0578135997, -0.0919205695, 0.0212594979, 0.0555703938, -0.0819280893, 0.1452987343, 0.0508290641, -0.0798378289, -0.019424146, -0.0605156459, -0.0080232937, -0.0204310417, 0.0669903606, -0.0712218732, 0.057864584, -0.1315335929, 0.0007854416, 0.0058884225, -0.1010973305, 0.0370129384, -0.1211332604, 0.0086159594, 0.0431817621, 0.1108348891, -0.1131800637, -0.0027753331, 0.1275569946, 0.0072394456, 0.0110694692, 0.0001827187, 0.0273518488, 0.0668374151, -0.0270969383, 0.0220752116, -0.0022766655, 0.0309970621, 0.0054518888, -0.0053212475, 0.0510584824, 0.0004938882, 0.0213869531, 0.0740258768, -0.0539899506, 0.0259880796, 0.0529703088, 0.0153073492, -0.0415758304, 0.0776965842, 0.1066543683, 0.0250958949, 0.0785632804, -0.0132298321, -0.0251341313, 0.0178819411, -0.0126244202, 0.0491466597, 0.1362239271, -0.1285766363, 0.1539656669, 0.07647302, 0.0271479208, -0.0212212615, -0.1141997054, -0.06260591, 0.0679590181, -0.0275302865, 0.0396385118, 0.0301303677, 0.0861596018, -0.0299774222, -0.0978854597, -0.0303342957, -0.044940643, 0.0700492859, 0.0575586893, -0.0285499264, 0.0313284472, -0.0136121968, 0.1004345641, -0.0009423706, -0.018914327, -0.0433856919, -0.1331650168, 0.00646197, 0.0334441997, -0.01776723, -0.0169387739, -0.0612803772, -0.0484074205, -0.0031481392, 0.0206349697, -0.0877400413, 0.0766259655, 0.0273008663, 0.0838144273, 0.0798888132, 0.0568959229, 0.0858537033, 0.0077747568, 0.084375225, -0.0376502164, 0.0620451085, 0.0356619172, 0.0669393837, -0.0483564362, -0.01146458, 0.0469289422, 0.0164034627, -0.11134471, -0.0629627854, -0.0227507222, 0.0740768611, 0.0638804585, 0.0533781648, 0.0947755575, 0.0743317753, -0.0091257803, -0.00459794, 0.0851399601, 0.0015868151, -0.0663785785, -0.0630137622, -0.0592410974, -0.0449916236, -0.0707120523, -0.0013191595, -0.0317363031, -0.0243056733, 0.003587859, 0.0429523438, -0.1717074066, -0.1381612569, 0.0104959216, 0.0051459968, 0.043997474, 0.138773039, 0.013331796, 0.0463936292, 0.0054964982, -0.0191055089, 0.0315068811, 0.0620451085, 0.0435131453, -0.0665825084, -0.1131800637, -0.0149249835, 0.0383894555, 0.1278628856, 0.0679080412, -0.1049209759, 0.0589352064, 0.0646961704, -0.0585273504, -0.0360697731, -0.012089109, -0.0205202587, 0.0253380593, -0.0048146136, -0.0172191747, 0.058986187, 0.00671688, 0.0597509183, -0.0451955535, 0.0012068398, -0.0386698544, 0.0357638821, 0.01033023, 0.0179839041, -0.001857657, 0.097936444, -0.0639824271, -0.004030765, -0.0145553639, 0.0527663827, -0.0011335531, -0.0208771341, 0.0040817475, -0.0094125541, 0.0691316053, 0.081520237, 0.0199976936, -0.0342599116, -0.0554684289, -0.0262557361, 0.0694374964, 0.0082208496, -0.0693865195, 0.0013072107, -0.0264851544, 0.026230244, 0.0208516419, 0.0110439779, -0.069233574, -0.0380325802, 0.0140837803, 0.0159701146, -0.0443033688, 0.0672452748, -0.0338775478, 0.0666334853, -0.0392816402, 0.022113448, -0.0403267704, 0.0543978065, -0.0024168659, 0.0933480635, 0.033265762, -0.0301048774, -0.1015051827, 0.0529193282 ]
802.1113
Damien Vergnaud
Beno\^it Libert and Damien Vergnaud
Multi-Use Unidirectional Proxy Re-Signatures
16 pages
null
null
null
cs.CR
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
In 1998, Blaze, Bleumer, and Strauss suggested a cryptographic primitive named proxy re-signatures where a proxy turns a signature computed under Alice's secret key into one from Bob on the same message. The semi-trusted proxy does not learn either party's signing key and cannot sign arbitrary messages on behalf of Alice or Bob. At CCS 2005, Ateniese and Hohenberger revisited the primitive by providing appropriate security definitions and efficient constructions in the random oracle model. Nonetheless, they left open the problem of designing a multi-use unidirectional scheme where the proxy is able to translate in only one direction and signatures can be re-translated several times. This paper solves this problem, suggested for the first time 10 years ago, and shows the first multi-hop unidirectional proxy re-signature schemes. We describe a random-oracle-using system that is secure in the Ateniese-Hohenberger model. The same technique also yields a similar construction in the standard model (i.e. without relying on random oracles). Both schemes are efficient and require newly defined -- but falsifiable -- Diffie-Hellman-like assumptions in bilinear groups.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:34:27 GMT" } ]
2008-02-11T00:00:00
[ [ "Libert", "Benoît", "" ], [ "Vergnaud", "Damien", "" ] ]
[ 0.1158456653, -0.0506121852, 0.0860969499, 0.0474629812, 0.0179954432, 0.0407709256, -0.068101503, 0.0220022406, -0.0496561751, -0.0434421264, 0.05463304, -0.085534595, -0.054689277, 0.0000375088, 0.0531990305, -0.0980751663, -0.0031386584, 0.0145931803, 0.0138129089, 0.0483908728, 0.0382121988, 0.02627616, 0.0049417173, -0.0143963546, 0.0205119941, -0.0530865565, 0.0057079298, -0.1113468036, 0.0974003375, -0.0885713249, -0.0064811716, -0.0533677377, -0.0459164977, -0.0574448295, -0.0525242016, 0.0741187334, -0.0013531729, 0.0402366854, -0.0318294391, 0.0603972077, 0.0782801807, -0.1111218631, -0.0261074509, 0.0103614386, -0.0153804803, 0.1249558628, 0.0122101894, -0.0168144926, 0.0293550678, 0.0509214811, -0.0661332533, 0.1566728354, -0.0269650463, 0.0324761532, -0.1313667297, -0.0359065346, 0.0276539344, 0.0268947519, -0.0416706987, 0.0195700452, -0.0208775252, -0.1072415933, -0.0569949448, 0.0624779314, -0.0749622658, 0.0415582284, -0.0375654884, 0.0502185337, -0.0127936359, 0.0636588782, -0.0564607047, 0.0898647457, 0.1270928234, -0.047238037, -0.0271478128, 0.0267260447, -0.0787300617, 0.1859154254, -0.0669205561, 0.0686076283, -0.0196262803, -0.0113455644, 0.0525804348, -0.0151414787, -0.0072895605, 0.0027731259, -0.0660207793, 0.0320825018, -0.0986375213, 0.045466613, 0.0746810883, -0.0886275619, -0.0064143916, 0.0329822749, 0.1212442964, -0.0926765352, -0.028103821, 0.0600035563, 0.0558139905, 0.0220865943, -0.0124983974, -0.1170828566, -0.0459164977, 0.0036939865, 0.0977939889, -0.0069099693, 0.0615781583, 0.0486439317, -0.0434983596, 0.0149165355, -0.0911019295, -0.141714111, -0.0187546257, -0.0357940607, -0.0196403395, -0.042626705, -0.0564044677, -0.0249124411, -0.0773241743, 0.0319981463, 0.0116126845, -0.1252932698, 0.1310293227, 0.0079784486, 0.0079362718, -0.1185449809, 0.0438357741, -0.0572198853, -0.0119782174, -0.013159168, 0.0986937582, -0.0104036154, 0.0018294196, 0.0636026487, -0.0176439695, 0.0461976789, -0.0170675535, -0.1430637687, -0.0016027192, -0.0810919702, 0.0167441983, -0.0609595627, -0.0173487328, 0.0330947451, -0.0596099049, 0.1083663106, -0.0067658648, 0.0867717788, -0.0142838834, -0.0017977869, -0.1479000449, -0.0580915399, -0.010277085, 0.1072978303, -0.0815418512, -0.0470974483, -0.0467038006, 0.0424579978, 0.0275976993, 0.0391400903, 0.0210884102, 0.1496995986, -0.1265304685, -0.0150290066, 0.0051912637, 0.0035428528, 0.042626705, -0.0057395622, -0.073556371, 0.0583164841, -0.0702947006, -0.016252134, -0.0746248513, 0.051652547, -0.0463663861, -0.0479128696, -0.0437514223, -0.1192198098, -0.029158242, -0.0690012798, 0.0265151616, 0.0867717788, 0.0280194674, -0.1079164222, -0.0090609873, -0.1009994224, -0.0003984831, 0.0925640613, 0.0082666567, 0.0425142348, -0.053170912, 0.1753430963, -0.0381840803, 0.0666956156, 0.0451010801, -0.0699010491, 0.0487001687, 0.0343881659, -0.0317732058, -0.1563354135, -0.0008729723, -0.09408243, -0.0137847904, 0.018614037, -0.0129553135, 0.0150008891, 0.067707859, -0.1033050939, -0.0507246554, 0.038437143, -0.022916073, 0.0110432971, 0.0145369442, -0.0083228927, -0.0181079153, -0.0641650036, -0.0439201295, -0.0205963477, 0.0538457409, 0.065064773, -0.0592724904, 0.0126530463, 0.0535926782, -0.0072473837, -0.08221668, 0.0873903707, 0.0140448809, 0.0575854182, -0.0690575168, -0.0614094511, 0.0176861472, 0.0190779809, -0.0231410153, -0.070632115, 0.0173768494, -0.0038697233, 0.0764806345, -0.0507246554, 0.0013496582, -0.1375526637, -0.1024615541, -0.0202167556, -0.0277804658, -0.0202448741, -0.0545768067, 0.0388307944, -0.0473786294, 0.0476598069, -0.0058133719, 0.014368237, -0.011429918, 0.0331509821, 0.0639400631, -0.0393650308, -0.0376217254, 0.0407146923 ]
802.1114
Shigeru Ida
Shigeru Ida, D. N. C. Lin
Toward a Deterministic Model of Planetary Formation V. Accumulation Near the Ice Line
20 pages, 7 figures, accepted for publication in ApJ
null
10.1086/523754
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We address two outstanding issues in the sequential accretion scenario for gas giant planet formation, the retention of dust grains in the presence of gas drag and that of cores despite type I migration. The efficiency of these processes is determined by the disk structure. Theoretical models suggest that planets form in protostellar disk regions with an inactive neutral ``dead zone'' near the mid plane, sandwiched together by partially ionized surface layers where magnetorotational instability is active. Due to a transition in the abundance of dust grains, the active layer's thickness decreases abruptly near the ice line. Over a range of modest accretion rates ($\sim 10^{-9}-10^{-8} M_\odot$ yr$^{-1}$), the change in the angular momentum transfer rate leads to local surface density and pressure distribution maxima near the ice line. The azimuthal velocity becomes super-Keplerian and the grains accumulate in this transition zone. This barrier locally retains protoplanetary cores and enhances the heavy element surface density to the critical value needed to initiate efficient gas accretion. It leads to a preferred location and epoch of gas giant formation. We simulate and reproduce the observed frequency and mass-period distribution of gas giants around solar type stars without having to greatly reduce the type I migration strength. The mass function of the short-period planets can be utilized to calibrate the efficiency of type I migration and to extrapolate the fraction of stars with habitable terrestrial planets.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:45:20 GMT" }, { "version": "v2", "created": "Sun, 1 Jun 2008 09:30:39 GMT" } ]
2009-11-13T00:00:00
[ [ "Ida", "Shigeru", "" ], [ "Lin", "D. N. C.", "" ] ]
[ 0.016265627, 0.0458008982, 0.0473534726, 0.0362913907, 0.0237009954, 0.06360697, 0.0744264573, 0.0602592342, -0.0481055006, -0.0095944153, 0.0330892093, 0.0328466184, 0.0074778213, -0.0629762337, -0.0426472351, 0.1063512415, -0.0316579305, 0.0075991163, 0.0480569825, 0.0394450538, -0.0063861688, 0.0566203892, 0.024198303, 0.0675854385, -0.0458251573, -0.0138154728, 0.0605988577, 0.1162488908, 0.0879144371, -0.0217845384, 0.1404108107, 0.0208869558, -0.0939791724, -0.0322158858, -0.045728121, 0.0461890437, -0.0047213985, 0.0703024417, -0.0597740561, 0.0219907388, -0.0379167385, 0.0550678186, 0.0402941182, 0.0804912001, 0.0050701206, 0.064528808, 0.0270972475, -0.070108369, 0.0427685305, 0.027679462, -0.118965894, -0.0555529967, 0.102372773, -0.0995587334, -0.0851003975, -0.0784534439, 0.0543885678, 0.0640921444, -0.0199772455, -0.0000243063, -0.0243802462, -0.0473777317, 0.0462618172, 0.0208384395, 0.0414100289, -0.0506526902, -0.002030171, 0.0151497144, 0.0090546533, 0.0533696897, -0.1515699178, -0.1129496768, 0.0287225973, -0.1390523016, -0.0556500331, -0.053709317, -0.0297899917, 0.0197953042, -0.0860222355, 0.0260783713, 0.0606473759, -0.059482947, 0.0124569712, -0.0238101594, -0.0125782657, -0.0325069949, 0.0665665641, 0.0020013633, -0.1519580632, 0.0097339042, 0.0730679557, -0.0360002816, -0.0552133732, 0.0536122806, 0.0954347104, -0.0942702815, 0.0610355213, -0.032264404, 0.1578772515, -0.0485179015, -0.0184125435, -0.1340064406, -0.0342778973, 0.0481297597, 0.0702054054, -0.0571540892, -0.0913592055, 0.0896125659, -0.0105162552, -0.0264665149, 0.048396606, -0.0079933247, -0.0189583693, 0.0210931581, -0.0864103809, 0.0723887086, -0.011492678, 0.0880114734, -0.1138229966, 0.140216738, 0.029887028, 0.0357091762, -0.0481540188, 0.0138882492, 0.0110196285, -0.0597255379, 0.0605018213, -0.0764642134, -0.0915532783, -0.0263937376, -0.0177575517, -0.0047183661, -0.0067682471, -0.1093593463, -0.1329390556, -0.0939791724, 0.0034387063, 0.0055401376, 0.0948039815, 0.0817041472, -0.0601621978, 0.007647634, 0.0381108113, 0.002548706, 0.0225729533, 0.0390811712, -0.0385232121, 0.0193829015, -0.0121476697, 0.0881085098, -0.024440892, 0.0271942839, 0.0451701656, -0.01710256, 0.0491728932, -0.0456796028, -0.0257144868, 0.0194799379, 0.0733105466, -0.0464073718, -0.0350299254, -0.0943673179, -0.0453642383, 0.0636554882, -0.0283101946, 0.1030520201, -0.0713213161, -0.0389841348, -0.1493380964, -0.0294018481, -0.0229732264, -0.1374026984, -0.1062542051, -0.0004594039, -0.0061951294, 0.0635584518, -0.0511863865, -0.0097278394, 0.0238344185, -0.0062224208, 0.000100542, 0.0682161674, 0.0024258951, -0.084712252, 0.0306875724, 0.0871381536, 0.0168963596, 0.0556500331, 0.0295231435, 0.011140923, -0.0647228807, -0.0055643967, 0.1482707113, 0.1292516887, -0.0604533069, -0.1053808853, -0.0035721306, -0.0113895778, 0.0794723257, 0.1651549339, 0.089369975, 0.0240770094, 0.0046243626, -0.0788415894, -0.0670032203, -0.0497308485, 0.0729224086, 0.0996557698, 0.0352725126, -0.0414828062, 0.0578818545, -0.0844211504, -0.0552133732, -0.000263437, -0.0380137749, -0.0105405143, -0.0148586072, 0.06307327, 0.0149313845, 0.0627336428, 0.0233249813, 0.032992173, -0.0252778269, 0.1125615314, 0.0353452899, 0.0651595443, 0.0842755958, -0.0564748384, 0.0484693833, 0.0789871439, 0.0247805174, 0.0120263752, -0.0615692176, -0.0700113326, 0.0044939704, -0.0018194213, -0.0638495609, 0.0283829719, 0.0615692176, 0.0297414735, -0.0224880464, 0.1202273592, -0.0648199171, -0.0073565268, -0.0183882844, 0.0215904657, -0.0280190874, -0.0721461177, -0.0176605154, 0.0233249813, 0.0955802649, -0.0790841803, 0.0342536382, 0.0600166433, -0.0629277155, -0.0640921444 ]
802.1115
Alexey Butkevich G.
Alexey G. Butkevich, Sergei A. Klioner
Determination of the barycentric velocity of an astrometric satellite using its own observational data
null
null
null
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The problem of determination of the orbital velocity of an astrometric satellite from its own observational data is studied. It is well known that data processing of microarcsecond-level astrometric observations imposes very stringent requirements on the accuracy of the orbital velocity of the satellite (a velocity correction of 1.45 mm/s implies an aberrational correction of 1 $\mu$as). Because of a number of degeneracies the orbital velocity cannot be fully restored from observations provided by the satellite. Seven constraints that must be applied on a velocity parameterization are discussed and formulated mathematically. It is shown what part of velocity can be recovered from astrometric data by a combined fit of both velocity parameters and astrometric parameters of the sources. Numerical simulations show that, with the seven constraints applied, the velocity and astrometric parameters can be reliably estimated from observational data. It is also argued that the idea to improve the velocity of an astrometric satellite from its own observational data is only useful if the a priori information on the orbital velocity justifies the applicability of the velocity constraints. The proposed model takes into account only translational motion of the satellite and ignores any satellite-specific parameters. Therefore, the results of this study are equally applicable to both scanning missions similar to Gaia, and pointing ones like SIM, provided that enough sources were observed sufficiently uniformly.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:47:49 GMT" } ]
2008-02-11T00:00:00
[ [ "Butkevich", "Alexey G.", "" ], [ "Klioner", "Sergei A.", "" ] ]
[ -0.0247556902, 0.0871047154, 0.0238115657, -0.1006412581, -0.0169697255, 0.0353862904, -0.0341111086, -0.0732738972, 0.109861806, 0.0360729285, -0.0464215167, -0.0176195782, -0.126144886, -0.1061343476, -0.0345279947, 0.092597805, -0.0344053805, 0.0539990403, -0.0806307197, 0.0641514435, 0.0041474057, -0.0760694891, 0.0295498818, -0.0397268124, -0.0204151683, -0.1089789867, 0.0287161097, 0.0231371894, 0.0762656704, -0.0911754891, 0.0348467901, -0.0408548601, -0.0639552623, -0.0864671245, -0.1139816195, 0.1748960614, -0.0416886322, 0.0540971309, -0.0347241759, -0.0889684409, -0.0475495607, -0.0130338278, -0.0159888156, 0.0492171086, -0.1031916216, -0.0898512602, -0.0722439438, -0.0116912089, -0.006823448, -0.1232021675, -0.1007393524, 0.0588054918, 0.002435413, -0.0831810832, 0.0167122371, -0.0176808834, 0.0187598839, 0.0576284006, 0.0066517889, 0.0355824716, -0.0346751325, -0.1087828055, -0.0285689738, -0.005772036, -0.0495359041, -0.0079698851, 0.104761079, 0.05345954, -0.0689579025, 0.002119683, 0.007246465, 0.0573341288, 0.0142477024, -0.007454908, -0.0598354451, -0.1149625331, -0.0150201684, 0.1736208797, 0.0157190654, 0.0577755384, 0.0263128821, -0.0457839258, 0.1051534414, -0.0454896539, -0.084456265, -0.0083438568, 0.0529690832, -0.0217884406, -0.0791593567, 0.0373726301, 0.0355824716, 0.0221808031, 0.0164179634, 0.1244773492, 0.0392118357, 0.0087913964, 0.0548818558, -0.1030935347, 0.1981436163, -0.0642004907, -0.003620167, -0.0495604239, 0.0326397456, -0.0569908097, 0.1328150779, -0.0453425162, 0.0083622485, 0.0677317604, 0.0142231798, -0.0506149009, 0.0879384875, -0.0888213068, -0.0961781219, -0.0485795178, 0.0162953492, -0.0727344006, -0.0424243137, 0.0570398569, -0.045636788, 0.0121264867, -0.0242652353, 0.0276616327, 0.0402417891, 0.0129970433, 0.0798950344, -0.0764618516, -0.004619468, -0.0696445331, -0.0377404727, -0.0940201208, 0.0797969475, -0.1322265267, 0.0832301229, -0.1423298866, -0.0395551547, -0.0250867475, 0.0690069422, -0.1020145342, 0.0544894934, 0.0581679009, -0.0507129952, 0.0727834478, 0.003448508, 0.0870556682, -0.0834753513, 0.0404134504, -0.0084235556, 0.0323945172, 0.0224137697, 0.0529690832, -0.0323209502, 0.007031891, -0.0306534059, -0.0258469507, 0.0318795405, 0.0227325652, -0.0275880639, 0.0080679767, -0.0872028098, 0.0120100044, -0.0124514131, -0.0629743561, -0.0195568725, 0.0195936561, -0.0814154446, 0.068026036, -0.1108427122, -0.0134752365, -0.1284009814, -0.0813663974, -0.0755299926, -0.0434787907, -0.0385252014, -0.0421790853, 0.0153880091, 0.0063329935, 0.0300893821, -0.0289368145, -0.0519391298, -0.004165798, -0.0356805623, -0.0018284756, 0.0710668564, -0.0810230821, 0.0056402264, 0.0836715326, 0.0371274054, 0.0992189422, -0.0084787318, -0.0186740551, 0.0372745395, 0.0566965379, 0.147528708, 0.0991208479, -0.0780313089, 0.0359748378, -0.0228306558, -0.0393834934, -0.0186740551, -0.0327378362, 0.1029954404, -0.0969138071, 0.072979629, -0.1413489878, -0.0858295336, -0.053116221, 0.0515467674, 0.0041688629, -0.042350743, 0.0737153068, 0.0010713366, -0.0107164308, -0.0287896786, 0.0428902432, -0.0756771266, 0.0445577912, 0.0104405498, 0.0068908855, -0.0302119963, 0.0389175639, -0.0424733572, 0.0220091455, 0.0607182644, 0.0765108988, -0.0536557212, -0.0386723354, 0.0639062226, -0.0539990403, -0.0495604239, -0.0581188574, 0.0574322194, 0.0044140904, -0.0069705844, 0.0847014859, 0.050173495, 0.0480154939, 0.0457103588, 0.0000026522, 0.014909816, 0.0069215391, -0.0305062681, 0.0312174279, -0.0106428619, -0.053116221, -0.0802383497, -0.0109003512, -0.0377159491, -0.0957857594, 0.0496339947, 0.0040002693, 0.0054348488, 0.0529200397, -0.0573341288, -0.0319531113, -0.0653285384, -0.000301936 ]
802.1116
Sayipjamal Dulat
Sayipjamal Dulat, Kang Li and Jianhua Wang
The He-McKellar-Wilkens effect for spin one particles in non-commutative quantum mechanics
10 pages
J. Phys. A: Math. Theor. 41 (2008) 065303
10.1088/1751-8113/41/6/065303
null
math-ph hep-th math.MP
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The He-McKellar-Wilkens(HMW) effect for spin one neutral particle in non-commutative quantum mechanics is studied. By solving the Kemmer like equations on non-commutative (NC) space and non-commutative phase space, we obtain topological He-McKellar-Wilkens phase on NC space and NC phase space respectively, where the additional terms related to the space-space and momentum-momentum non-commutativity are given explicitly.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:49:00 GMT" } ]
2008-02-11T00:00:00
[ [ "Dulat", "Sayipjamal", "" ], [ "Li", "Kang", "" ], [ "Wang", "Jianhua", "" ] ]
[ 0.0276705567, 0.0353609435, -0.0936694071, 0.0694360361, -0.0551432893, 0.0145771159, 0.0060181604, 0.0266072545, -0.0411472805, -0.0040244712, 0.0245672017, 0.0286844019, -0.0533628799, 0.0469583422, 0.0248886645, 0.0741837993, -0.0510879084, 0.1232440174, 0.1484665126, 0.0783875436, -0.0739365146, -0.0629078597, -0.0283629391, 0.038303569, -0.0098664453, -0.011430487, 0.0649355501, -0.0109173823, 0.1182984263, 0.0142803807, 0.0500740632, -0.0153065901, -0.0153189544, -0.0599899627, -0.0870423242, 0.1576652974, -0.0572204366, 0.0840255171, -0.0664686859, -0.0130316205, -0.0932243019, 0.0010014813, -0.1038573161, 0.0635013282, -0.0169633608, 0.0253214035, -0.0601383299, -0.0039873789, 0.0951036289, 0.0103671858, -0.0957960114, 0.0873885155, 0.0960432887, -0.0659741238, -0.1049453467, 0.0100086303, -0.0059717959, 0.0129945287, -0.0507911742, -0.0899602175, 0.048145283, -0.0998019353, -0.0427545942, 0.0622649342, -0.0487387553, -0.0570720695, -0.0130934399, -0.0756674707, 0.0060861623, 0.061869286, -0.0439168066, 0.0738376081, 0.0928781107, 0.0999008492, -0.0259396005, -0.0152694983, -0.023862455, -0.0208085552, 0.044658646, 0.0744310766, -0.0466863364, -0.0249504838, 0.0344460085, -0.0302422605, -0.0456477627, -0.0174084641, -0.0477496386, -0.0074307439, -0.0354351252, -0.0242704656, 0.086102657, 0.0729473978, -0.0586052015, -0.0363006033, 0.0567753315, -0.001278125, 0.0358555019, 0.0104537336, -0.0474281758, 0.13264063, -0.0321957693, 0.006503446, 0.0508900844, 0.041172009, 0.1417405009, -0.0377842821, -0.0440899022, 0.0130316205, -0.0668643266, 0.0478732772, -0.0641442537, -0.0780413523, -0.0414440148, 0.1236396655, 0.0346685611, -0.0813549012, -0.0826902092, -0.1040551364, -0.0923835561, 0.0562313199, -0.0516319238, 0.0407021753, 0.1006426811, -0.0526704974, 0.0063736248, -0.0800690427, -0.0482689254, -0.0517308339, -0.1264091879, 0.0935704932, 0.0418149345, 0.0660730377, -0.10395623, -0.0902074948, -0.0504449829, 0.0061758012, 0.0379079208, 0.0075852931, 0.0872401446, 0.0180637538, 0.0487140268, 0.0175444689, 0.045944497, 0.0318743065, 0.0291542318, 0.0352125764, -0.0414192863, -0.0157269649, 0.0110101122, -0.0682490915, -0.0410730951, -0.073343046, -0.0146018444, 0.0050970451, -0.0761125758, -0.0340256356, -0.0111955712, 0.0764587671, -0.0138229141, -0.0371166281, 0.0284865778, 0.0648860931, -0.0299949814, 0.0415182002, 0.0312808342, 0.0253955871, -0.0216740333, -0.0199183486, 0.0497526005, -0.0957465544, -0.0149974907, -0.0839266032, -0.1181995198, -0.0495795049, 0.029401511, -0.0122465082, -0.0480463728, -0.1549946815, -0.0923835561, 0.0222922303, -0.0106391925, 0.0554400235, 0.0580611862, -0.0282887556, -0.0915922597, 0.0224776901, 0.0277941953, 0.1677542925, -0.1041540504, 0.010806106, -0.0137981866, 0.0371166281, 0.065034464, 0.0388475806, -0.0490354896, -0.0846189857, 0.0849157199, 0.0868939534, -0.0076532951, -0.0722055659, 0.0543519966, -0.0094769802, 0.0748267248, 0.0014365383, -0.0751234591, 0.0291047767, 0.1091985479, -0.0050754081, -0.0725023001, 0.0616714619, 0.0192136038, 0.0927297473, 0.0886743665, 0.0599405095, -0.0120054111, -0.0082282191, -0.0726506636, -0.0453510284, -0.0648860931, 0.0305637252, -0.0249752123, 0.0512362756, 0.0280414745, 0.0588030219, -0.0599405095, 0.0793272033, -0.011331575, 0.0251483079, 0.02668144, -0.01577642, 0.0173713733, 0.0103239119, 0.029500423, -0.0186324976, -0.0979720652, -0.060533978, 0.0012363966, -0.0721561089, -0.1202766597, -0.1236396655, -0.0181503017, 0.1022747308, -0.0440157205, 0.0593470372, -0.0945101604, 0.0086733224, -0.0364242457, 0.0439168066, 0.0468347035, -0.0958949253, -0.0726012066, 0.149257794, -0.0632540509, 0.0735903233, -0.075222373, 0.0341740027 ]
802.1117
Paola Gori-Giorgi
Paola Gori-Giorgi and Andreas Savin
Degeneracy and size consistency in electronic density functional theory
submitted to Journal of Physics: Conference Series
J. Phys.: Conf. Ser. 117, 012017 (2008)
10.1088/1742-6596/117/1/012017
null
cond-mat.mtrl-sci physics.chem-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The electronic structure calculations based upon energy density functionals are highly successful and widely used both in solid state physics and quantum chemistry. Moreover, the Hohenberg-Kohn theorems and the Kohn-Sham method provide them with a firm basis. However, several basic issues are not solved, and hamper the progress to achieve high accuracy. In this paper we focus on the conceptual problem of size consistency, basing our analysis on the non-intensive character of the (spin) electronic density in the presence of degeneracy. We also briefly discuss some of the issues concerning fractional electron numbers from the same point of view, analyzing the behavior of the exact functionals for the He and the Hooke's atom series when the number of electrons fluctuates between one and two.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 09:55:30 GMT" } ]
2009-11-13T00:00:00
[ [ "Gori-Giorgi", "Paola", "" ], [ "Savin", "Andreas", "" ] ]
[ 0.0249483064, 0.0098404428, 0.0427399278, 0.0410133153, 0.0378603674, 0.0697651729, -0.0129495971, 0.0233468097, 0.0012394391, -0.0017578922, 0.0658114776, 0.0154269114, -0.1309223026, 0.0135126235, -0.0085329711, 0.0852296203, 0.02400993, -0.0162401721, 0.0220455937, -0.0017000256, -0.0001084998, -0.081826441, 0.0382857658, 0.0194181409, -0.0063653216, -0.0393117256, 0.0467686914, 0.0768718123, 0.1520420313, -0.1216136068, 0.0841285884, -0.0375100411, 0.0460430123, -0.0778227001, -0.0610069931, 0.0726678818, -0.0039192862, 0.175564006, -0.0814260691, 0.0709662959, -0.0382857658, -0.0091210203, -0.0600561015, 0.1405312866, -0.0090772295, -0.0406129397, 0.0206067506, -0.0470439456, 0.1014447659, -0.0371847376, -0.0147137456, 0.0212698691, 0.0953891128, -0.1157080904, -0.0203940514, 0.0563025959, 0.0306035895, 0.0673629269, 0.0644101724, 0.0162151475, -0.0133499717, -0.0928867757, 0.0215701498, 0.0773222297, -0.1054985523, 0.0198435374, -0.0702656433, -0.0364340357, 0.0446417034, 0.0650107339, -0.0929868668, -0.0081763882, -0.0236470904, -0.0476445071, -0.0061713904, -0.0077134557, 0.0250609107, -0.0749700367, -0.0430652313, 0.053499978, 0.0042133108, -0.0154894702, 0.0145385815, -0.0685640499, -0.0518984832, -0.0733184963, 0.0055895965, -0.069915317, -0.1451355815, 0.006061913, -0.0647104532, 0.046268221, -0.027675854, 0.0408381484, 0.0285016261, -0.126618281, 0.1116042584, -0.0013066895, 0.0189176723, -0.0023412497, -0.0508475006, 0.1175097749, -0.0223708991, -0.0075257802, 0.0869312063, -0.0122239189, -0.0712665766, -0.0820266306, -0.0379354395, 0.0742693841, 0.0107600521, -0.0637095198, -0.1396304369, -0.0681136325, -0.1088016406, -0.048945725, -0.0827272832, 0.001643723, -0.088983126, 0.1229148209, -0.0622581616, 0.0132248541, 0.071716994, -0.0030434681, 0.0337315127, 0.0014106928, -0.019555768, -0.0561524555, -0.1406313777, -0.0090522068, 0.0490458161, 0.0529494658, -0.023597043, -0.0460179895, -0.0419892259, 0.0401124731, -0.0403376818, 0.0482450686, 0.1346257627, -0.0389613956, 0.0131622963, 0.0308788456, 0.0976912603, 0.0773722827, 0.0296777245, 0.0414887592, 0.0548512414, 0.0673629269, -0.1076005176, 0.0430402085, 0.0591052137, -0.0400874503, 0.103296496, 0.0284515787, 0.0231341105, -0.0576538593, 0.1126051918, 0.1040972471, 0.0300530754, -0.0379104167, 0.0874316767, 0.1126051918, -0.0684639588, -0.0576038137, 0.0826271921, 0.0747698471, -0.0646103546, -0.0304784719, -0.0022098769, -0.0698152184, -0.0201938655, -0.1208128631, -0.0592053086, -0.0780228898, 0.0489707477, 0.0536501184, 0.041238524, 0.0003487633, -0.022846343, -0.0548512414, 0.0227962956, -0.0296026543, 0.0153893763, -0.0002545347, 0.0076821763, -0.0580542348, 0.0100093503, 0.0487205125, 0.0144760236, -0.0338566266, -0.0182670653, 0.1110036969, 0.1281196922, 0.0454424508, -0.0823769569, -0.0520986691, 0.0688142851, 0.1113039777, 0.0021864176, 0.0133124366, 0.0082764821, 0.0240349527, 0.0405378714, -0.0960897654, -0.0514480621, -0.0730182156, 0.0010806971, -0.1376285702, -0.0090021593, -0.0433154628, -0.0347074233, -0.0282513928, 0.0340317935, -0.0208194498, 0.0396870747, 0.0294024665, -0.0851795748, 0.0347324461, 0.0444164947, 0.1486388594, -0.0314543843, 0.0193806048, 0.0132123427, 0.0745196119, -0.0019174162, -0.0231090877, 0.0858802274, -0.0479948372, -0.0173412003, -0.0114294272, 0.0120612672, -0.0068876841, -0.0538002588, 0.0023412497, -0.0525991358, -0.0470439456, -0.0057491208, -0.0033593883, -0.1297211796, -0.0158272851, -0.0946884528, 0.0276007839, -0.0927866772, -0.0023209183, -0.0617076457, -0.0001132894, -0.0514981076, 0.0458178036, 0.0833778903, -0.0512979217, -0.0856800377, -0.0210321471, 0.1289204359, 0.0223208517, -0.098542057, -0.0122677106 ]
802.1118
Sayipjamal Dulat
Sayipjamal Dulat and Kang Li
Landau Problem in Noncommutative Quantum Mechanics
8 pages
Chin.Phys.C32:92-95,2008
10.1088/1674-1137/32/2/003
null
math-ph hep-th math.MP
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The Landau problem in non-commutative quantum mechanics (NCQM) is studied. First by solving the Schr$\ddot{o}$dinger equations on noncommutative(NC) space we obtain the Landau energy levels and the energy correction that is caused by space-space noncommutativity. Then we discuss the noncommutative phase space case, namely, space-space and momentum-momentum non-commutative case, and we get the explicit expression of the Hamiltonian as well as the corresponding eigenfunctions and eigenvalues.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 10:05:32 GMT" } ]
2011-08-31T00:00:00
[ [ "Dulat", "Sayipjamal", "" ], [ "Li", "Kang", "" ] ]
[ 0.0107721891, -0.0008103856, 0.0540841706, 0.0986270756, 0.0009510969, 0.1125563011, -0.0570434928, -0.0262512323, -0.0048758667, 0.046303194, 0.022054607, 0.0268635061, -0.0582170188, 0.0590333827, 0.0641866848, 0.0539311022, -0.0246185027, 0.0272206645, 0.1156176701, 0.1425577104, 0.0076215314, -0.0417621657, 0.0089034792, -0.0742892027, -0.0035843519, -0.0706665814, 0.0455378518, 0.1158217639, 0.1055151597, -0.0767893195, 0.0771974996, -0.0036258078, -0.0705135167, -0.0074493294, -0.0330372639, 0.1837841421, 0.0390579551, 0.0278839618, -0.0440071672, 0.0267104376, -0.1521500051, 0.0396957397, -0.159599334, 0.0216464233, -0.0691358969, -0.0277053826, -0.0355373807, 0.0015530066, 0.028853396, 0.0025957851, -0.0319657847, 0.0459970571, 0.0638805479, -0.0210979283, -0.0656663477, -0.0819936469, -0.0243251212, 0.0419662558, -0.0295422021, -0.0704624876, 0.0179600269, -0.0883714929, 0.0058229775, 0.0784220472, -0.1235772297, -0.0168757923, -0.0355373807, -0.0572986081, -0.0780648887, 0.0748504549, -0.0483185947, 0.0445939302, 0.0803609118, 0.072656475, -0.014184339, 0.0378844328, -0.0258940719, 0.0513034277, 0.0191973299, 0.0487267785, 0.0478593893, -0.0358690321, 0.0776567087, 0.0023295099, -0.0719421506, 0.0454102941, -0.0615334995, 0.0307157282, -0.0792384148, -0.0207280144, 0.0817385316, 0.0957698002, -0.060002815, 0.0407417081, 0.0683195367, -0.0291340202, 0.108780615, 0.0279860068, 0.0263532773, 0.0353332907, -0.1066376567, -0.0051851925, 0.1369452029, -0.0301034544, 0.1113317534, 0.0679623708, -0.0244654343, 0.0360731222, -0.0849019438, 0.057400655, -0.037272159, -0.0378589183, -0.0218632706, 0.0326035693, -0.0156895127, -0.0929125249, -0.0555128083, -0.1224547252, -0.049492117, 0.0663806647, -0.0686256662, 0.0603089519, 0.0855652392, -0.0215954017, 0.0958718434, -0.0305626597, -0.0024554725, -0.0585231557, -0.1066376567, 0.1053110659, 0.0959228724, 0.0846468285, -0.1031681076, -0.0911267251, -0.1108215302, -0.0453082472, 0.0759729519, 0.0142863849, 0.0483696163, 0.0080169579, 0.1059233397, 0.0447980203, 0.0542372391, -0.0052904268, 0.0379609652, 0.0833712593, 0.0754627287, 0.018546788, 0.0705135167, 0.0310473759, -0.0184957664, -0.029848339, 0.0085271858, -0.0372466445, -0.0066903653, -0.1243935898, -0.0028413322, 0.0330372639, 0.029644249, 0.0310728867, 0.0556148551, 0.0759219304, 0.0713298768, -0.0077937329, 0.0724523813, -0.0208428148, -0.0244526789, -0.0437775664, 0.0282666329, -0.0507932007, -0.0181003399, -0.0939840004, -0.047604274, -0.1007190123, 0.0416090973, -0.0213147756, -0.0136613557, -0.0801058039, -0.0595946349, 0.0625029355, 0.0454868302, -0.0883204713, 0.0366088599, -0.0349506214, -0.0823508054, -0.0346699953, -0.0024586613, 0.0831671655, -0.0693910122, 0.0572475865, -0.0491859838, 0.0345679484, 0.0652581677, 0.0506146215, -0.0377568752, -0.097861737, 0.0898001343, 0.0291850436, 0.0300014075, -0.1296999604, 0.0433438718, -0.0375527814, 0.0942901373, -0.0297973175, -0.0177431796, 0.0077682217, -0.0217739809, -0.0155747104, -0.0122837396, -0.059492588, -0.0043560718, 0.0469920002, 0.0684726015, 0.042731598, -0.0482930839, -0.0182789192, -0.043445915, -0.0629621372, -0.087657176, 0.0556148551, -0.0077682217, 0.0868408084, 0.0534208752, 0.052655533, 0.06663578, -0.0102045601, 0.0811262578, 0.063574411, 0.0164803658, -0.0519412123, 0.0276033357, 0.0290829968, -0.0251032189, 0.0076725539, 0.0193121303, -0.0513289385, 0.0236490685, -0.0402314812, -0.1835800409, -0.0567373559, -0.0165569, 0.0496451855, -0.0119329579, -0.0016582411, -0.0006110778, -0.0116013102, -0.0556658767, 0.0515330322, 0.0148603916, -0.0855652392, -0.1074540243, 0.1380677074, -0.0015561954, 0.0075705084, -0.0796976164, 0.0978107154 ]
802.1119
Oscar Blanch Bigas
Oscar Blanch Bigas, Olivier Deligny, Kevin Payet, Veronique Van Elewyck
Tau energy losses at ultra-high energy: continuous versus stochastic treatment
7 pages, 8 figures
Phys.Rev.D77:103004,2008
10.1103/PhysRevD.77.103004
null
hep-ph astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We study the energy losses of the tau lepton in matter through electromagnetic processes at ultra-high energy (UHE). We use both a stochastic and a continuous framework to treat these interactions and compare the flux of tau leptons propagated after some amount of matter. We discuss the accuracy of the approximation of continuous energy losses by studying the propagation in standard rock of taus with both mono-energetic and power law injection spectra.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 10:15:30 GMT" } ]
2008-11-26T00:00:00
[ [ "Bigas", "Oscar Blanch", "" ], [ "Deligny", "Olivier", "" ], [ "Payet", "Kevin", "" ], [ "Van Elewyck", "Veronique", "" ] ]
[ -0.0517254248, -0.0066069271, 0.0448889658, 0.0357642733, -0.0007896708, 0.0950888991, -0.0168086439, 0.0898909345, 0.1233952194, 0.0033246509, 0.0197466258, 0.0094636902, -0.0560476482, -0.0521209203, 0.0689860657, 0.0903429314, 0.0156927761, 0.021469865, 0.028687695, 0.0390130058, -0.1095528081, -0.0661610812, 0.0679690689, -0.0004762743, -0.04147074, -0.0489851907, 0.0270492043, 0.0278260745, 0.0640705973, 0.0291538164, 0.0390130058, -0.058872629, -0.0362727717, -0.1220392287, -0.0238146, 0.1180842593, -0.028475821, 0.0883654431, -0.0161730237, -0.0610196143, 0.0473467, 0.0350297801, -0.0895519331, 0.1180842593, -0.0275718272, 0.0221337359, 0.0474314503, -0.1124907881, 0.0604546182, -0.0164272711, 0.0386457555, 0.031696301, -0.0511886775, -0.0140895983, -0.0709070563, -0.0214839894, 0.0564148948, 0.0458212122, 0.0323177949, -0.0710200518, -0.1291581839, -0.0147605324, 0.055058904, -0.0636750981, -0.0611326136, -0.0235321019, -0.0454539619, 0.037402764, -0.0285888202, 0.0002469652, -0.0634490997, -0.0548046529, 0.058420632, 0.0069565186, 0.1754878908, -0.0116036143, -0.0376852639, -0.032120049, -0.0520361736, 0.0044352221, 0.0470359549, 0.0194923766, -0.0765570179, -0.0361315235, -0.0089975679, -0.012119174, -0.0459059626, 0.0168086439, -0.0725455433, 0.0630536005, -0.0410187431, 0.1153722703, 0.0087503828, -0.0204246212, -0.0030280277, -0.0826024786, 0.1468990743, -0.0165402703, 0.1236212179, -0.0231224801, -0.0525446683, -0.0009304785, 0.0685340688, -0.0151419044, 0.1361641437, -0.1429440975, -0.0265689567, 0.0114270533, -0.0209331177, 0.004467003, 0.0947499052, -0.0452279635, -0.0522621721, 0.0239134748, 0.0091176303, -0.0239982232, -0.0784780085, 0.1450910866, 0.067517072, -0.0293798149, 0.0154526522, 0.0443804711, 0.0692120641, 0.0294363145, 0.0676300749, 0.0099863121, 0.0908514261, -0.052290421, -0.0695510581, -0.0356795266, 0.1833978444, -0.0529401675, -0.0395497493, -0.0653135851, -0.031244304, 0.0174583904, -0.0705115572, 0.0358207747, 0.0086373826, -0.0447759666, -0.018390635, -0.0084537594, -0.0004599424, 0.0510191768, -0.032120049, 0.036527019, 0.0353970267, 0.0713590533, 0.1437350959, -0.0100074997, 0.0699465573, -0.0770090148, 0.0078746378, 0.0011317584, 0.0082418853, -0.0410752408, -0.0250999667, 0.1154852733, -0.0043540038, -0.1385371238, 0.049239438, 0.1065583304, -0.0040644431, 0.0178962629, 0.0901734307, -0.0700595602, 0.0288430676, 0.0226846077, -0.0987613797, -0.0545504056, -0.0601156205, -0.0737885386, -0.0237016007, -0.0069529875, 0.0462732092, -0.0357077755, 0.0429114811, -0.0891564414, -0.0366400182, 0.0006042814, -0.0581946336, 0.025184717, -0.00138071, 0.1212482378, -0.0607936159, -0.000409181, -0.0089340061, 0.0957103968, -0.0164978951, -0.0706810579, 0.0265972074, 0.1018123552, 0.0822069794, 0.0171476416, -0.0103041222, -0.0333065391, 0.0004886336, 0.1118127927, -0.0049331253, 0.0789300054, 0.1037333459, 0.1435090899, 0.0886479393, -0.0279673245, 0.0650310889, 0.0061372737, 0.0966143906, -0.0513016768, -0.0922074169, -0.0468099564, 0.0294080656, 0.0513864271, 0.0609066151, -0.0939024091, -0.0844104663, -0.0014045459, -0.0308488049, 0.1349211484, 0.1183102578, 0.0871224478, -0.0494654365, 0.0108055566, 0.0521491729, 0.0795514956, 0.0256084632, 0.015480902, 0.0807379931, -0.0627711043, 0.012783044, -0.1050893366, 0.0291820653, -0.0073378915, -0.0002273228, -0.0597766228, 0.0007980575, -0.1273501962, 0.0092518171, -0.0236592256, -0.0312160533, -0.063279599, -0.0446347184, -0.0184330083, -0.0441827215, 0.0671215802, -0.1120952964, 0.0720935464, -0.0421204828, 0.0247044694, 0.027529452, 0.0069918311, 0.0764440149, -0.049239438, -0.0100569362, -0.0624886081, 0.0383915082, 0.0023306103 ]
802.112
Henri Gouin
Sergey L. Gavrilyuk, Henri Gouin (MSNMGP, LMMT), Yurii Perepechko
Hyperbolic Models of Homogeneous Two-Fluid Mixtures
14 pages
Meccanica 33, 2 (1998) 161-175
10.1023/A:1004354528016
null
physics.flu-dyn math-ph math.MP
null
One derives the governing equations and the Rankine - Hugoniot conditions for a mixture of two miscible fluids using an extended form of Hamilton's principle of least action. The Lagrangian is constructed as the difference between the kinetic energy and a potential depending on the relative velocity of components. To obtain the governing equations and the jump conditions one uses two reference frames related with the Lagrangian coordinates of each component. Under some hypotheses on flow properties one proves the hyperbolicity of the governing system for small relative velocity of phases.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 10:32:57 GMT" } ]
2008-02-12T00:00:00
[ [ "Gavrilyuk", "Sergey L.", "", "MSNMGP, LMMT" ], [ "Gouin", "Henri", "", "MSNMGP, LMMT" ], [ "Perepechko", "Yurii", "" ] ]
[ -0.072052449, -0.0119663719, -0.0258575324, -0.0466549285, 0.0066459668, -0.0530224666, -0.0629490465, -0.0072512459, 0.0397789553, 0.0160156898, -0.0358809568, 0.0095452545, -0.1359699368, -0.02273429, -0.0114639904, 0.1054638624, 0.0413526818, 0.0143814366, 0.0650312081, 0.0430474654, -0.1379068345, -0.0601405501, 0.0498750135, 0.0981036723, -0.0328061394, -0.0693407953, 0.0382778645, -0.0208337139, -0.0232306197, -0.0550562069, 0.1611495614, -0.0299250092, -0.0132798282, -0.0141393244, -0.0536035337, 0.0978131369, 0.0201436952, 0.1012995467, -0.0066217557, 0.0766525716, -0.0653217435, -0.0545719825, -0.1047859564, 0.0752967447, 0.0078444201, 0.0138245793, 0.0434832647, -0.0155677833, 0.0456138477, 0.0341861732, -0.0412316248, -0.0383020751, 0.0605763532, -0.0704060867, 0.0103079062, -0.0402147584, -0.0147082871, 0.0148051316, -0.0264870226, -0.160471648, -0.0139456354, -0.133548826, -0.0356146358, 0.0070030815, -0.0609153099, -0.0246711839, -0.0342588089, -0.034960933, -0.0188726094, 0.0477928519, -0.0763136148, -0.045274891, 0.1003310978, -0.0148898708, -0.0846906826, -0.0423211306, -0.0503592379, 0.0534098446, 0.0193447266, -0.0155556779, 0.0052750092, -0.0314261019, 0.0223711226, 0.0357114784, -0.0718587562, -0.0335808955, 0.0440159105, 0.0527803563, -0.1083692089, -0.0730208978, -0.0346219763, 0.0865791515, -0.0502623916, 0.0182915404, 0.072197713, -0.1052701771, 0.1351951808, -0.1005247831, 0.0768946856, 0.0232306197, 0.0203494895, 0.0065309638, 0.040117912, 0.0096723633, 0.125607565, -0.0128319208, -0.0813979581, 0.0537972227, -0.0054293554, 0.0217900556, 0.1092408076, -0.0270680897, 0.0612058416, -0.0485191904, -0.064014338, -0.0561699197, -0.0764104575, 0.0222137496, -0.159406364, 0.0268744007, 0.0218869001, -0.0368494056, 0.1086597368, -0.040238969, 0.0665322989, -0.0397063233, -0.0170083493, -0.0209547691, -0.0439432785, -0.0053869858, 0.0570899434, -0.0017946531, -0.0677912831, -0.0732630044, 0.0386410318, -0.037285205, 0.0335324742, -0.0264870226, 0.1101124138, 0.0035741744, 0.1027522162, 0.0338714309, 0.0062222714, -0.0042460342, 0.0071665067, 0.1202811003, -0.0525866672, -0.0231095646, -0.0142966975, -0.0095573599, 0.0092305094, 0.0111189811, 0.0402873904, 0.0025240148, 0.0272617806, -0.0581068136, 0.0822695643, 0.02273429, 0.0712776929, -0.0561699197, -0.0562667623, 0.0500202812, -0.0318619013, -0.0279639047, 0.0869181082, 0.0213179365, -0.0918571874, -0.0950046405, -0.0006816958, -0.1160199344, -0.0362925455, 0.0135703618, -0.1189252809, 0.0224558618, 0.1104997918, -0.0230127182, 0.0035287784, -0.1599874198, -0.0229279809, 0.0707450435, 0.0264385995, 0.1069165394, 0.0579131246, -0.1115650833, -0.0087402333, 0.0776210204, 0.0309418775, 0.0118876854, 0.0528287776, -0.0262206998, -0.042950619, 0.0717134923, 0.0531677343, 0.0480591767, -0.0630458891, -0.0802842453, -0.0184368081, 0.0248890854, 0.0640627593, 0.0968931094, 0.0690502599, -0.0143209081, 0.0978615582, -0.0791705325, -0.0998468772, 0.0773789063, 0.0126019148, 0.0317650586, -0.0569931008, 0.0653701648, 0.0086857583, 0.0785894617, -0.014587231, 0.0975710228, -0.0671133697, -0.0031353468, -0.198725298, 0.1100155637, 0.0501655489, 0.0678881258, -0.1057543978, 0.0581068136, 0.032007169, 0.0317166373, -0.0116032045, -0.0041280049, 0.080235824, -0.0508434623, -0.0615932234, 0.0084678577, 0.0978131369, 0.0168630816, -0.0549593605, -0.0627553612, 0.115342021, -0.0388347208, 0.0328787714, 0.0460254364, 0.0078565255, -0.0489792004, -0.043071676, 0.0809137374, -0.0651764721, -0.0857075527, 0.0870633721, 0.0427811407, -0.0339682736, -0.0565572977, 0.0903076753, -0.0402147584, -0.0414495282, -0.0190057699, -0.0262691211, 0.0337019525, -0.0443306565, -0.0273344126 ]
802.1121
Emanuela Rosazza Gianin
Freddy Delbaen, Shige Peng, Emanuela Rosazza Gianin
Representation of the penalty term of dynamic concave utilities
An updated version is published in Finance & Stochastics. The final publication is available at http://www.springerlink.com
null
10.1007/s00780-009-0119-7
null
math.PR q-fin.RM
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
In this paper we will provide a representation of the penalty term of general dynamic concave utilities (hence of dynamic convex risk measures) by applying the theory of g-expectations.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 10:59:21 GMT" }, { "version": "v2", "created": "Wed, 4 Mar 2009 09:48:25 GMT" }, { "version": "v3", "created": "Mon, 14 Dec 2009 08:19:05 GMT" } ]
2009-12-16T00:00:00
[ [ "Delbaen", "Freddy", "" ], [ "Peng", "Shige", "" ], [ "Gianin", "Emanuela Rosazza", "" ] ]
[ 0.0072320267, 0.031479843, 0.0990882367, 0.0665978044, -0.0318082832, 0.0678610429, -0.006998328, 0.1228876114, 0.1073245406, -0.0256310608, 0.0484072082, -0.0617975108, 0.0062119635, -0.0156009654, 0.0837272853, -0.0138955973, 0.0402214378, -0.0204770565, -0.0030965074, 0.0774616376, -0.0475987345, -0.0523485057, 0.060231097, 0.0149440831, -0.0124302432, 0.032566227, 0.0548749752, 0.0656882748, 0.076855287, -0.0592710376, 0.0123797134, -0.0660925135, -0.0130365966, -0.1606836319, 0.0093353149, 0.1263236105, 0.0256563257, 0.112882778, -0.042773176, 0.0290039014, -0.0036223296, -0.0483566783, -0.0655366853, 0.0253531486, 0.0349411108, 0.0317324921, 0.0313282534, -0.0608374514, -0.0172052756, -0.0334504917, -0.1442110389, -0.0211339407, 0.0525506213, -0.0061045885, -0.0426973812, -0.0203633662, -0.0140724499, -0.0071120192, 0.0614438057, -0.0438595563, 0.0810997561, -0.0451985858, -0.0642734542, 0.1504766792, -0.0944395289, -0.0398929976, -0.0909024701, 0.1488597393, -0.057957273, 0.03557273, -0.0403730273, 0.012423927, 0.1131859571, 0.0207928661, 0.0147293331, 0.034082111, 0.0942374095, 0.0957027674, -0.0190495998, 0.0071751811, 0.0439353511, -0.006726732, 0.0019990711, 0.0353958756, -0.0255426336, -0.112579599, -0.0564919189, 0.0786743462, -0.01797585, 0.0542180948, -0.0893865898, 0.0586141534, -0.0114954486, -0.0078952257, 0.0792806968, 0.013807171, 0.0411814973, 0.0148556568, 0.0948942974, -0.0427984372, 0.0217529256, 0.0421415567, 0.0171673782, -0.0371896699, 0.161593169, -0.0004602917, -0.0807460546, 0.0121586472, -0.0965617672, -0.0179632176, -0.0986334756, -0.0035212706, -0.0648798048, 0.0397414081, 0.0622017458, -0.0441627353, -0.1354189068, -0.0079899682, -0.0406004079, -0.0283470172, -0.0633133948, -0.0373917893, 0.0903971717, -0.1222812533, 0.0210202485, -0.1146007776, -0.0905487612, -0.1002504155, -0.0239509568, -0.113691248, -0.0111354263, -0.0345874056, -0.0802912861, -0.0651829839, -0.0196054243, 0.0144387884, 0.0210455135, 0.0433289967, 0.067052573, -0.0884770527, 0.0438090265, 0.0766026378, -0.0029212334, 0.061342746, -0.1333977282, 0.0843841732, -0.0978250057, 0.0763499886, 0.0171926431, 0.0518937372, 0.047346089, 0.0097521823, -0.1039895937, -0.0221571606, 0.0143503621, -0.0971175879, -0.0294081364, 0.0323893726, 0.0235340893, -0.1051012427, -0.0193654094, 0.10752666, -0.0707917511, -0.0755920485, 0.1817038804, 0.0347389914, -0.0390087292, 0.0163336433, -0.0168010406, -0.0007926807, 0.0109964702, -0.0116280885, -0.0040928852, -0.0870622322, -0.0154620102, 0.0491904132, 0.0065561952, -0.0486345887, -0.0534096211, -0.0110154189, -0.1014125943, 0.0332989022, 0.0243678242, -0.0024806799, 0.0602816269, -0.0090195062, 0.0847884044, 0.0007804431, -0.0239004269, 0.0341326408, 0.0400698483, 0.1150050163, 0.1429983228, 0.0154493777, -0.004197102, -0.0564919189, 0.045072265, 0.0055582388, 0.0319346078, -0.0349916406, 0.0385034345, 0.0301660784, 0.103888534, -0.0258963406, -0.0074467766, -0.0059751067, 0.0999472365, 0.0748341084, -0.0339305215, -0.0488114432, 0.002164871, -0.0533590913, 0.0616964512, 0.0195043646, -0.0196559541, 0.0765015781, 0.0419899672, 0.0345368758, 0.0084131528, 0.1376422048, -0.0112175364, 0.0372907296, 0.0432784669, 0.0206033811, -0.0892855301, -0.0629091561, -0.0726108104, -0.0893865898, 0.00335705, -0.046638675, 0.102625303, -0.0690232217, -0.1242013723, -0.0161441565, -0.0003495611, 0.0661430433, 0.03557273, 0.0258963406, -0.0021680288, -0.0029433402, -0.0239256918, 0.1285469085, 0.025037339, -0.0935805291, -0.0011329649, 0.0884770527, -0.0993914157, 0.0286249295, -0.037871819, -0.0169399958, 0.0030238715, -0.0082110344, 0.0787754059, 0.0539149158, 0.0155251715, 0.0097142858 ]
802.1122
Carlo Nipoti
C. Nipoti (1), L. Ciotti (1), J. Binney (2), P. Londrillo (3) ((1) Bologna University, (2) Oxford University, (3) INAF-Bologna Astronomical Observatory)
Dynamical friction in modified Newtonian dynamics
Accepted for publication in MNRAS. 6 pages, 3 figures. Corrected typo in eq. (8), added panel to Fig. 1, added references and discussion. Results unchanged
null
10.1111/j.1365-2966.2008.13192.x
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We have tested a previous analytical estimate of the dynamical friction timescale in Modified Newtonian Dynamics (MOND) with fully non-linear N-body simulations. The simulations confirm that the dynamical friction timescale is significantly shorter in MOND than in equivalent Newtonian systems, i.e. systems with the same phase-space distribution of baryons and additional dark matter. An apparent conflict between this result and the long timescales determined for bars to slow and mergers to be completed in previous N-body simulations of MOND systems is explained. The confirmation of the short dynamical-friction timescale in MOND underlines the challenge that the Fornax dwarf spheroidal poses to the viability of MOND.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 10:43:14 GMT" }, { "version": "v2", "created": "Mon, 31 Mar 2008 16:26:42 GMT" } ]
2009-11-13T00:00:00
[ [ "Nipoti", "C.", "" ], [ "Ciotti", "L.", "" ], [ "Binney", "J.", "" ], [ "Londrillo", "P.", "" ] ]
[ -0.0051430282, 0.0845361724, 0.0696244687, -0.0449543819, -0.0392254405, 0.1164428145, 0.0384579264, 0.0132259084, 0.0281513128, 0.0323452279, -0.0237929299, -0.0321533494, -0.1332184821, 0.0758194029, 0.0625523776, 0.1126052514, -0.0674315766, 0.0161726139, 0.046023421, 0.0722559467, -0.0009088529, 0.0070789447, 0.0434741788, 0.0313035995, -0.0334690884, -0.0890316069, 0.0250675511, -0.0780123025, 0.0521361195, -0.0813016444, 0.1365078241, -0.0230802391, -0.0805889592, -0.010375143, -0.1084935665, 0.1953870952, 0.0042247525, 0.077189967, 0.0113139767, -0.0315777138, -0.0930884704, 0.0016224009, -0.0879899785, 0.0120335212, -0.0689117834, -0.0068048327, 0.0208188128, -0.0274523254, 0.1191839352, 0.0144182965, -0.1191839352, 0.0146238804, 0.05029957, -0.0343188345, -0.0470650457, 0.0031540024, 0.0690214261, 0.0174335297, -0.018502567, -0.0087099122, -0.0696792975, -0.1670987308, -0.0528214015, 0.0428437218, -0.0669381768, 0.0230117105, -0.072146304, 0.0518620089, 0.0077984892, 0.0838234797, -0.0115606776, -0.0336609669, 0.0107109305, 0.0367036089, -0.0479696169, -0.028836593, 0.0617300421, 0.0626620278, -0.1025727466, 0.1088773236, 0.101366654, 0.017063478, -0.0221345518, 0.0280553736, -0.0481614955, 0.0329756849, -0.0103477314, 0.0913341492, -0.1086580306, -0.0018416906, 0.0669929981, 0.0100736199, -0.0258350652, 0.0627168491, 0.0821239799, -0.0562478006, 0.047037635, -0.0353878699, 0.0620041564, 0.0316599458, -0.0126297148, 0.0021928968, -0.004742139, -0.0786701739, 0.110960573, 0.0834397227, -0.0114647383, -0.1109057516, -0.0250401404, 0.1172103286, 0.0619493313, -0.0770254955, -0.0170908887, -0.0595371462, 0.0097309789, -0.0339624882, -0.044077225, 0.1105219945, -0.0628813133, -0.1010377184, -0.0416924506, 0.0163096692, 0.0367858447, 0.0424599648, 0.0458589531, -0.090402171, 0.0507107377, -0.029933041, -0.0216000322, 0.0399381332, 0.1138113439, -0.0964326337, -0.0508752055, -0.0274386201, -0.0546305403, 0.0019085055, 0.0189822633, -0.0337980203, 0.1131534725, 0.1007087827, 0.0230802391, -0.0249579065, 0.005756354, 0.0691858903, -0.0219837893, 0.1234600842, 0.0057255165, -0.0355249271, -0.0446528606, -0.0747229531, 0.0222716071, -0.0583310537, 0.0607432388, -0.0416924506, 0.0196264256, -0.0404863544, 0.0425421968, 0.042761486, 0.0169812441, -0.1109057516, -0.0608528852, 0.0455848426, -0.1168814003, 0.0188589115, 0.0063868118, 0.0847554579, -0.0348944701, -0.0550965294, -0.0973097906, 0.0075380825, 0.1112346873, -0.0056055924, -0.032098528, -0.0183655098, 0.0517523624, 0.0438853465, -0.0189822633, -0.0772447884, -0.0088058515, 0.0885382071, -0.0350041129, 0.0815209374, 0.0261091776, -0.0932529345, -0.0958295912, -0.0102380868, -0.0316051245, 0.1440733224, 0.0433097109, -0.0638681203, -0.0136233708, 0.0059619378, -0.0118484953, 0.1309159398, -0.0444061607, -0.057289429, 0.0447625034, -0.07620316, 0.0617300421, 0.0455300175, 0.0587148108, 0.0310020782, 0.0641422272, 0.0037964524, -0.002912441, 0.0454477854, 0.1059169099, 0.0448173285, -0.0541097261, 0.0567960255, 0.0738457963, 0.0740102679, 0.0957747623, -0.0172142386, -0.1016955897, -0.0915534422, -0.1063554958, -0.0123898666, -0.0092307245, 0.0681990907, 0.0271645077, 0.0259035937, -0.0444061607, 0.1383717805, 0.0273700934, 0.0357168056, 0.0924854204, 0.0165152531, 0.0436386466, 0.0153502775, 0.0741199106, 0.0191604346, -0.1197321638, 0.0143223573, 0.0282335449, 0.0117525561, 0.000271114, 0.0464894101, -0.0319888815, -0.0300975088, -0.0593726784, 0.0730234608, -0.0884833857, -0.0191741418, -0.1270783693, 0.0182558652, -0.063594006, -0.0294122268, 0.0023453715, -0.0394721404, 0.0017414684, 0.0172827672, 0.012321339, -0.0314406566, -0.0160081461, -0.0614011101 ]
802.1123
Sebastien Tixeuil
Sylvie Dela\"et (LRI), St\'ephane Devismes (LRI), Mikhail Nesterenko, S\'ebastien Tixeuil (INRIA Futurs, LIP6)
Snap-Stabilization in Message-Passing Systems
null
null
null
null
cs.DC cs.NI cs.PF
null
In this paper, we tackle the open problem of snap-stabilization in message-passing systems. Snap-stabilization is a nice approach to design protocols that withstand transient faults. Compared to the well-known self-stabilizing approach, snap-stabilization guarantees that the effect of faults is contained immediately after faults cease to occur. Our contribution is twofold: we show that (1) snap-stabilization is impossible for a wide class of problems if we consider networks with finite yet unbounded channel capacity; (2) snap-stabilization becomes possible in the same setting if we assume bounded-capacity channels. We propose three snap-stabilizing protocols working in fully-connected networks. Our work opens exciting new research perspectives, as it enables the snap-stabilizing paradigm to be implemented in actual networks.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 10:51:24 GMT" }, { "version": "v2", "created": "Mon, 11 Feb 2008 08:57:19 GMT" } ]
2009-09-29T00:00:00
[ [ "Delaët", "Sylvie", "", "LRI" ], [ "Devismes", "Stéphane", "", "LRI" ], [ "Nesterenko", "Mikhail", "", "INRIA Futurs, LIP6" ], [ "Tixeuil", "Sébastien", "", "INRIA Futurs, LIP6" ] ]
[ 0.0196875371, 0.0023949209, -0.0651233643, -0.0169014409, -0.0498592518, 0.0133296913, -0.0270158965, -0.0698768944, -0.0622184314, -0.0891022831, 0.0782219842, -0.0390845835, -0.059102226, -0.021390887, -0.0513381287, 0.0332747102, 0.0791726857, 0.0658628047, 0.0050803353, 0.0034165999, 0.0780107155, -0.0310035814, 0.0546127819, -0.0296567474, 0.001711601, -0.0753170475, 0.1552819908, 0.0720952079, 0.0975001901, -0.1330988407, 0.1089086607, -0.0493310802, -0.0749473274, -0.0442606471, -0.0604226515, 0.1960567087, -0.1195776984, 0.0585212409, -0.0955987722, 0.0655987188, 0.0188292619, 0.0324560478, -0.101884, 0.044841636, 0.0382659175, 0.0566726439, -0.0135013461, 0.0814966336, 0.0225792695, 0.1021480858, -0.0800705776, 0.0530282706, 0.0370775349, -0.0196479242, 0.0045092516, -0.0981868058, 0.098239623, 0.0198063757, -0.0358099267, -0.0031805739, 0.01000222, -0.0300528742, -0.0354402103, -0.0633804053, -0.035202533, 0.044841636, -0.0769015551, -0.026725404, -0.0244146604, 0.1081164032, -0.0549296848, -0.0379754268, -0.0329314023, -0.0019921914, -0.0714085847, -0.0905283466, -0.0730459169, 0.1267608106, 0.0290229432, 0.0106558306, 0.0459507927, 0.0153037263, 0.0405370481, -0.048248332, -0.0061168694, -0.0011330898, -0.1043135822, -0.0584684238, -0.0603170171, 0.0456338897, 0.0294718873, 0.1028347015, -0.0111113768, 0.0275440663, 0.0915846825, -0.1032572389, 0.1307749003, -0.0053279153, -0.0090449117, -0.0021044274, -0.0022579269, -0.0877290443, -0.0312148482, -0.0996656865, 0.0635388568, 0.0439701565, 0.1280284226, 0.0575177148, -0.0641198382, -0.0084903333, -0.0600529313, -0.0969720185, -0.0139965061, 0.0200572573, 0.0383187346, -0.1596129835, 0.0031508643, -0.0725177452, 0.0857219994, 0.0976586416, -0.0347535871, 0.0245070886, -0.0117649874, 0.0341990106, 0.0800705776, -0.1736623049, -0.0102531007, -0.0258539226, -0.0141813653, -0.0630106851, 0.1336270124, -0.0285475906, 0.0583627895, 0.0301321, -0.0103191221, -0.0038919528, -0.0160563681, -0.0589965917, 0.0019921914, -0.0313997082, -0.0035123308, -0.0353609845, 0.0123723829, 0.013679604, 0.0816550851, 0.0326673165, 0.0097909523, 0.1017783657, 0.0163072497, 0.0837149471, 0.0162676368, -0.0309243556, -0.0522096083, 0.097764276, -0.0386620462, -0.0672888607, -0.025827514, 0.1036797762, 0.060898006, -0.0565141924, 0.0273592081, 0.0675529465, 0.0148151694, -0.0179445762, 0.0209815539, 0.0236620177, -0.0364965498, -0.0750529617, -0.0216285624, -0.0383187346, 0.0087742247, -0.1048417538, -0.0641726553, 0.0695599914, 0.0749473274, -0.0212192312, -0.0661268905, -0.0791198686, -0.0229489878, 0.0209551454, -0.0058461819, 0.1047889367, 0.0095598772, -0.0846128389, -0.067394495, -0.0726233795, -0.0086157732, 0.09237694, 0.0040239953, -0.0257218797, -0.2186623961, 0.0358363353, -0.0513909422, 0.0765318349, -0.0014508171, -0.0699825287, 0.0389789492, 0.0695599914, 0.0087214075, -0.0678170323, -0.0863557979, -0.0720952079, 0.0190801416, -0.0368134528, 0.0873065069, 0.0258803312, 0.0033274712, 0.0298944246, -0.1008804739, -0.0053180121, 0.0321391448, 0.0373416208, 0.1178875491, -0.0489877686, -0.028785266, -0.0095862858, -0.0767431036, 0.0467166379, -0.0161223896, 0.0122271366, -0.0349120386, -0.0203741584, 0.0994016007, 0.071038872, -0.0179973934, 0.1454580277, -0.0041626398, 0.0205194056, -0.00757924, -0.0412500799, -0.0147623522, -0.0505986884, -0.059102226, -0.002320647, -0.0316902027, 0.033142671, 0.0118046002, -0.0113688596, -0.0255766343, -0.0744719729, 0.0636444911, -0.0114943003, 0.0312940739, 0.0462412871, -0.0606339201, 0.0896304548, -0.0962325782, 0.0093155988, -0.0379226096, 0.0137852374, 0.009731533, -0.0578346178, -0.0004188223, 0.0559860244, -0.0385828204, 0.0016604345 ]
802.1124
Pranav Kumar
Pranav Kumar and Daksh Lohiya
Nucleosynthesis in slowly evolving Cosmologies
9 pages, 5 figures
null
null
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We explore aspects of Cosmological Nucleosynthesis in an FRW universe in which the scale factor evolves linearly with time: $a(t) \sim t$. A high Lepton number density during the period when significant nucleosynthesis takes place would lead to a dominant screening of the Coulomb potential of colliding nucleii. This would lead to a significant enhancement of nucleosynthesis rates. We demonstrate how adequate amount of $^4He$ and a collataral metallicity, close to the lowest metallicity observed in metal poor Pop II stars and clouds, can be produced with such an evolution.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 10:53:13 GMT" } ]
2008-02-11T00:00:00
[ [ "Kumar", "Pranav", "" ], [ "Lohiya", "Daksh", "" ] ]
[ 0.0558469333, 0.0220572967, 0.0754755586, -0.0778170452, 0.0020005382, 0.0022325073, 0.0376381427, 0.043491859, -0.1464674324, 0.0807563588, 0.0220572967, 0.0287703872, -0.0955525562, 0.0177479666, 0.0445131436, 0.0420720205, -0.0364424884, -0.0365172178, 0.038659431, 0.009284989, -0.0502423123, -0.0917165056, 0.1286322773, 0.1512500346, -0.0416983776, -0.054651279, -0.0748279169, 0.0269021802, -0.0175736006, -0.0884782821, 0.0540036373, -0.0315104239, -0.0441644117, -0.00965863, -0.1660960466, 0.0703940392, 0.0884284601, -0.0261050779, -0.0807563588, -0.0683514625, -0.0324320719, -0.0894746557, -0.0562953018, 0.0614266433, 0.0407518223, 0.0249343347, -0.0214968342, -0.0648641437, 0.0597826242, 0.0186073408, -0.1692844629, -0.0403034501, 0.011757249, -0.0867844373, -0.0859375224, -0.013625456, 0.0309125986, -0.0192923509, -0.0920154229, -0.0410756432, 0.0125730326, -0.1234511137, -0.0040010763, 0.0365670361, -0.0246105138, 0.0021437674, -0.1011322662, 0.0269021802, 0.0270267278, 0.0281227417, -0.0071739145, -0.0703940392, 0.0007282115, -0.022194298, -0.0221818443, 0.0242119618, -0.0261548981, -0.0076783304, -0.0610280931, 0.0993886068, 0.0468297191, -0.0039481441, 0.0013879221, -0.0248969719, 0.0148460176, 0.0018977869, 0.0342255495, 0.0290942099, -0.0561458468, -0.0168885905, 0.0438904092, 0.0228917617, -0.0127100348, 0.0097022215, 0.0523097962, -0.048149921, 0.0848913267, -0.0811549127, 0.0754257441, 0.0610280931, 0.012647761, 0.0123239383, 0.1058152393, -0.0936096236, 0.1212590858, 0.0108293733, 0.0940081775, -0.0936096236, -0.145172134, -0.0737318993, -0.024149688, 0.038659431, -0.1208605319, 0.0104993228, -0.1048188657, 0.037887238, -0.1087047383, 0.0918161422, -0.0650634244, 0.0342753716, 0.0197158102, -0.0493953936, 0.0429936685, -0.0038080285, 0.0813541859, -0.1229529232, 0.018283518, 0.0020986192, -0.0868840814, 0.0503419489, 0.1064130664, -0.0506657735, -0.005246548, -0.0038329379, -0.1528442353, 0.0220946614, 0.0314356945, -0.0776177719, 0.0653125122, 0.0275996439, 0.0124920774, -0.0230661277, 0.0048324289, 0.0584375151, 0.0629710257, 0.1375996619, -0.0606793612, 0.0986911431, 0.0266530868, 0.0162284914, -0.0566440336, -0.0659601614, -0.0389832519, 0.0061713103, 0.0627717525, -0.0374388658, 0.0195165351, 0.093460165, 0.0793614313, -0.0104121398, -0.0487228371, 0.0854891464, -0.0512137786, 0.0104681859, 0.0730344355, -0.0700453073, -0.1168750301, -0.0349728353, -0.0977944061, -0.0516123325, 0.0201392714, -0.0209986456, -0.1390942335, 0.0055516884, 0.0880299136, 0.1029257476, -0.0012213403, -0.1518478543, 0.0477015525, 0.0802083537, 0.0054520508, 0.1196648851, -0.080955632, -0.0975453109, -0.0350475609, -0.0065947706, -0.01161402, -0.0211979207, -0.0388836153, -0.0394067131, -0.0381861515, 0.0390828885, 0.0376132317, 0.0445380546, -0.0185326133, -0.1100000218, 0.0419972911, -0.0130027207, 0.0754755586, 0.0320584327, 0.0289447531, 0.048872292, 0.0137624582, 0.0230038557, -0.0343500972, -0.011209242, 0.1372011155, 0.0047203363, -0.0096773123, 0.022680033, 0.0556476563, 0.026877271, -0.0077219219, -0.0349977426, -0.066956535, -0.0960507467, -0.0873822644, 0.0459329821, 0.0580887832, -0.0223686639, -0.0086933896, 0.0244112369, 0.030240044, 0.0646150485, 0.0723867938, -0.0143229198, 0.0472531803, 0.0058723972, 0.0426449366, 0.0109290108, 0.0292685758, 0.0218580216, -0.0254325233, -0.0043217856, 0.0227049422, -0.0515126921, -0.0559465699, 0.0465557165, -0.0810552686, -0.0431182161, -0.1553351879, 0.0267029051, -0.0590353385, 0.1044203117, -0.0358944833, 0.0266530868, -0.028371837, -0.0243365094, 0.059334252, 0.006669499, -0.022680033, -0.0400543585, 0.1095018387, -0.0463315323, -0.0116762938, -0.0603804477 ]
802.1125
Fabian Meier
Fabian Meier, Hugo Dil, Jorge Lobo-Checa, Luc Patthey, Juerg Osterwalder
Quantitative vectorial spin analysis in ARPES: Bi/Ag(111) and Pb/Ag(111)
9 pages, 2 tables, 8 figures
null
10.1103/PhysRevB.79.089902
null
cond-mat.other
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The concept of vectorial spin analysis in spin and angle resolved photoemission is illustrated in this report. Two prototypical systems, Bi/Ag(111)(sqrt3 x sqrt3)R30 and Pb/Ag(111)(sqrt3 x sqrt3)R30, which show a large Rashba type spin-orbit splitting, were investigated by means of spin and angle resolved photoemission. The spin polarization vectors of individual bands are determined by a two-step fitting routine. First, the measured intensities are fitted with an appropriate number of suitable peaks to quantify the contributions of the individual bands, then the measured spin polarization curves are fitted by varying for each band the polarization direction and its magnitude. We confirm that the surface states experience a large spin splitting. Moreover, we find that all surface state bands are 100 percent spin polarized, and that for some states spin polarization vectors rotate out of the surface plane.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 10:55:34 GMT" } ]
2009-11-13T00:00:00
[ [ "Meier", "Fabian", "" ], [ "Dil", "Hugo", "" ], [ "Lobo-Checa", "Jorge", "" ], [ "Patthey", "Luc", "" ], [ "Osterwalder", "Juerg", "" ] ]
[ -0.0199421272, -0.0010882597, 0.0058074342, -0.0318208151, -0.0882648826, 0.0742485672, -0.0628839955, -0.0296561345, 0.0234326757, -0.036312528, 0.0529264584, -0.0285737924, 0.0037442222, 0.0411289446, 0.0481371023, 0.0324702188, -0.0412371792, 0.0822037756, -0.0671592355, 0.0268826354, -0.0510323606, -0.0623969398, -0.0429418646, 0.0049381792, -0.0173445083, -0.0799308568, 0.0941095203, -0.0250697155, 0.022945622, -0.0367995836, -0.0164380483, -0.04069601, 0.0336066782, -0.0876695961, -0.1982848048, 0.0497064926, -0.1116975546, 0.0115810446, -0.0612604804, 0.0415348224, 0.040073663, 0.0156127643, -0.0687286332, 0.1326949596, 0.0150986519, 0.0604487248, -0.068458043, 0.02789733, 0.0495982617, 0.0023828405, -0.0740320981, 0.0977353603, 0.1237115338, -0.0426442213, -0.0545770265, 0.0830696449, -0.0356901847, 0.0339043215, 0.0148415966, 0.0030609947, 0.1132128313, -0.0803637952, 0.0150174769, 0.0247450136, -0.0947589204, -0.0038051039, -0.0978977084, 0.0268285181, 0.0737074018, -0.0125483871, -0.0252320673, 0.1066646725, 0.0422112867, -0.0017029954, -0.0526288152, -0.0517088249, -0.0176827405, -0.0421571694, -0.0316043459, 0.0193197802, -0.0434289202, -0.0160457008, 0.0419948176, -0.0362042934, -0.0901589766, -0.0483535677, 0.0293855481, -0.0217415169, -0.098005943, -0.0401007198, -0.001533034, -0.0212274063, -0.0812837854, 0.0161674637, 0.0587710962, 0.0314419977, 0.0235003214, -0.0712721348, -0.045891244, 0.0843143389, 0.0081987306, 0.0282220319, 0.0134142591, 0.0175339188, 0.0741403326, -0.0191168413, 0.0296020173, 0.0514923558, -0.0387477949, -0.0405336581, 0.0945965722, -0.0717050657, -0.036312528, 0.0520876423, -0.0615310669, -0.0507347174, -0.1168927923, -0.1224127263, -0.015599235, 0.0175880361, -0.0713803694, 0.1347514093, 0.0418054089, -0.1011988521, 0.102930598, -0.0283032078, -0.0274102762, -0.1649487168, 0.0340937302, -0.0371242836, 0.1076928973, -0.0486241542, -0.0419407003, -0.0374489874, -0.0335796177, -0.0024217372, 0.1723086387, 0.0296290759, -0.0240279622, 0.0155721763, 0.0085301977, 0.1149445772, 0.0853966773, 0.0149363009, 0.0128866183, -0.0081107905, -0.0255838279, 0.0580675751, 0.1241444722, -0.046215944, -0.0489488542, -0.0133533776, -0.0055436133, 0.0118583944, 0.0026077644, -0.1698192507, 0.1109399199, 0.0593663864, 0.0103431176, -0.0382877998, 0.0894554555, 0.0134074949, -0.0164109897, -0.0652110279, 0.0243797228, 0.0257867668, -0.1133210659, -0.0174662732, -0.0110669332, -0.065373376, -0.1178668961, -0.1262009144, -0.0356090069, 0.0098087117, 0.0882107615, 0.0104919393, -0.0219038688, -0.0337149128, -0.0973565429, 0.0149633596, -0.0580134578, -0.0188462567, 0.0103701763, -0.0406418927, -0.0186568461, 0.0795520395, -0.0021579168, 0.0809049606, -0.0217415169, 0.0815543681, 0.0139757236, 0.098005943, 0.0587169789, 0.0850719735, -0.0345266685, -0.0595828518, 0.0531158671, 0.0864790156, 0.0112157548, -0.0193738975, 0.0529535152, 0.0219850447, 0.05398174, -0.0412371792, -0.1665722281, 0.0077928528, 0.0606110767, -0.0844225734, -0.0582840443, -0.0046946527, 0.0756014958, -0.0173174497, 0.0616393015, -0.0125416219, -0.0455394834, 0.0259491168, -0.0169386305, 0.0253267717, 0.0510323606, 0.1064482033, -0.1410289854, 0.0013089557, 0.0423195176, 0.1533676684, 0.0065718372, 0.134426713, 0.0555781908, -0.0145710111, 0.0811755508, -0.0950295106, -0.032930214, 0.0313067026, -0.0038761324, 0.0306302402, -0.0288714375, -0.0102551775, -0.0316043459, 0.0497064926, -0.1003329754, -0.0408313014, -0.1046623439, 0.0128798541, 0.09616597, 0.0279514473, -0.045972418, 0.0136510218, -0.0415889397, 0.0376925133, 0.088102527, -0.0200638901, -0.0853966773, 0.0138201369, -0.047460638, 0.021295052, -0.0420218743, 0.0234326757 ]
802.1126
George Molchan
G. Molchan, V. Keilis-Borok
Earthquake Prediction: Probabilistic Aspect
21 pages, 1 figure
null
10.1111/j.1365-246X.2008.03785.x
null
physics.geo-ph physics.data-an
http://creativecommons.org/licenses/by/3.0/
A theoretical analysis of the earthquake prediction problem in space-time is presented. We find an explicit structure of the optimal strategy and its relation to the generalized error diagram. This study is a generalization of the theoretical results for time prediction. The possibility and simplicity of this extension is due to the choice of the class of goal functions. We also discuss issues in forecasting versus prediction, scaling laws versus predictability, and measure of prediction efficiency at the research stage.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 10:56:59 GMT" } ]
2009-11-13T00:00:00
[ [ "Molchan", "G.", "" ], [ "Keilis-Borok", "V.", "" ] ]
[ 0.0288485326, -0.0261643659, 0.0192407165, 0.077564925, -0.0265657362, 0.0413412005, 0.0995901525, 0.0064219343, -0.0864954293, -0.0344426408, 0.0210719723, -0.0856926888, -0.0438999422, -0.0372773223, -0.0092315301, 0.0898569077, 0.0265406501, -0.0038349736, -0.0322351009, 0.0403879471, -0.0665773973, -0.088652797, 0.0291746464, 0.0062149772, 0.0195542891, -0.0223387983, 0.0071995906, 0.1559325904, 0.1031523198, 0.0327117294, 0.0404632017, -0.0369010381, -0.0466091968, -0.0790700689, -0.0304289311, 0.0101659717, -0.0584496371, 0.1032526642, -0.0111317709, 0.070942305, -0.0140479812, -0.0603561476, 0.0061365846, 0.106463626, -0.0979344994, -0.0190525744, -0.0211848579, 0.0156032937, -0.0275440775, 0.1066643149, -0.0645705462, -0.0546366125, 0.0206956863, -0.0925661623, 0.1023495793, -0.1505140811, -0.0366752669, -0.0047537363, 0.0276695061, 0.0153775224, -0.070591107, -0.1023997515, 0.0088803312, 0.1523202509, -0.0060675992, -0.0866961107, -0.0799731538, 0.0046251724, 0.0128564117, 0.0338656679, -0.054335583, -0.021209944, 0.1860354096, 0.0217743702, 0.0158917792, -0.0414164588, 0.0438246839, 0.0728488192, -0.0610585473, 0.0617609471, 0.022489313, 0.0805752054, 0.0561417527, -0.0109812571, -0.0193786882, -0.030780131, 0.0317584723, -0.0935194194, -0.0874486864, -0.0923153087, -0.0495191328, -0.0618612878, -0.0098461295, 0.0719959065, 0.0522283874, -0.0748556703, 0.1239232644, -0.0549376421, 0.0599547774, -0.1553305387, -0.0559410676, -0.018237289, 0.0532819852, -0.0768625289, 0.1026004329, 0.0605568327, -0.0520277023, 0.0432728007, -0.0609080344, 0.0165440068, -0.0889036506, 0.0182874613, -0.1590432227, 0.0817291513, 0.0030353675, -0.1060622558, 0.0067543196, -0.072798647, 0.0157161783, 0.0449033678, -0.0407642312, -0.0206204299, 0.0723972768, 0.0247093961, 0.0549376421, -0.0587004945, 0.0110063422, -0.1163975596, -0.0515761599, 0.037377663, -0.0004860351, 0.0139225526, 0.0816288069, -0.0212852005, -0.0570950098, -0.068132706, -0.0410903469, 0.0312065873, 0.0408394895, 0.047186166, 0.0969812423, 0.0246717669, -0.0219875984, 0.0926665068, -0.052128043, 0.033715155, -0.0317584723, -0.0205828007, 0.0618111193, -0.008842703, 0.0057822494, 0.006077006, 0.0077765612, 0.073149845, 0.118705444, -0.0978843272, -0.0523287319, 0.0057446207, -0.0437494256, -0.0065975343, -0.0251233093, 0.0444518253, 0.0117589133, -0.0014722159, 0.1275355965, 0.1186050996, -0.123220861, -0.0101283435, -0.0840370283, -0.0229659416, -0.059352722, -0.0640186593, -0.0150263226, -0.0046345796, -0.0013287571, -0.0421690308, 0.0234551113, -0.0645705462, -0.0379295498, -0.023028655, -0.0197298881, 0.1111797392, 0.015114123, -0.0307299588, -0.0249100812, 0.0329124145, -0.0610083751, 0.1025000885, 0.0426707417, -0.0004127378, -0.0343673825, 0.0300024748, 0.0864954293, 0.0730495006, -0.0330629274, -0.0991887823, 0.0112258419, 0.0249226242, 0.048114337, -0.048114337, -0.0384563506, 0.0881009102, 0.1163975596, -0.0701897368, -0.0169077497, -0.01806169, -0.0000687896, 0.053633187, -0.0768123567, 0.071293503, 0.0263399649, -0.0582991205, 0.039083492, -0.0130570969, -0.0431724563, -0.0640688315, -0.075357385, 0.136064738, -0.0578977503, 0.0975833014, -0.1207122952, -0.0262897927, 0.0590015203, 0.0048101791, -0.0800233185, 0.0643698573, 0.062262658, -0.0591520369, 0.0481895916, 0.0181745756, -0.075006187, -0.0516765043, 0.0001354235, 0.0235303678, -0.0054686782, 0.0089179594, 0.1089721993, 0.023593083, -0.0835353136, -0.0415168032, 0.0078141894, 0.1202105805, -0.0672797933, -0.0490675904, 0.0000810875, 0.0640688315, -0.0974829569, -0.0218747128, -0.0472614244, 0.1018980369, -0.0098900292, -0.0825318918, 0.033890754, -0.0277698487, -0.0298017897, -0.0241073389 ]
802.1127
Graham Marshall
Graham D. Marshall, Peter Dekker, Martin Ams, James A. Piper, and Michael J. Withford
A Directly-Written Monolithic Waveguide-Laser Incorporating a DFB Waveguide-Bragg Grating
6 pages, 13 references, 4 figures
null
10.1364/OL.33.000956
null
physics.optics
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We report the fabrication and performance of the first C-band directly-written monolithic waveguide-laser. The waveguide-laser device was created in an Erbium and Ytterbium doped phosphate glass host and consisted of an optical waveguide that included a distributed feedback Bragg grating structure. The femtosecond laser direct-write technique was used to create both the waveguide and the waveguide-Bragg grating simultaneously and in a single processing step. The waveguide-laser was optically pumped at approximately 980 nm and lased at 1537nm with a bandwidth of less than 4 pm.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 11:18:48 GMT" } ]
2011-05-31T00:00:00
[ [ "Marshall", "Graham D.", "" ], [ "Dekker", "Peter", "" ], [ "Ams", "Martin", "" ], [ "Piper", "James A.", "" ], [ "Withford", "Michael J.", "" ] ]
[ 0.0380989723, 0.0443887822, 0.0293124411, -0.0627540722, 0.0019925737, 0.0335616656, -0.0355542377, -0.0019700674, -0.0813354254, 0.0137319546, 0.0826317966, 0.0216782428, -0.0598732419, -0.0471015647, 0.0930507928, 0.0057886671, -0.1052463055, -0.0128436983, 0.0192535445, -0.0122915395, 0.0102089401, -0.0485659838, -0.0904100388, 0.0274158958, -0.1380877644, -0.0692839548, 0.0366585553, -0.0554559678, -0.0332255661, 0.0126276361, 0.0588169359, -0.0622739345, -0.0144401584, -0.0586248823, -0.0624179728, 0.1324221343, 0.0785026029, 0.0307048429, 0.0172969811, 0.1054383665, -0.0577126183, 0.014164079, -0.0443647765, 0.020441886, -0.0175970681, 0.0090085939, -0.038435068, 0.1960884631, 0.0536314435, -0.0636663362, -0.0099748727, 0.0395393856, -0.02243446, -0.0349780731, -0.1065906957, 0.0505105443, -0.003444992, -0.0132638197, -0.0309929252, 0.0183772929, -0.001121573, -0.0102149416, -0.0187734067, -0.0977081358, -0.0614096858, -0.0837841257, -0.0179691743, 0.1121602952, 0.0614096858, 0.064098455, 0.0657789409, 0.031160973, -0.0586728975, -0.0435005277, -0.0206099357, -0.0790307596, -0.0296005234, -0.0147882588, -0.0119794495, 0.0088225408, -0.0092606666, -0.067747511, -0.0975160822, -0.0381709933, 0.0137439575, -0.0829198807, 0.0869530365, -0.042108126, -0.0584808402, -0.0647226349, 0.0454210788, -0.0375708193, -0.0001759257, 0.0781184956, 0.0033729712, -0.0171169285, -0.0498863645, 0.0065118754, 0.0884894803, 0.027559936, 0.1136967391, -0.0808072686, -0.0202858411, -0.0270077772, 0.1097596064, -0.0530072637, -0.0593450889, -0.0048163868, 0.0113432668, 0.006427851, 0.0658749714, -0.0095967632, 0.0302006975, 0.0536794588, 0.0397794545, -0.070580326, 0.0329374857, -0.0406196974, 0.0589129664, 0.0236107986, -0.075045608, 0.1332863867, 0.0128677059, -0.1048621982, 0.1202266216, -0.0161926635, 0.1491309404, -0.1377996802, -0.0208860151, -0.0373307504, 0.0283521637, -0.0386751369, 0.0427083001, -0.0506065749, -0.0092186546, -0.0344739258, -0.0176450815, 0.0450849831, 0.0164087247, 0.0529112369, 0.0826798081, -0.0433084704, 0.135398984, -0.0849844739, 0.0534393899, 0.0613136552, -0.059633173, 0.0368986242, 0.0160606243, -0.0552158989, -0.0598732419, -0.0142481029, 0.0563202202, -0.0758138299, 0.0618898235, -0.0816715211, 0.0548317917, 0.117345795, 0.032145258, -0.1249319762, 0.073269099, -0.0155204693, -0.0367305763, 0.0818155631, -0.0351221152, -0.0160366185, -0.0243310072, 0.096171692, -0.1143689379, 0.0508466437, -0.0259994864, -0.0476537235, -0.0365625285, 0.0684197024, 0.1304055601, -0.0253032874, 0.0084504336, -0.1405844837, -0.0731250569, -0.0509906821, -0.0233827326, -0.0384110622, 0.0676034689, 0.0546397343, -0.0629941374, -0.0229986235, 0.0950193629, 0.0274639092, -0.0644825697, -0.0599212572, -0.1003488973, 0.0980442315, 0.0507026017, 0.0079943025, -0.0169128701, -0.0934349075, 0.0801830888, -0.0318811797, 0.110719882, -0.0746615008, 0.0575205646, -0.0580007024, -0.0074001309, -0.0305127874, 0.0190734919, -0.0214741845, -0.0291443933, -0.0297445655, -0.0226385184, 0.0144881718, 0.0422041528, 0.0970359445, 0.1230114251, 0.0040181573, -0.0676034689, -0.122723341, -0.0442207344, 0.0069379979, 0.1149450988, 0.068659775, -0.0351461209, 0.0271278117, 0.0544476807, 0.085272558, -0.0024907172, 0.0697640926, -0.0256153774, -0.0586248823, 0.0249191765, 0.0001743314, 0.0171049256, 0.0127956849, 0.0575685762, 0.0328894705, 0.0194696058, 0.0693319663, 0.0968438908, -0.0434765182, 0.0792228132, -0.1141768768, -0.1316539049, -0.0236228034, 0.0699561462, -0.0270077772, -0.0132518159, 0.0039701434, -0.0356982797, -0.0017915159, 0.0185093302, 0.0733171105, 0.032457348, -0.0252312664, -0.0926666856, 0.0889696181, 0.0145241823, 0.1433692873 ]
802.1128
Manuel J. Vicente Vacas
M. J. Vicente Vacas, L. Alvarez-Ruso, L. S. Geng, J. Nieves, M. Valverde, S. Hirenzaki
Nuclear effects in neutrino induced reactions
To appear in the proceedings of Chiral Symmetry in Hadron and Nuclear Physics (Chiral07), Osaka, Japan, November 13-16, 2007
Mod.Phys.Lett.A23:2321-2324,2008
10.1142/S0217732308029290
null
nucl-th
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We discuss the relevance of nuclear medium effects in the analysis of some low and medium energy neutrino reactions of current interest. In particular, we study the Quasi-Elastic (QE) process, where RPA correlations and Final State Interactions (FSI) are shown to play a crucial role. We have also investigated the neutrino induced coherent pion production. We find a strong reduction of the cross section due to the distortion of the pion wave function and the modification of the production mechanisms in the nucleus. The sensitivity of the results to the axial $N\Delta$ coupling $C_5^A(0)$ has been also investigated.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 11:24:48 GMT" } ]
2008-11-26T00:00:00
[ [ "Vacas", "M. J. Vicente", "" ], [ "Alvarez-Ruso", "L.", "" ], [ "Geng", "L. S.", "" ], [ "Nieves", "J.", "" ], [ "Valverde", "M.", "" ], [ "Hirenzaki", "S.", "" ] ]
[ -0.0257456861, 0.0737150609, 0.0701800659, -0.0188966319, -0.0185847208, 0.0752226338, 0.030125441, 0.0895185694, 0.0144259017, -0.0476964489, 0.0743908659, 0.0569758154, -0.1952565312, 0.0756385103, 0.0228735022, 0.0404705033, 0.0182468165, 0.0088959727, 0.0651374981, -0.0151666915, -0.066229187, -0.0685165375, 0.0308792274, -0.0673728585, -0.039118886, -0.0472285822, 0.0354799218, 0.0303073898, 0.0828644559, 0.007505368, 0.063681908, -0.0381051749, -0.0671649203, -0.0976802483, 0.0002252016, 0.1111444235, -0.0387030058, -0.0237832442, -0.142647475, -0.0059880489, -0.039118886, -0.0595230907, -0.0838001966, 0.0128143597, -0.0708558708, 0.0106829647, -0.0270063281, -0.0623822771, 0.0113392789, 0.0210670158, -0.011267799, -0.0128273563, 0.02365328, -0.0124764554, -0.0007939932, -0.0119436067, 0.0891546756, -0.0603548549, 0.0026041353, 0.0026236298, -0.0541166253, -0.0891546756, 0.1033466384, 0.0879070237, -0.0460329242, -0.0022223687, 0.0226135757, 0.018051872, 0.0576516204, -0.0870752633, 0.0002516004, -0.0206771251, -0.0128598465, -0.0303073898, -0.0132757286, -0.0249529108, 0.0136851119, -0.0814088732, -0.0443174094, 0.0374293663, 0.0217818115, 0.0487621464, -0.060874708, -0.0237962399, -0.0014523374, 0.0246409997, -0.0433556847, 0.0187276788, -0.0950809866, 0.0919618756, -0.0375853218, 0.0171421301, -0.0441614538, 0.0540646426, 0.0450971872, -0.0147897983, 0.1435832083, -0.0188966319, 0.040028628, 0.088270925, 0.0138280718, 0.0013093781, 0.0831763744, -0.0606147796, 0.1610502452, -0.0264994726, 0.0098252092, -0.0911820978, -0.0211839825, -0.0422639921, 0.1866269857, -0.0343362466, -0.0816168115, 0.0199233405, -0.1493015885, -0.0223016646, -0.0283579435, -0.0819807127, 0.0384950638, 0.1001235545, -0.0365196243, 0.0267723948, 0.0682046264, 0.0635259524, 0.0548964031, -0.0859315917, 0.1207097098, -0.0544805229, -0.0416401699, -0.0341283046, 0.140672043, -0.0175060276, -0.0190006029, -0.0143479239, -0.1408799738, 0.1161350086, 0.0716876313, -0.012314002, 0.0395087749, -0.0249269195, 0.1132238358, 0.0402625613, 0.0788615942, 0.0617064685, -0.0326987095, -0.0196114294, 0.0045584552, 0.0106309801, 0.2118918002, -0.0621743388, 0.0068230615, -0.0506336167, -0.0383650996, 0.0085125817, -0.0770421103, -0.1053220779, 0.0577555932, 0.0255507417, 0.0389889255, -0.0667490363, -0.0195464473, 0.0244850442, -0.1117682457, -0.0182858054, 0.0662811697, 0.0213659294, -0.0904543027, 0.0232373979, -0.1331861615, -0.0515693501, -0.0026544959, -0.0597310327, -0.0358698107, 0.0461888798, 0.1186302975, 0.0364416465, 0.0046494291, -0.0769901276, -0.0286438633, 0.0813568905, 0.007908253, 0.0786536559, -0.0610826463, -0.019208543, -0.0487621464, -0.0098836925, -0.092793636, 0.0837482065, -0.0999156162, -0.0410163477, 0.0326467268, 0.0109363934, -0.0318149626, 0.1165508926, -0.0205081739, -0.0826045349, -0.0365976021, 0.1252844036, -0.0037071968, 0.0618104413, 0.0142309573, -0.0161674079, 0.0871792361, -0.0455390625, -0.0108389212, -0.0875951126, 0.1445189416, -0.0078562684, 0.0265254639, 0.008467095, 0.0459289514, 0.0963806212, 0.1183183864, -0.0517253056, -0.0938853249, -0.0107934335, -0.0236792732, 0.0686724931, 0.084320046, 0.0712197646, -0.0996037051, 0.0157125369, 0.0312951095, 0.0028835558, 0.0521151945, 0.0264474861, 0.027604159, -0.0408603922, 0.034180291, -0.069348298, 0.0095262937, 0.031840954, 0.0156345591, 0.0657093301, -0.0758984387, -0.026343517, 0.0335304737, -0.0561440513, -0.0537007451, -0.0226915535, -0.0488401242, -0.0345441848, 0.0194164831, 0.0453831069, -0.0441094674, 0.0455910489, 0.005354479, -0.007505368, 0.1000715718, 0.0154526103, 0.0514653809, 0.039820686, 0.005438955, 0.0015546833, 0.0015790514, -0.0319969095 ]
802.1129
S. Mignemi
S. Mignemi
Doubly special relativity in de Sitter spacetime
18 pages, plain TeX
Annalen Phys.522:924-940,2010
10.1002/andp.201000105
null
gr-qc
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We discuss the generalization of Doubly Special Relativity to a curved de Sitter background. The model has three observer-independent scales, the velocity of light $c$, the radius of curvature of the geometry $\alpha$, and the Planck energy $\kappa$, and can be realized in a noncommutative position space. It is possible to construct a model exhibiting a duality for the interchange of positions and momenta together with the exchange of $\alpha$ and $\kappa$.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 11:31:26 GMT" } ]
2010-11-29T00:00:00
[ [ "Mignemi", "S.", "" ] ]
[ 0.1107148379, 0.0303933024, -0.0144862905, -0.0126342783, 0.000373217, 0.1166006848, -0.0211586095, -0.0109915677, -0.0569811016, -0.0354165696, -0.0363045223, -0.0424440689, -0.0935646892, 0.0015237877, 0.087475881, 0.0458436534, -0.0080486443, 0.0098879719, 0.1535394639, 0.1121355593, 0.0324482769, -0.0663172752, 0.1179199293, 0.0367358103, -0.008302344, -0.0787993297, 0.0336152986, 0.0292516518, 0.1125414819, -0.0037928203, 0.0122600701, -0.0468838252, -0.0712898001, -0.0604821667, -0.1245161369, 0.1894634217, -0.0246089343, 0.1098015159, -0.0388922654, 0.0334377065, -0.0706301779, 0.0808289349, -0.0821481794, 0.0991460979, -0.0123996055, -0.0907232463, 0.0045380653, 0.049116388, 0.0823003948, 0.022515906, -0.0426723994, 0.0030840449, 0.0116004487, -0.0319916159, -0.0422918499, 0.0408964977, 0.0840255618, -0.0430275798, 0.0164905228, -0.1094970778, 0.0175560657, -0.0628162101, -0.0460212454, 0.0241142195, -0.017911246, 0.0045792917, -0.0207907446, 0.0699198171, -0.0165920034, 0.1028501242, -0.0402115062, 0.0774800926, 0.0057367994, 0.0402368754, 0.0353150889, -0.0804230124, 0.0032505358, 0.1713999659, 0.0268922374, 0.0983342603, 0.0117019294, 0.0362284109, -0.0174799543, 0.0247611552, -0.026232617, 0.0362791531, 0.0125454832, 0.0304186735, -0.0263340976, 0.0395518877, 0.08701922, 0.082960017, -0.0955942944, 0.0192685425, 0.1113237143, -0.0289218407, 0.0858521983, -0.0225032214, -0.0339958481, 0.0410487168, -0.0645413697, 0.033057157, 0.0386385657, -0.041885931, 0.1388248354, 0.0413277894, 0.0656576529, 0.0304947831, -0.0639324933, -0.0190021563, -0.001569771, 0.0422157384, 0.0237463526, 0.0164397825, -0.0629684255, -0.0540889166, -0.0972687155, -0.083416678, -0.0547485389, 0.0294038709, -0.0276025981, -0.0100972746, 0.0390952267, -0.1122370362, -0.0055814078, -0.1101059541, -0.0355180502, -0.1325330734, -0.1112222373, 0.0388668962, 0.0630191714, -0.0634758323, -0.0076046684, -0.0873236656, -0.0391205959, 0.0368880332, 0.0196998324, -0.0996534973, 0.0451840349, 0.0772771314, -0.017429214, 0.0390191153, 0.0750445649, -0.0050518084, 0.1098015159, 0.1066556275, -0.0538859554, 0.0253066104, 0.1002623811, -0.0378267244, -0.119543612, -0.0071733776, 0.078088969, -0.0064281328, -0.0716449842, -0.061294008, -0.0035930313, -0.0060666096, 0.0860551596, 0.0643891543, -0.055966299, 0.0842285156, -0.0418351889, -0.0370909907, 0.0014127939, -0.058249604, -0.1040171459, -0.0493700914, -0.0456153229, -0.0949854106, -0.0287188813, -0.0612432659, -0.1213702485, -0.0276025981, 0.140042603, 0.0366343334, 0.0383341238, -0.0928543285, -0.0427992493, 0.0274757482, 0.043052949, 0.0643384084, 0.0383341238, 0.02790704, 0.024279125, 0.053530775, -0.1095985547, 0.0824526176, 0.0201311242, -0.0196744632, -0.0415814891, 0.1707910746, 0.0385370851, 0.0682961345, -0.0005038331, -0.0806259736, 0.0033932424, -0.0075729559, -0.035492681, -0.004683943, 0.0618014075, 0.0434335023, 0.0601269864, -0.0429007299, -0.011105733, -0.0160846021, 0.078088969, 0.036101561, -0.0387907848, 0.0731164441, 0.0389176346, -0.0071670352, -0.001501589, 0.061750669, -0.0436110906, -0.0128435809, -0.0761101097, -0.0610403046, -0.0644906312, 0.0911291689, -0.0769219473, 0.0869177431, 0.0217674915, 0.0309768133, 0.0856492445, -0.0178605057, 0.0463003144, -0.0275772288, -0.0509937704, 0.0007119466, 0.0252431855, 0.0401100256, -0.0893025249, 0.0241776444, 0.0363298915, 0.0954420716, -0.0488119498, -0.0066532921, -0.1174125224, -0.0621565878, -0.0049598422, 0.0671798512, -0.068702057, 0.0154884066, -0.0000765561, 0.0207273196, -0.0033234747, 0.05063859, 0.0268161278, 0.0183298513, 0.0167061687, 0.063831009, -0.0055750655, -0.0521607921, -0.0931587741, 0.0560170375 ]
802.113
Dimitar Mekerov
Dimitar Mekerov
On Riemannian almost product manifolds with nonintegrable structure
12 pages
J. Geom., 89 (2008), 119-129
null
null
math.DG
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The class of the Riemannian almost product manifolds with nonintegrable structure is considered. Some identities for curvature tensor as certain invariant tensors and quantities are obtained.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 11:42:13 GMT" } ]
2009-07-14T00:00:00
[ [ "Mekerov", "Dimitar", "" ] ]
[ 0.0330461524, 0.0845769718, 0.017341407, 0.0017660316, 0.0522288047, -0.0419033878, -0.0440454893, 0.0381005518, -0.0278232712, 0.0073890523, -0.0472466126, -0.0599307492, 0.0005731329, 0.0448397547, 0.0728796422, 0.0528545901, -0.017762607, 0.0115709668, 0.0159333963, 0.1588525921, 0.0124073504, -0.0416627005, 0.0687879845, 0.041951526, 0.0404592752, -0.0775008127, -0.0584866367, 0.0172932707, 0.0825552121, -0.0033906605, -0.0327091925, -0.0460431837, -0.0111618014, -0.1000289917, -0.0799076706, 0.1026284024, 0.0293636601, 0.0106322924, 0.0144291101, 0.0836623609, 0.0153798191, 0.120342873, -0.095841065, 0.0282324385, -0.0010086237, -0.0192668941, 0.0530952737, 0.0465245545, 0.0593531057, -0.0694619045, -0.0823626593, -0.0543468408, 0.0332627706, -0.0792337433, 0.0205064248, 0.0296284147, -0.0538173318, 0.0170164816, -0.0483296961, -0.0816406012, 0.0644556433, -0.133628726, 0.0236473735, -0.0109451842, -0.1616445482, 0.0175219215, -0.0813999176, 0.0115649495, -0.0446712747, -0.0145855565, -0.0072205723, -0.0613748655, -0.0037246118, 0.0964668468, 0.0043804804, 0.0306392945, -0.049533125, 0.1607780755, -0.0269086659, 0.0167035908, 0.1090787798, 0.0438770093, 0.0702321008, 0.0236955117, 0.0203379449, -0.0776452199, -0.1044576094, -0.0736498386, -0.0144411447, 0.010349487, 0.0595456548, -0.0316983126, -0.0118417386, 0.0473669544, 0.0850583389, -0.121016793, -0.0101870243, -0.0115468986, 0.0261866096, 0.0596419275, -0.056464877, 0.011173836, 0.0548763499, -0.0157288127, 0.1167807207, 0.022010712, 0.0250072479, -0.1034948677, -0.1265044212, -0.0261144023, 0.0100486297, -0.024080608, -0.0222273283, 0.0219385047, 0.0313854218, -0.004215009, -0.0684991628, -0.020891523, -0.1485512406, 0.0009033237, 0.0136589156, -0.0689323992, 0.0501107723, -0.0181717742, 0.0500144958, -0.0877058879, -0.0641668215, 0.0057433634, -0.0627227053, -0.0535766482, 0.1060942784, -0.0023301388, 0.0193511341, -0.052469492, 0.0094108125, 0.0133941621, 0.0635891706, 0.0375469774, 0.0475835726, 0.000084334, -0.0091340244, 0.0246101171, 0.0631078035, 0.0373303592, 0.1062868237, 0.0227809064, 0.0068775951, 0.027967684, 0.1499953568, -0.0556946807, -0.0387022682, 0.0226003919, 0.089246273, 0.0267161168, -0.0706653371, -0.0193752032, 0.0349957086, 0.0350919813, 0.1170695424, -0.0241528135, 0.03143356, 0.1377685219, 0.0802927613, -0.0286416039, 0.0496294014, 0.0238519572, -0.1102340743, -0.0218301974, 0.0149465846, -0.0510735139, -0.0006178854, -0.0732166022, -0.0877058879, -0.017762607, 0.0156084709, 0.0236714426, 0.007467275, -0.0562723279, -0.0093506407, -0.0152113391, 0.0866468698, 0.0255848952, 0.0280158203, -0.0728796422, -0.0622894689, 0.094445087, -0.0968038067, -0.0275344495, 0.0326610543, 0.1011842862, -0.0305670891, 0.1189950332, 0.0417108387, 0.1116781831, -0.0136348475, -0.104265064, 0.0937230289, -0.0495812632, -0.0005099529, 0.0287138093, 0.0485222451, -0.0784154162, 0.0489795506, 0.0346587487, 0.0169803798, -0.052469492, -0.0033365062, 0.1131222993, -0.1731974632, 0.0067933551, -0.0202657394, -0.071676217, 0.0165952817, 0.1569271088, 0.0403870679, 0.0528545901, -0.0328295343, 0.1183211133, 0.1082123071, 0.1389238089, -0.0705690607, 0.0466208272, 0.0169803798, -0.027269695, 0.0615192764, 0.0210961048, 0.0370656028, -0.0862136334, 0.0005306369, -0.0215534084, 0.0546838008, -0.0540580191, -0.0708578825, 0.0303264037, -0.0359343812, 0.0438288748, 0.004383489, -0.0487388633, -0.0720613152, -0.0791374743, 0.0379561409, 0.0211923793, -0.0239723008, 0.0024414561, -0.0555502698, 0.0665736794, -0.0851546153, 0.0242129862, -0.0462116636, -0.1274671704, 0.0053703007, 0.0848176554, 0.0787523761, 0.0531434119, -0.0906422511, 0.0898720548 ]
802.1131
Alessandra Imperio
A. Imperio, L. Reatto, S. Zapperi
Rheology of colloidal microphases in a model with competing interactions
Submitted to Phys. Rev. E. Animations of the shear of the microphases can be found at http://pil.phys.uniroma1.it/~zapperi/Supplementaryanimations.html
null
10.1103/PhysRevE.78.021402
null
cond-mat.soft
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We study the rheological properties of colloidal microphases in two dimensions simulating a model of colloidal particles with competing interactions. Due to the competition between short-range attraction and long-range repulsion, as a function of the density the model exhibits a variety of microphases such as clusters, stripes or crystals with bubbles. We prepare the system in a confined microphase employing Monte-Carlo simulations and then quench the system at T=0. The resulting configurations are then sheared by applying a drag force profile. We integrate numerically the equation of motion for the particles and analyze the dynamics as a function of the density and the applied strain rate. We measure the stress-strain curves and characterize the yielding of the colloidal microphases. The results depend on the type of microphase: (i) clusters are easily sheared along layers and the relative motion is assisted by rotations. (ii) Stripes shear easily when they are parallel to the flow and tend to jam when are perpendicular to it. Under a sufficiently strong shear rate perpendicular stripes orient in the flow direction. (iii) Crystals with bubbles yield by fracturing along the bubbles and eventually forming stripes. We discuss the role of dislocations, emitted by the bubbles, in the yielding process.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 11:46:59 GMT" } ]
2009-11-13T00:00:00
[ [ "Imperio", "A.", "" ], [ "Reatto", "L.", "" ], [ "Zapperi", "S.", "" ] ]
[ 0.110846363, 0.0700430796, 0.0205544606, -0.0081313653, -0.0475783534, 0.006338899, 0.0194210354, -0.0004361774, -0.0348687209, -0.0278644115, -0.0033397814, 0.0010219922, -0.0946473032, 0.0603134595, 0.0081186295, 0.0490301587, 0.0296473261, 0.0229231901, 0.1020846069, 0.1183855459, 0.0389694236, -0.0764106363, -0.0127032679, 0.0109903961, -0.059549354, -0.0373393297, 0.0873628259, 0.0117226653, 0.0273804776, -0.0738636106, 0.0904701874, -0.025597563, -0.0127987815, -0.0479858778, -0.1114576459, 0.1015752032, 0.032321699, 0.1160422862, -0.0966849253, 0.0457954407, -0.0168485455, 0.0549137741, -0.0683620498, 0.1002507508, -0.017612651, 0.0583267845, 0.0484952815, 0.0359639376, 0.1057523191, 0.0629114211, -0.0984168947, 0.0561363474, 0.0540477894, -0.1119670495, -0.042280551, 0.0096595781, -0.0169376899, 0.0130789531, -0.0591418296, -0.0438597053, -0.0199304409, -0.1417162567, -0.0031662656, 0.0250626877, -0.1270454079, -0.0827781856, -0.0873118863, 0.0224519912, 0.0328056328, 0.0772766247, -0.0057912893, -0.0688205138, 0.0277370606, 0.0327292234, -0.0897570252, -0.0959717557, -0.0126586948, 0.0378487334, -0.0401155837, 0.0504310168, 0.014709047, -0.0477821156, 0.0277370606, -0.0333659761, -0.0227958392, -0.0773275644, 0.0882797539, -0.0000424338, -0.0869043618, -0.0489792153, -0.0445728712, 0.0743220747, -0.0665281937, 0.0214204472, -0.0575626791, -0.1232758239, 0.0962774009, -0.0448785126, 0.0446238108, 0.0451586843, 0.0101498794, -0.0579701997, -0.0219935272, -0.0589380711, 0.1785971224, 0.025024483, -0.0701449588, 0.0265909005, -0.0356328264, 0.0365497544, 0.136927858, -0.0276351795, 0.0052500474, -0.0444455184, 0.0250499528, -0.0342574343, -0.0658659637, -0.0351998322, -0.0366006941, 0.0351998322, -0.1044278666, 0.0302586108, 0.0418984964, -0.0076856362, 0.0371355675, -0.017612651, 0.1069748849, -0.0071189241, -0.1027468294, 0.0100034252, 0.0587343089, -0.0174343605, -0.0359384678, -0.0664263144, -0.0637264699, -0.0695336759, 0.052723337, 0.0784482509, 0.0715203509, -0.0117672374, 0.0036836294, 0.0463812537, 0.1128839776, 0.0436304733, 0.0833385289, 0.07625781, -0.0572060943, 0.02294866, 0.0254574772, -0.0049348534, 0.0352507718, -0.035556417, 0.0481641702, 0.0612813272, 0.0420767888, -0.1092162654, 0.0432229489, 0.0899098441, 0.0415419154, -0.0564929284, -0.0197139438, 0.007360891, -0.0448785126, -0.0886363387, -0.0083542289, 0.0113979196, -0.0858346149, 0.0653565601, -0.0553212985, -0.0450822748, 0.0018115687, -0.0524176955, -0.1835892797, -0.0256102979, 0.0376449712, -0.005272334, 0.0105000949, -0.1045297459, -0.014951014, 0.0799764618, 0.0169504266, 0.0221845545, -0.0196120627, -0.1399842799, -0.0510932431, 0.0400901139, -0.0446238108, 0.0916927606, -0.0529270992, 0.0809952691, -0.0633698851, 0.073812671, 0.002991158, 0.0430701263, -0.0160589684, -0.1332601458, 0.009672313, 0.1076880544, 0.0354290642, 0.0348687209, 0.0466614291, 0.0023480351, 0.0668338314, -0.0291888621, 0.0260178205, -0.0253428612, 0.0007016247, 0.0480877608, -0.1236833483, 0.0174853001, 0.0516026467, 0.0579192601, 0.0611794479, -0.0620454364, -0.1562852114, -0.0989772454, -0.0432229489, 0.0984168947, 0.053742148, 0.0378232636, -0.0091883792, 0.0892476216, 0.056645751, 0.1501723677, -0.0481641702, 0.0367280431, 0.0293926243, -0.0913361758, -0.002919523, 0.0296473261, 0.0673432425, 0.0900117308, -0.0615869723, -0.0185932536, -0.0142633189, -0.0357856452, -0.0793142393, 0.0202106126, 0.0034639488, -0.089655146, -0.0288322791, 0.0471708328, -0.087617524, -0.0195483882, 0.0445219278, 0.0357856452, -0.07692004, -0.0412872136, 0.009901545, -0.0813518539, -0.0080804247, -0.0693808571, -0.0307170749, 0.1034090593, -0.0319141746, 0.0010466665 ]
802.1132
Lu\'is Gargat\'e
L. Gargat\'e, R. A. Fonseca, R. Bingham, L. O. Silva
Expansion of a plasma cloud into the solar wind
null
null
10.1109/TPS.2008.922424
null
physics.plasm-ph physics.space-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Three-dimensional (3D) hybrid particle-in-cell (PIC) simulations, with kinetic ions and fluid electrons, of a plasma cloud expansion in the solar wind are presented, revealing the dynamics of the expansion, with shock formation, magnetic field compression, and the solar wind ions deflection around the plasma bubble. The similarities of this system with a magnetosphere are also pointed out.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 11:47:57 GMT" } ]
2009-11-13T00:00:00
[ [ "Gargaté", "L.", "" ], [ "Fonseca", "R. A.", "" ], [ "Bingham", "R.", "" ], [ "Silva", "L. O.", "" ] ]
[ 0.0079822, 0.0387477614, -0.0198685899, 0.0200958904, -0.0586698353, -0.0078284387, -0.0176490843, 0.0131766461, 0.0566909984, -0.0470909663, 0.0050741117, 0.0923635438, -0.0424915068, -0.0669060722, -0.0427856594, 0.0822554305, -0.0257115066, -0.1153073534, 0.0209382325, 0.046984002, -0.0690453574, -0.0013370519, 0.1184093133, 0.0250697229, -0.1561676562, 0.0045727175, -0.0379187912, 0.1006532684, 0.0153760966, -0.0317148715, 0.1358444691, -0.0395499952, -0.0623601004, -0.0597929582, -0.1012950465, 0.1379837543, -0.1074989736, 0.094395861, -0.0559422486, 0.0325973257, -0.0095331799, -0.03347978, -0.0524124317, 0.0897429213, 0.055407431, -0.0303778183, -0.0619322434, -0.0048067016, 0.0497918129, -0.0362341069, -0.1263246536, 0.0287733562, 0.0174618978, -0.0136914114, -0.125361979, -0.0017799503, 0.0062774587, 0.0745540112, -0.1264316291, -0.0970164835, -0.0473316349, -0.0608091205, -0.0144267892, 0.0649272352, -0.0391221382, 0.0230106618, -0.017100893, 0.0075142314, -0.0436681136, -0.0268747434, -0.0569049269, 0.0277037155, -0.0712381229, -0.1622646153, -0.0202830769, 0.0294418819, -0.0105225984, -0.0702219605, -0.0191465821, 0.0205772277, 0.043373961, -0.0880849808, 0.0642854571, -0.0324903615, -0.0639645606, 0.0314207189, 0.0674943775, 0.0172747094, -0.0409405269, -0.0548726097, 0.0523054674, 0.019159954, -0.1008137092, -0.0446842723, -0.0507812314, 0.0180100892, 0.0147744231, -0.0493372157, 0.1467548162, 0.0970164835, 0.0642854571, -0.0042484822, 0.0193872526, -0.0363143273, 0.1101730764, -0.0276234914, -0.0465294048, 0.0111175859, 0.0225426946, 0.0285059456, 0.1021507606, 0.0393360667, -0.0923635438, 0.1277152002, -0.0507010072, 0.0244814195, -0.0003887896, 0.0281048305, -0.1184093133, 0.0643389374, -0.0447644964, 0.0361271426, 0.0574932322, 0.0026924883, 0.1013485342, -0.0957863927, 0.0555143952, -0.0507812314, 0.0576001927, -0.0065014148, 0.0125482315, -0.0562631413, 0.0342017859, -0.1067502201, -0.0228502173, -0.0056724427, 0.0572258197, -0.0744470507, 0.0201493725, -0.0467433333, 0.0617183149, 0.1212973446, 0.08214847, -0.0236791894, 0.020309817, -0.0207911562, -0.0432135165, 0.0544447526, -0.0920426473, -0.0524391755, -0.0538029671, 0.0289070606, 0.0049036378, 0.0330519229, -0.0046295421, -0.018705355, 0.0201761127, 0.0482675731, 0.0172345992, -0.0785116851, -0.1086220965, 0.0084902793, -0.0819880217, 0.008744319, -0.055407431, 0.0169270765, 0.0292012133, -0.0269014835, -0.1216182411, -0.0309661217, -0.0732169598, -0.1115636081, -0.1541353464, 0.1342400014, 0.1265385896, 0.0795813277, 0.0543377884, -0.076907225, -0.0131097939, -0.001534267, 0.0480803847, 0.043427445, 0.047759492, -0.0356725454, -0.0733239278, -0.0023247988, -0.0309126396, 0.0289605428, -0.0124947494, -0.0156969894, -0.0392825827, 0.0478664562, -0.036207363, 0.036260847, -0.0878175646, -0.1098521799, 0.0575467125, 0.0503266342, -0.0294953641, 0.0857317671, 0.0746609792, 0.0834855214, -0.0030986178, -0.0654620603, -0.0248290524, 0.0138652278, 0.0520647988, -0.0072133946, -0.0980861261, 0.057760641, 0.144829452, -0.004566032, 0.021112049, -0.0396302156, -0.1387325078, -0.0488826148, -0.0598999225, 0.1132750362, -0.0418229811, 0.0347366072, -0.0337471887, 0.077762939, 0.0364480354, 0.068243131, 0.0398441441, 0.0385338366, 0.0730030313, 0.0043755025, 0.031500943, 0.036207363, -0.0593651012, -0.039041914, -0.0681896433, -0.0502464101, -0.0365817398, -0.1113496795, -0.0237460416, 0.0646598265, 0.0038339961, -0.0300836675, 0.0011657421, 0.1090499535, 0.00068315, 0.0255243201, 0.0230106618, 0.0273293406, 0.0494709201, 0.0033108748, 0.0322496928, -0.1524239182, 0.0327845104, -0.0001984686, 0.0201226305, 0.0007002809, 0.021900909, -0.0233716667 ]
802.1133
Kozlov Gleb Gennadievich
G. G. Kozlov
The algorithm for simulating of phase transition in Ising magnetic
2 figures
null
null
null
cond-mat.stat-mech hep-th
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Simple algorithm of dynamics of Ising magnetic is described. The algorithm can be implemented on conventional digital computer and can be used for construction of specialized processor for simulation of ferromagnetic systems. The algorithm gives a simple way to calculate 1D correlation functions for 1D Ising magnetic.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 11:56:18 GMT" }, { "version": "v2", "created": "Fri, 22 Feb 2008 08:44:14 GMT" } ]
2008-04-07T00:00:00
[ [ "Kozlov", "G. G.", "" ] ]
[ -0.0262995679, 0.0059997402, -0.1163380519, -0.0880042687, -0.0231998041, -0.0765738785, -0.0669355467, -0.0248949882, -0.0112729734, -0.120697096, 0.1090729833, -0.0194098558, -0.0221948009, -0.0077373041, 0.0069442, -0.0209960639, -0.036930792, 0.0082034795, 0.0547302254, 0.0496446751, -0.1224407181, -0.0253066756, 0.0727476105, 0.0005384479, -0.0717305019, -0.0282853562, 0.1259279549, 0.0698900148, 0.012677554, -0.0318452418, 0.0912977681, -0.0109036658, -0.0922664404, -0.0723117068, -0.0830155835, 0.0772035196, -0.0685823038, 0.0394009203, -0.0911040306, 0.0283095725, -0.029689936, 0.0014340953, -0.0948818699, 0.0778331608, -0.0034206391, 0.0226307064, -0.0058332491, -0.0718758032, 0.115563117, 0.0042561227, -0.0206207018, -0.0187560003, -0.0298594553, -0.0455762334, -0.0592345707, 0.0287696943, 0.0726023093, 0.0970613882, 0.0300774071, -0.0182837695, -0.021601487, -0.0710039884, 0.0356715135, 0.0362042859, -0.0669355467, 0.1364865303, -0.0539068505, 0.1129476875, 0.0875199288, 0.0338794626, -0.072941348, -0.120503366, 0.1095573157, -0.0660153106, -0.0402242951, 0.0404906794, -0.0832577497, 0.0398368239, 0.003708215, 0.0671292841, -0.0149418358, -0.0301984921, 0.1477231681, -0.0782206357, -0.0216499213, -0.0355262123, 0.0230787192, -0.1017110348, -0.037076097, -0.1020016447, -0.0812235326, 0.0410234518, -0.0193614233, 0.0394251347, 0.0599610806, -0.042258516, 0.0795283467, -0.0417741761, -0.0102134831, 0.0522601008, -0.0180779267, -0.0060935807, 0.0801579878, 0.0645138621, 0.1612846404, 0.034145847, -0.0324022323, -0.0668386817, -0.1114946753, -0.0183322039, 0.0945912674, -0.054197453, -0.0875683576, 0.026323786, -0.0119752642, -0.1113978028, 0.103067182, -0.0851951018, -0.01436063, -0.0036385914, -0.0747818276, -0.0280916207, -0.0113395704, -0.0096807117, -0.0925086141, -0.0265417378, 0.0557957701, -0.0712461621, 0.0228365492, 0.0359136835, -0.0517273284, -0.0985144079, -0.0501774475, 0.0204269662, -0.0215288363, -0.0774456933, 0.0163585246, 0.0662090406, 0.0939131901, 0.0707133859, 0.0649497658, 0.0594767407, 0.0366159752, 0.1220532432, 0.0704227835, 0.080400154, -0.0733772516, 0.0060935807, -0.0559895039, -0.0473924987, 0.1137226298, 0.0164432842, 0.1186628789, 0.0058453577, 0.0759926736, -0.0209476314, -0.0231392607, -0.0096141146, 0.0458668359, 0.0017027517, 0.0608328879, 0.0381658562, 0.0218073316, 0.0318210237, 0.0287696943, 0.0745396614, -0.1212783083, -0.0020538969, 0.0032238767, 0.0531803444, 0.0462300889, -0.0514851585, -0.1239906028, -0.0168186463, 0.0559410714, 0.039255619, -0.0213108845, -0.1896668673, -0.0574425198, 0.0026638606, -0.015450391, -0.0433967113, 0.1178879365, 0.0068897121, -0.0555536002, 0.0117815286, 0.0390376635, -0.0213472098, -0.0647075921, -0.0297141541, -0.0485791303, 0.0480705723, 0.0257425793, 0.017375635, -0.0480947904, -0.0575393885, 0.0821437687, -0.0420647785, 0.0695025399, 0.024507517, 0.0444864705, 0.0044771018, 0.0502743125, -0.1566350013, -0.0486033447, 0.017993167, 0.0404906794, 0.0712461621, -0.1009360999, 0.0625280738, 0.0254035424, -0.0199547373, 0.0732803792, 0.0115454141, -0.0162616577, 0.0264206529, -0.0845170319, 0.0286486093, 0.0224490799, 0.0670324191, -0.0105767371, 0.0181869026, -0.0223764293, 0.1412330419, -0.0251371562, 0.0846138969, 0.0327412672, -0.0781721994, 0.0633514449, 0.0227154661, -0.0255246274, 0.0007885633, 0.0897478834, -0.0140700266, 0.0638357848, -0.0117815286, -0.0204754006, -0.0757505074, -0.008506191, -0.0144453896, -0.0667902455, 0.0917336717, -0.0937194601, -0.0081792623, -0.015571476, 0.0506133512, -0.0339521132, -0.0229576342, 0.0067928443, -0.0724085718, -0.1254436076, 0.0131255677, -0.03138512, -0.0293993335, -0.004050279, -0.0080642328 ]
802.1134
Manuel Perucho Pla
M. Perucho and V. Bosch-Ramon
On the interaction of microquasar jets with stellar winds
Accepted for publication in Astronomy & Astrophysics
null
10.1051/0004-6361:20078929
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Strong interactions between jets and stellar winds at binary system spatial scales could occur in high-mass microquasars. We study here, mainly from a dynamical but also a radiative point of view, the collision between a dense stellar wind and a mildly relativistic hydrodynamical jet of supersonic nature.}{We have performed numerical 2-dimensional simulations of jets, with cylindrical and planar (slab) symmetry, crossing the stellar wind material. From the results of the simulations, we derive estimates of the particle acceleration efficiency, using first order Fermi acceleration theory, and give some insight on the possible radiative outcomes. We find that, during jet launching, the jet head generates a strong shock in the wind. During and after this process, strong recollimation shocks can occur due to the initial overpressure of the jet with its environment. The conditions in all these shocks are convenient to accelerate particles up to $\sim$ TeV energies, which can lead to leptonic (synchrotron and inverse Compton) and hadronic (proton-proton) radiation. In principle, the cylindrical jet simulations show that the jet is stable, and can escape from the system even for relatively low power. However, when accounting for the wind ram pressure, the jet can be bent and disrupted for power $\la 10^{36}$ erg s$^{-1}$.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 12:07:37 GMT" } ]
2009-11-13T00:00:00
[ [ "Perucho", "M.", "" ], [ "Bosch-Ramon", "V.", "" ] ]
[ -0.0090195648, 0.0652603209, 0.0160108376, -0.0174052883, -0.0727650076, 0.0361543223, -0.0290045887, 0.0204477273, -0.0006484991, -0.0047157812, -0.0746918842, 0.0386643335, -0.1478625536, 0.0421631373, -0.0411236398, 0.0571978614, -0.0554231033, -0.0138177453, 0.0492875166, 0.0464986153, -0.0305258073, -0.0345570408, 0.0406926274, 0.0258480571, -0.1271739602, 0.0364078581, -0.0304751005, 0.0473859943, 0.1637846529, -0.0344302729, 0.1126716733, -0.0141093126, -0.0939606652, -0.0785963535, -0.1401550323, 0.1156126931, -0.0046302122, 0.0249480028, -0.0454337597, 0.0064873681, 0.0341513827, -0.0018397251, -0.0672886148, 0.126159817, -0.0231605694, -0.0168094765, 0.0049724868, -0.0630799085, 0.0861517414, -0.0518735908, -0.0293848943, 0.0049629794, -0.0233887527, 0.0210815687, -0.0240479484, -0.0746411756, 0.0351908803, 0.0306525771, -0.0707367137, -0.0138430987, -0.0084744617, -0.0769230053, 0.0022992601, -0.0240479484, -0.0688098371, -0.0578063466, 0.09756089, -0.0352669433, 0.0114281625, -0.0347598679, 0.022057686, -0.0077645588, -0.0240479484, -0.0202575754, 0.0136022391, -0.0125690773, 0.056690786, 0.0347345173, 0.0029885629, 0.0393235274, 0.090106912, 0.0574513972, 0.0315399542, -0.041275762, -0.0848333538, 0.0542061292, -0.0670857877, 0.0037618496, -0.058110591, -0.0221464224, 0.0067377356, 0.1155112833, -0.045129519, -0.0496678241, 0.0584655441, -0.0081258481, 0.067035079, -0.0864559859, 0.1410677731, 0.0370416977, 0.0340499654, -0.0103316167, -0.022323899, -0.133765921, 0.1463413388, -0.1071952805, 0.0055778055, 0.0008556861, 0.0158080086, -0.014945983, 0.1930934787, -0.0404644422, 0.0202829298, 0.0827543512, -0.0756046176, -0.022526728, -0.0816894993, 0.0361543223, -0.1063839644, 0.0983722061, 0.0236296132, -0.0184954964, -0.0034227443, 0.0323259197, 0.0418588966, -0.0564372502, 0.0523299575, -0.0458901264, -0.0821458623, -0.0029331017, 0.093757838, -0.041808188, 0.004991502, -0.0514172241, -0.0094125466, 0.0061704475, 0.0682520568, -0.0815373734, 0.0697225705, -0.0400841385, 0.0299933814, 0.0148445684, -0.0430505164, -0.0040946165, -0.0476141758, 0.1316362023, 0.0324273333, 0.0226027891, -0.0423406139, -0.0712437853, 0.0351401754, -0.0116183152, -0.0041168006, -0.055270981, -0.0205237884, 0.0083223395, 0.0596318096, 0.0774807855, -0.0158587154, -0.184980318, -0.0723086447, -0.0087850438, -0.1285937726, -0.0512397513, 0.0010236541, -0.0243775453, -0.0300694425, 0.0717001557, -0.1547587514, -0.0802696943, -0.0683027655, -0.035241589, 0.0131078428, 0.0292074177, 0.0409715176, 0.0678463951, -0.0083730463, -0.2141877264, -0.0756046176, 0.0980679616, 0.0324780419, 0.0618122257, 0.0397038348, 0.0063859536, -0.0303229783, 0.0617615171, -0.0772779584, 0.0873687193, 0.0073208697, -0.0855939612, -0.0088864584, 0.0790527165, -0.0411743447, 0.0223619286, -0.0651082024, -0.054459665, 0.0375994779, 0.1063839644, -0.0626235455, 0.0184954964, 0.126159817, 0.0397038348, 0.0064556762, -0.0308554061, -0.011231672, -0.0195096415, 0.0184574649, 0.0543582514, -0.1065867916, 0.0369656384, 0.0491607487, 0.0877236649, 0.07778503, 0.0470563956, -0.0617108122, -0.0560822971, 0.0509608574, 0.1133815721, 0.0907154009, -0.0672379062, 0.0047347965, 0.0443689078, 0.0093428241, 0.0318949074, 0.0680999309, 0.0386896878, 0.0906139836, -0.0158206839, 0.1367069483, -0.0123282177, -0.0376501866, -0.0192941371, 0.006256016, -0.0425941497, -0.0324273333, -0.0181912519, 0.0142234042, 0.0225520823, -0.0134501169, -0.1244357675, -0.0393995903, 0.0374220051, 0.0194716118, 0.0559808835, 0.0206125267, 0.0557273477, -0.0604938343, -0.0207266174, 0.0184447877, -0.0564372502, 0.1178438142, 0.0447745658, -0.0275087226, 0.0836163759, 0.017113721, -0.0097801751 ]
802.1135
Daniel Carando
Daniel Carando and Pablo Sevilla-Peris
Spectra of weighted algebras of holomorphic functions
25 pages Corrected typos
Math. Z. 263 (2009), no. 4, 887--902
10.1007/s00209-008-0444-0
null
math.FA math.CV
null
We consider weighted algebras of holomorphic functions on a Banach space. We determine conditions on a family of weights that assure that the corresponding weighted space is an algebra or has polynomial Schauder decompositions. We study the spectra of weighted algebras and endow them with an analytic structure. We also deal with composition operators and algebra homomorphisms, in particular to investigate how their induced mappings act on the analytic structure of the spectrum. Moreover, a Banach-Stone type question is addressed.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 12:39:50 GMT" }, { "version": "v2", "created": "Tue, 12 Feb 2008 14:29:51 GMT" } ]
2012-01-18T00:00:00
[ [ "Carando", "Daniel", "" ], [ "Sevilla-Peris", "Pablo", "" ] ]
[ 0.0327015296, -0.0092776148, 0.0099613527, -0.0311454367, -0.005051408, -0.0071674585, -0.0266657751, -0.0235064346, -0.0700713396, 0.0561608113, -0.0089946892, 0.0030267187, -0.0523413084, 0.0184019785, 0.0595559217, 0.1326922923, 0.0160324723, 0.0436649136, 0.0321120992, 0.0517283045, -0.0356015228, -0.0375112705, -0.0494177416, -0.0008237272, 0.0163389761, -0.1243931279, 0.0004903314, 0.0821899995, 0.2097424716, -0.0284576397, 0.085302189, -0.0145471115, -0.0442543402, -0.0258877277, -0.0437827967, 0.0686095506, -0.0578583665, 0.0574811324, -0.0201348998, 0.0072735557, -0.0554534942, -0.0206418093, -0.0693640262, 0.0348470509, 0.1278825551, 0.1033622995, 0.0518226102, 0.0212312378, 0.0476730317, 0.0151836956, -0.0352714397, 0.0944972858, 0.0845005661, -0.0382893197, 0.0621494092, 0.0164097082, -0.0521526933, 0.0068904269, -0.0291178003, -0.0114526087, 0.0260291919, -0.042556785, -0.002757055, 0.0612534769, -0.1493849307, -0.0476022996, -0.064129889, -0.0121893948, 0.0213491246, 0.1226955727, -0.0191210825, 0.0957704484, 0.0969493091, 0.117791526, -0.0809639916, 0.0329608768, -0.0248503331, -0.0408120751, -0.0293771494, 0.0036662493, -0.0513982214, 0.0768615603, -0.039185252, 0.1320321262, 0.088414371, -0.0173999481, -0.0154076787, 0.051633995, -0.1172256693, -0.0108160246, 0.0289527606, -0.0418258943, -0.0758713186, 0.0106568793, 0.1898433417, -0.0470364466, 0.0991184041, 0.0163271874, -0.0175649896, -0.0233531836, 0.0371340364, -0.0294714589, 0.0384779349, -0.0575754419, 0.158155635, 0.0680437014, 0.0629981905, -0.0163979195, -0.0279625189, 0.0320649445, -0.0405998789, -0.0282454453, -0.0575282872, 0.0260527693, -0.0353185944, -0.0541803278, -0.1150565743, -0.0857737288, 0.0438299514, 0.0340925828, -0.0593673065, 0.0289527606, 0.0775688738, -0.0118593145, 0.0146649973, -0.0237068404, 0.0044796616, -0.087376982, -0.0740794539, -0.008511357, 0.0883200616, 0.0203942489, 0.022622291, -0.1067574099, 0.0010838129, 0.0629038811, -0.041307196, 0.0209601, 0.1210923269, 0.0648843646, 0.1164712012, 0.0618664846, 0.0451031178, 0.0232824516, -0.0626681075, -0.00036913, 0.0383364707, 0.0840290189, 0.0086233485, 0.0445372686, 0.0145589001, -0.0090948921, 0.0389259011, 0.0749282315, 0.0371576138, -0.1033622995, 0.0114761861, 0.0049453108, -0.0285991021, 0.0656859875, -0.0022501459, 0.0720518231, -0.0330551863, -0.0213137586, 0.0731363669, 0.0161975138, -0.0887916088, 0.0083463173, 0.0094485497, -0.057952676, -0.0366389155, -0.0381242782, -0.0095664356, 0.011423137, 0.0457632802, -0.0208540037, -0.0843119472, -0.2003116012, -0.062573798, -0.0532372408, 0.0189678296, 0.0610648617, 0.0145353228, 0.0030797673, -0.0492762774, 0.0415193886, 0.0245674066, 0.0861038119, 0.0316877104, 0.0722404346, -0.0596502312, 0.1148679554, 0.0923281834, 0.1455182731, -0.0619136393, -0.1426890045, 0.0169991367, 0.161267817, -0.0946387425, -0.0966663808, 0.0001060052, -0.0226105023, 0.0568681248, 0.0258169975, 0.0028705201, -0.0649786741, 0.0298722703, -0.0120538259, -0.029164955, -0.0308153573, -0.0481209978, -0.1069460288, 0.1246760562, -0.0031269216, -0.0527185425, 0.0316877104, 0.0104741566, 0.0640827417, 0.0088001769, 0.1247703657, 0.0359316021, 0.0892159939, 0.0163743421, 0.0221035928, 0.0291885324, -0.0151247522, 0.0409535393, -0.0049423636, 0.0364974551, -0.0622437187, 0.0687510148, 0.009436761, -0.0483803451, 0.030980397, -0.0471071787, -0.0091774119, -0.03154625, -0.1077004969, -0.0741266087, -0.0761070922, 0.0003683932, -0.0004685962, 0.1052484736, 0.0580469854, 0.0256991107, 0.048568964, -0.0116942748, 0.0379592367, 0.0499835908, 0.0228226967, -0.0871412084, 0.0588486083, 0.0392795578, 0.0169755593, -0.0543689467, 0.0836989433 ]
802.1136
Natalia Bellido
Natalia Bellido, Charles Simon and Antoine Maignan
Magnetodielectric coupling in a triangular Ising lattice
null
null
10.1103/PhysRevB.77.054430
null
cond-mat.mtrl-sci
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Dielectric constant measurement under magnetic field is an efficient technique to study the coupling between charges and spins in insulating materials. For magnetic oxides, the geometric frustration is known to be a key ingredient to observe such a coupling. Measurements for the triangular Ising-like cobaltite Ca3Co2O6 have been made. Single crystals of Ca3Co2O6 are found to exhibit a magnetodielectric effect below TN=25K with a peak in the e(H) curve at the ferri to ferromagnetic transition. This relation between e and magnetization has been modelized by using two order parameters in an energy expansion derived from the Landau formalism and the fluctuation-dissipation theorem. This result emphasizes the great potential of insulating transition metal oxides for the search of magnetodielectric effect.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 15:45:48 GMT" } ]
2009-11-13T00:00:00
[ [ "Bellido", "Natalia", "" ], [ "Simon", "Charles", "" ], [ "Maignan", "Antoine", "" ] ]
[ 0.0505049564, -0.0812040493, -0.0298213325, 0.0038655198, 0.057211943, 0.0550513044, 0.029213652, -0.0568968505, -0.0965986103, -0.1800533235, 0.0796285868, -0.029146133, -0.0108369598, 0.0469939187, 0.136390388, 0.0220340267, -0.0900266618, 0.0568968505, -0.0244647451, 0.070986025, -0.0862905532, 0.0000140337, 0.054961279, -0.0377436802, -0.0271430388, -0.032544639, 0.0734617561, 0.1053311974, 0.0550513044, -0.0166886933, 0.0984891728, -0.0006744966, -0.1246869266, -0.107491836, -0.0938077867, 0.1196454391, 0.0415022932, 0.061128106, -0.1070417017, -0.0047601596, -0.0022183133, 0.0347502902, -0.019783359, 0.0634237826, 0.03659584, -0.0849851668, 0.0224391464, 0.0362807438, 0.0462286919, 0.0117822392, -0.0317118913, -0.1148740202, 0.0248698667, -0.0283133853, 0.0082149329, -0.0069039199, 0.0291686393, 0.1399914622, 0.00027008, -0.1040708199, -0.0883161575, -0.0244197324, 0.0774679407, 0.0298438389, -0.0563116781, 0.0672949329, -0.0673849583, 0.024532266, 0.0458235703, 0.068510294, 0.0014502733, -0.0248698667, 0.0121761067, 0.0149331726, 0.0091658393, -0.0106850397, -0.0536558926, 0.0199859198, -0.0191081595, -0.0042481334, 0.0483443178, -0.0568518378, 0.1033506095, -0.0192094389, -0.0204698127, -0.036303252, 0.0181403719, -0.0121198399, -0.0250274129, 0.0386889577, 0.0208861865, -0.0728315711, -0.0344577059, 0.0095315734, -0.0843099728, -0.0285834651, 0.01758896, -0.0515852794, 0.0120748263, 0.0516753048, -0.0000344633, 0.0272555724, 0.0451933853, 0.0304965321, 0.1384610087, 0.0561316237, 0.0407370664, -0.0364382938, -0.0922773331, 0.0216626655, 0.1356701851, -0.0109438663, -0.0688703954, -0.0159684792, -0.0751272514, -0.1196454391, 0.0540610105, -0.1064115167, -0.0665747151, 0.0403094403, -0.1088422388, 0.0232268795, 0.1049710885, 0.0151582398, 0.071976319, -0.0386664532, 0.0002973342, -0.0787283182, 0.0040905867, -0.0346152522, -0.0191081595, -0.0108594662, -0.036303252, -0.0190181322, 0.0081192795, 0.0007086083, 0.0563116781, -0.0228780266, 0.04919957, 0.0566717833, 0.0283809062, -0.0303839985, 0.1167645827, 0.0402644239, 0.0945279971, 0.0565367453, 0.0472639985, 0.0629736483, 0.1343197823, -0.0297538117, 0.0464987718, -0.0624334924, 0.0666647479, -0.0279757865, 0.0770628229, -0.1119031459, -0.0125024533, 0.066304639, 0.1183850616, -0.0845800489, 0.0939878374, -0.015383306, 0.0410071462, -0.0295737591, 0.1363003701, 0.0707159415, -0.0678350925, -0.0100886133, -0.0288310386, 0.0398142934, -0.0059924, -0.0542410649, -0.0537909307, 0.0250724256, 0.1208157837, 0.0621634126, 0.0681051686, -0.1624981314, 0.0450133309, 0.1572765857, -0.054961279, -0.0832296535, 0.037721172, 0.1080319956, 0.0116922129, -0.0448557846, -0.0165423993, 0.052125439, -0.0398367979, -0.015529599, -0.050279893, 0.0778730661, 0.0605879426, 0.0798986629, -0.0526655987, -0.0689604208, 0.0453284234, -0.024532266, 0.0461836793, 0.0222140793, 0.1106427684, 0.0420199446, 0.1376507729, -0.0392966382, -0.0345027186, 0.0342326388, 0.0464537591, 0.0322295465, -0.061263144, 0.0232943986, 0.0203347728, 0.0293937065, 0.0286734924, 0.0206948798, -0.0086369328, 0.0818792507, -0.0651793033, -0.0878210068, 0.0059136264, 0.1093823984, -0.0323195718, -0.0224954132, -0.0051146396, 0.0956983417, -0.0723364204, 0.0947980732, -0.0645941347, -0.0584723167, 0.0636038408, -0.0038823998, -0.0338050127, -0.0767927468, 0.1055112481, 0.0275031459, -0.0132226665, 0.0590124764, -0.0101336259, 0.0483893305, -0.0466338098, -0.0088788792, -0.0773329064, -0.0093965326, -0.0692755207, 0.0435053855, -0.0658995211, 0.0630186647, -0.0144830393, 0.0179040525, 0.0518103465, -0.0183879454, -0.0739569068, 0.1141538098, -0.01092136, -0.0054241065, 0.0514052249, -0.0183991995 ]
802.1137
Valeri Loewen
Valeri Lowen and Hans Peter Nilles
Mirage Pattern from the Heterotic String
25 pages, 9 figures
Phys.Rev.D77:106007,2008
10.1103/PhysRevD.77.106007
null
hep-ph hep-th
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We provide a simple example of dilaton stabilization in the framework of heterotic string theory. It requires a gaugino condensate and an up-lifting sector similar to the one postulated in type IIB string theory. Its signature is a hybrid mediation of supersymmetry breakdown with a variant of a mirage pattern for the soft breaking terms. The set-up is suited for the discussion of heterotic MSSM candidates.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 12:49:23 GMT" }, { "version": "v2", "created": "Mon, 2 Jun 2008 10:46:02 GMT" } ]
2008-11-26T00:00:00
[ [ "Lowen", "Valeri", "" ], [ "Nilles", "Hans Peter", "" ] ]
[ 0.0154060638, -0.0465939492, -0.0308121275, -0.0143664675, -0.0522052608, 0.0623256676, 0.0351709165, 0.04717011, 0.0138529316, 0.0320145525, -0.0479466766, 0.0193389934, -0.0047502029, 0.0172598008, -0.0043619201, 0.054309506, -0.0297850557, 0.050050918, -0.0315385908, 0.053958796, -0.0628266782, -0.0076842438, -0.0035383846, 0.1493010372, 0.0478214212, 0.050802432, 0.0449406132, 0.0568145551, 0.15421094, 0.0847208202, 0.066634357, -0.0067636375, 0.0055361628, -0.1794618517, 0.0055142436, 0.1604234576, 0.017059397, 0.0754020363, -0.0498254634, 0.0191260632, 6.85e-7, 0.0084169712, -0.0336177833, 0.1165349707, 0.0648808181, 0.0713438541, 0.0386529379, 0.0293090958, 0.0079785874, 0.0336678848, -0.0857228413, -0.0645301118, 0.0803119317, -0.0581672825, 0.001656465, -0.047370512, 0.0220694989, 0.0697907209, -0.0395297036, -0.0434876829, 0.0009268689, -0.0754020363, -0.0357971787, 0.0499256663, 0.0083856583, -0.0131389927, -0.0889794081, -0.0387781896, 0.0221947506, 0.1395814419, 0.0455668755, -0.0209672768, 0.0221196003, -0.0291587934, -0.0126880826, -0.0355466716, 0.0193890948, -0.0386028364, 0.048948694, -0.006419193, 0.0204036403, -0.0485478863, -0.0151806092, 0.0094315168, -0.0563636459, 0.0292339455, -0.0600210205, -0.0220319238, -0.0795103163, 0.0196396001, -0.0319644511, -0.0047971727, -0.015243235, -0.0147923259, 0.0943402201, -0.1260541677, 0.1150319427, -0.0338682905, -0.0031203541, 0.0291838441, -0.0152682858, 0.0255014189, 0.1162343621, -0.0213305093, 0.1345713437, 0.0217438415, 0.0269042477, -0.0142537402, -0.0618747585, 0.1019555703, 0.0128634367, -0.0011413639, -0.028833136, 0.1162343621, 0.0407321267, 0.0137026291, 0.0110034365, 0.0650311261, -0.0621252619, 0.0313632376, -0.0788590014, -0.091284059, 0.0664339513, -0.0100264661, 0.0083355568, -0.0253260657, -0.0844703168, -0.0544097051, -0.0779571831, 0.028732935, 0.0505519286, -0.0390036441, -0.0202783868, 0.0424856655, -0.0345196016, -0.0399555638, 0.0540088974, -0.0212303065, 0.1282586157, -0.0157818217, 0.0972961783, -0.0437381901, 0.0594699085, 0.099550724, 0.1109236553, 0.0221697018, -0.0365486927, 0.1451927572, 0.0766044557, -0.0000696228, -0.0723458752, -0.0253886916, 0.1119256765, 0.0458424315, -0.0282820258, -0.1366755813, 0.0001737879, -0.0570149608, 0.0034444451, 0.0205789935, 0.0746004209, 0.0307620261, 0.035321217, 0.0084232334, 0.0762537494, -0.0473204143, -0.0298852585, 0.0051697991, -0.0657325387, -0.1465955824, 0.0224076807, -0.0264783893, -0.0604218282, 0.0067197992, 0.0363482907, 0.0373753607, -0.1222464889, -0.0883781984, -0.0732977912, 0.0429115221, 0.035872329, 0.0925365835, 0.0040550511, -0.0277309138, -0.1850731671, -0.1003523394, -0.0996509269, 0.0916347653, -0.0553616248, 0.0611232445, -0.1574174017, 0.0446400084, 0.0672856718, 0.0866246596, 0.0344945528, -0.1179377958, 0.0133143459, 0.0826165825, 0.0791095123, 0.0300856624, 0.0499507152, -0.0371499062, 0.0975466818, -0.0225579832, 0.0133393966, 0.0319894999, 0.0055079809, -0.0144917201, 0.0294343494, 0.0321398042, 0.0264032371, 0.0781074911, 0.0181741454, 0.0516040511, -0.1105228513, 0.0844703168, -0.0181490947, -0.0849713311, 0.1143305227, 0.0865745619, -0.0296097025, -0.0018991417, -0.0063596983, 0.0547103137, 0.0637785941, 0.0117737399, 0.0085109109, 0.0172096994, -0.0485478863, 0.0961438566, 0.0888792053, -0.0424105115, -0.0494497046, -0.0313632376, 0.0682375878, 0.080812946, -0.0014286619, -0.047996778, -0.0086925272, -0.0016689902, -0.0254888926, 0.0884784013, -0.0376258641, 0.0250505097, 0.0071894964, 0.0628767759, -0.0368242487, -0.0300105102, 0.0984485, -0.0972961783, 0.0257018227, 0.04957496, -0.0153559623, 0.0821656734, -0.0953422412, 0.1030076966 ]
802.1138
Ugur Tirnakli
Ugur Tirnakli, Constantino Tsallis and Christian Beck
A closer look at time averages of the logistic map at the edge of chaos
9 pages, 5 figs
Phys. Rev. E 79 (2009) 056209
10.1103/PhysRevE.79.056209
null
cond-mat.stat-mech
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The probability distribution of sums of iterates of the logistic map at the edge of chaos has been recently shown [see U. Tirnakli, C. Beck and C. Tsallis, Phys. Rev. E 75, 040106(R) (2007)] to be numerically consistent with a q-Gaussian, the distribution which, under appropriate constraints, maximizes the nonadditive entropy S_q, the basis of nonextensive statistical mechanics. This analysis was based on a study of the tails of the distribution. We now check the entire distribution, in particular its central part. This is important in view of a recent q-generalization of the Central Limit Theorem, which states that for certain classes of strongly correlated random variables the rescaled sum approaches a q-Gaussian limit distribution. We numerically investigate for the logistic map with a parameter in a small vicinity of the critical point under which conditions there is convergence to a q-Gaussian both in the central region and in the tail region, and find a scaling law involving the Feigenbaum constant delta. Our results are consistent with a large number of already available analytical and numerical evidences that the edge of chaos is well described in terms of the entropy S_q and its associated concepts.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 12:50:43 GMT" }, { "version": "v2", "created": "Thu, 31 Jul 2008 12:13:01 GMT" }, { "version": "v3", "created": "Thu, 18 Dec 2008 23:03:12 GMT" } ]
2015-05-13T00:00:00
[ [ "Tirnakli", "Ugur", "" ], [ "Tsallis", "Constantino", "" ], [ "Beck", "Christian", "" ] ]
[ 0.0568087734, 0.0306419898, 0.0508857109, 0.0104640815, -0.0787636042, -0.0109905759, -0.015084072, -0.0010496987, -0.1156182289, -0.0089109223, 0.027351398, 0.0758678839, -0.1012449265, 0.081185475, 0.0721297711, 0.1072469652, -0.0339852311, 0.0278252438, 0.0144391162, -0.0140968943, -0.1133016497, -0.0915574208, -0.0202832073, 0.0367230028, -0.0403558165, -0.0651800409, 0.0644429475, 0.0438833311, 0.0431725606, -0.0232579019, 0.0325373709, -0.0540183522, 0.0047088368, -0.0366966762, -0.0721824169, 0.1220414639, 0.0501749404, 0.065390639, -0.0336956568, -0.0055150315, -0.0959273279, -0.0160185993, -0.0763417259, 0.1537364423, 0.0712347254, -0.1030350029, 0.06012569, -0.0707082301, -0.031616006, 0.0374074467, -0.0767629221, -0.0051859724, 0.0469896495, -0.0911362246, -0.0262589213, -0.0176638961, -0.0405137651, 0.0561243296, 0.0334587358, -0.0671807155, 0.0524388701, -0.0538077541, 0.0055940058, 0.0538604036, -0.0316949785, -0.0226392709, -0.098980993, -0.0109181833, 0.0070747719, 0.0698131919, -0.0915574208, -0.012096215, 0.0478846878, 0.0057058861, 0.1003498808, -0.0066799009, -0.0613366291, 0.0819225684, -0.0681810603, 0.015597404, 0.0284307115, -0.0002210866, 0.0738672018, -0.0207833759, -0.0967697203, -0.0111353621, -0.0163476598, -0.0483848602, -0.0389869288, -0.0342221521, 0.0690234527, 0.0286413096, -0.0270881504, 0.0223233737, 0.0793953985, -0.0525178425, 0.1442595422, 0.0811328292, 0.0541763008, -0.0320635252, -0.0508593842, 0.0037973428, 0.0659171343, -0.0807642788, 0.1247792318, 0.0235474743, -0.1220414639, -0.0167556927, -0.0470159724, -0.0379076153, 0.111932762, 0.0575985163, 0.0121027958, 0.0509120338, -0.0315896794, -0.0467790514, -0.0264695194, -0.0270881504, 0.0019760004, 0.0710241273, 0.0006400201, -0.0710767806, 0.0375127457, 0.0535181835, -0.0401452184, -0.0949269906, -0.0116026262, -0.0773420632, -0.0362754837, 0.0790268481, 0.0708135292, -0.0416194014, -0.0016946547, -0.0607574843, -0.0960326269, -0.0234816615, 0.0443571769, 0.0240608063, -0.0184141509, -0.0068246871, 0.0160712488, 0.0683916584, -0.083186157, 0.038039241, 0.0105298935, 0.0204543173, -0.0352224931, 0.0597044937, 0.0003514763, -0.0091478443, 0.0887669995, -0.0581250116, -0.0045410166, -0.0699184909, 0.0817119703, -0.1085631996, 0.0041264021, 0.0240476429, 0.0357226618, -0.0431199111, 0.0110892942, 0.1059833765, -0.0845550448, -0.0397240222, 0.1040353477, 0.0266801175, -0.0946637392, -0.0644429475, -0.0969276652, -0.1129857525, 0.0264037065, -0.0993495435, -0.0275356714, -0.1197248846, 0.0213756841, 0.0579144135, -0.0581250116, -0.060230989, -0.0846076906, -0.0381182134, -0.0070747719, -0.0472002476, -0.0168609917, -0.0187037233, 0.000616986, 0.0479899868, -0.0312737823, 0.0577038154, 0.0550713427, -0.0193486791, -0.0571773201, 0.0865557194, 0.0584409088, 0.0357489884, 0.0348012969, -0.1024558619, 0.0448836684, 0.0998233855, 0.0519650243, 0.0278778914, -0.0513069034, 0.052570492, 0.1058254242, -0.0621263683, -0.0978753567, 0.0215204693, 0.0483848602, 0.0227972195, -0.1312024742, -0.0528337397, 0.0014972192, -0.0793427452, 0.0685496032, 0.0197962001, -0.0292994287, 0.071919173, -0.1458390206, 0.1594225764, 0.0363018066, 0.1856420189, -0.0375127457, 0.004320547, 0.024152942, 0.0624422655, -0.032879591, -0.0185457747, 0.1729008406, -0.0797112882, -0.0081738299, 0.0165714193, 0.0661277324, 0.0806063339, -0.0637584999, -0.0634426102, 0.0838705972, -0.0483322106, -0.0150314225, 0.026351057, -0.0376180448, 0.0041198209, -0.0461472571, 0.0160844121, -0.067759864, -0.0539130531, -0.0237054229, 0.0066009266, -0.120356679, 0.0541236512, -0.0423564948, -0.0590726994, -0.053465534, 0.0046594776, 0.0230604671, -0.1070890129, -0.0341695026, -0.0371178724 ]
802.1139
Dirk Witthaut
F. Trimborn, D. Witthaut, and H. J. Korsch
Exact number conserving phase-space dynamics of the M-site Bose-Hubbard model
11 pages, Revtex 4
Phys. Rev. A 77, 043631 (2008)
10.1103/PhysRevA.77.043631
null
quant-ph
null
The dynamics of M-site, N-particle Bose-Hubbard systems is described in quantum phase space constructed in terms of generalized SU(M) coherent states. These states have a special significance for these systems as they describe fully condensed states. Based on the differential algebra developed by Gilmore, we derive an explicit evolution equation for the (generalized) Husimi-(Q)- and Glauber-Sudarshan-(P)-distributions. Most remarkably, these evolution equations turn out to be second order differential equations where the second order terms scale as 1/N with the particle number. For large N the evolution reduces to a (classical) Liouvillian dynamics. The phase space approach thus provides a distinguished instrument to explore the mean-field many-particle crossover. In addition, the thermodynamic Bloch equation is analyzed using similar techniques.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:22:14 GMT" } ]
2009-11-13T00:00:00
[ [ "Trimborn", "F.", "" ], [ "Witthaut", "D.", "" ], [ "Korsch", "H. J.", "" ] ]
[ -0.0092580169, -0.015352617, -0.0325128995, 0.0102936598, -0.041174639, -0.0292741638, -0.0558368266, 0.0430827327, -0.0277928803, -0.0044061886, 0.0731100887, -0.0286716074, -0.0770267025, 0.0215037055, 0.0313077904, 0.015390276, 0.0003185385, 0.0427814536, 0.053225752, 0.018854972, -0.072457321, -0.0288473535, -0.0177753922, -0.0036278872, 0.0025530159, 0.040798042, 0.009804083, -0.0584479012, 0.0946012437, -0.045091249, 0.0574436411, -0.0422040038, -0.0288975667, -0.0067850281, -0.0362035558, 0.0845586509, -0.0659296364, 0.0789347962, -0.0580461957, 0.0551840588, -0.0951033756, -0.0314584263, -0.0643730313, 0.0853118449, -0.0126913292, 0.0348226987, -0.0487819053, 0.0312073622, 0.0975135937, 0.0051970426, -0.0230979677, 0.0332660936, 0.0567406602, -0.1117740795, -0.0862658918, -0.0159049593, 0.1268379688, 0.1354746073, 0.0624649376, -0.0789347962, 0.1198081523, -0.103940852, 0.0151392119, 0.0118188784, -0.0738632828, -0.0344712064, -0.0767756402, -0.0376848355, 0.0242905263, 0.0795875639, -0.0732105151, 0.0117561128, 0.0072683278, -0.0291235242, 0.0251692533, -0.0655279309, -0.0265124496, 0.1016812697, -0.0563891679, 0.0792862847, -0.0164321959, 0.0214534923, 0.0796377733, -0.081144169, -0.065377295, -0.0052064578, -0.0429069847, 0.0888267532, -0.1619870514, -0.0453674234, 0.0387393087, 0.0657287836, -0.0382371806, 0.0192441214, 0.0322618373, -0.1960314512, 0.0340946093, -0.0549329929, -0.0085173752, -0.0008818653, -0.013306438, -0.0544810779, 0.083604604, -0.0513427667, 0.1615853459, -0.0404716581, 0.0613100417, -0.0434593298, -0.0921910182, 0.0139843132, 0.0675866604, 0.0094651459, 0.0537278801, 0.0546317138, -0.1336669326, -0.0359524898, 0.0333916284, 0.0090885479, -0.1198081523, 0.0899314359, -0.0071867318, -0.0830020458, 0.0702981651, 0.072909236, 0.0326635391, -0.0475516878, 0.0128105851, -0.1254320145, -0.0843577981, 0.0142855914, 0.0420282595, -0.0723568946, -0.1089621559, -0.0937978327, -0.0440367796, 0.0109464284, 0.0750683919, 0.0441372022, 0.0713024214, 0.0105447248, 0.0940489024, 0.0738632828, 0.0837050304, 0.040170379, 0.0158421937, 0.0801901221, -0.0426810272, 0.0063174199, 0.0196583793, -0.0256337225, 0.0317597054, -0.0932957083, 0.0400448479, 0.0748173296, -0.0089190798, -0.0964591205, -0.0060224184, 0.0846088603, -0.0274162833, -0.1119749323, 0.009634614, 0.0739134997, -0.0673858076, -0.0273409635, 0.1035391539, 0.075721167, -0.1125774905, -0.031835027, -0.0540793724, -0.0779807493, 0.0312324688, -0.0372580253, -0.0969612524, 0.0071553485, 0.0473006219, 0.016645601, -0.0360780209, -0.1311562806, -0.145718053, 0.0247926563, 0.0185160339, -0.0666326135, 0.0617619567, -0.0218426436, -0.1089621559, -0.0374839865, -0.0581968352, 0.077830106, 0.0104505755, -0.0582972616, -0.0111347269, 0.1148872823, 0.0770769119, 0.1393912137, -0.0230100956, -0.1358763129, 0.0481542423, 0.0122017525, 0.0624649376, 0.0317094922, -0.0357265323, 0.0423797481, 0.0176498611, -0.0833033249, -0.0187168866, 0.0129549475, 0.0778803229, 0.0323873684, -0.0613100417, -0.0395929292, 0.0112477057, 0.0405971892, 0.0564895943, 0.0105196182, -0.072909236, -0.043710392, -0.1617861986, 0.0449406132, -0.0154028293, 0.0969110355, -0.062113449, -0.0243156329, -0.0113293026, 0.1079578921, 0.0149634657, 0.071201995, 0.04780275, -0.0001684881, -0.0134068644, 0.0229598824, 0.038714204, -0.0162941106, -0.0309562981, 0.0067410916, -0.0113418559, 0.004026453, -0.0017056719, -0.0185662471, -0.0554853342, -0.1032378748, -0.0666326135, 0.0675866604, -0.0107581299, 0.0114171747, 0.0617619567, 0.0002685217, -0.072909236, -0.033918865, -0.0131934593, -0.0338937566, -0.0562385321, 0.043258477, -0.0009148176, 0.0050652339, -0.0696453974, 0.0446393341 ]
802.114
Marius Buliga
Marius Buliga, Gery de Saxce, Claude Vallee
Non maximal cyclically monotone graphs and construction of a bipotential for the Coulomb's dry friction law
accepted by the Journal of Convex Analysis
J. of Convex Analysis 17, No 1. (2010), 81-94
null
null
math.FA
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We show a surprising connexion between a property of the inf convolution of a family of convex lower semicontinuous functions and the fact that the intersection of maximal cyclically monotone graphs is the critical set of a bipotential. We then extend the results from arXiv:math/0608424v4 to bipotentials convex covers, generalizing the notion of a bi-implicitly convex lagrangian cover. As an application we prove that the bipotential related to Coulomb's friction law is related to a specific bipotential convex cover with the property that any graph of the cover is non maximal cyclically monotone.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 12:53:03 GMT" }, { "version": "v2", "created": "Fri, 14 Mar 2008 11:41:36 GMT" }, { "version": "v3", "created": "Sat, 29 Nov 2008 10:45:58 GMT" }, { "version": "v4", "created": "Fri, 6 Feb 2009 15:30:48 GMT" } ]
2019-02-18T00:00:00
[ [ "Buliga", "Marius", "" ], [ "de Saxce", "Gery", "" ], [ "Vallee", "Claude", "" ] ]
[ 0.0222658683, -0.0268949214, -0.0328797139, 0.0353957675, 0.0111756828, 0.0295331143, -0.0445073061, -0.0017175741, 0.0039908788, -0.0026305602, 0.0011152781, -0.0851550326, -0.0725014731, 0.0840313584, 0.1007399186, 0.0656617135, 0.0502233952, 0.0281163063, 0.0251116976, 0.0299483854, 0.0054443283, -0.0422843844, 0.0733320192, 0.047829479, 0.0004660351, -0.0422843844, 0.0729900301, -0.0426752269, 0.0385713726, -0.0271636266, 0.0459729694, -0.0378141105, -0.1683558524, -0.0173681099, -0.0290201325, 0.0970269069, -0.0128734093, 0.0628281012, 0.0101985736, 0.1390425861, -0.0909199789, 0.0438966155, -0.0443118848, 0.0265773609, -0.037838541, -0.0401103161, -0.0064977738, 0.039548479, 0.0028015543, 0.066541113, -0.1087522134, 0.0144856386, 0.0705472603, -0.0291178431, -0.0598967709, 0.099127695, -0.0840313584, 0.0423088111, -0.0218139552, -0.102205582, -0.0448492952, -0.0591639392, 0.0031603363, -0.0010694761, -0.1195004135, 0.0824191272, -0.0308522116, 0.0253071189, 0.0075237378, 0.0767030418, -0.0745045468, 0.0062504429, 0.0258201007, 0.0870115459, 0.0104489578, 0.0370812789, 0.0174658205, 0.019310113, -0.1144194454, 0.013642882, 0.133863911, -0.0182475075, 0.0522753224, 0.0240124501, -0.0673227981, -0.0633166507, -0.0486600213, 0.0475852005, -0.159952715, 0.0406965837, 0.0252582636, -0.0617532805, 0.0225956421, 0.0875489488, 0.1522335559, -0.0165375676, 0.0936558843, -0.0028046076, -0.0049863085, -0.0056702849, -0.0665899664, 0.0206780657, 0.026015522, 0.0197986681, 0.2221945524, 0.0637074932, 0.0465836637, -0.0188948419, -0.041307278, 0.0316094719, 0.0318048932, -0.0586265288, 0.0010687128, 0.0641960502, 0.1060163081, -0.1291737854, -0.0526661649, 0.0238170289, -0.0771427453, -0.1517450064, 0.0358354673, -0.0518844798, 0.0374965519, -0.0512493588, 0.129564628, -0.0393042043, -0.0205803551, -0.0271147694, -0.02572239, -0.0333682671, 0.0190780498, -0.071280092, 0.0320735984, -0.0854970217, -0.0756770819, -0.018076513, 0.0468767956, -0.0320980251, 0.0817840099, -0.0950726867, 0.0516402014, 0.002911479, 0.0729900301, 0.0202505812, -0.0483913161, 0.0902360007, 0.0224857163, 0.0577959865, 0.0932650417, 0.0000622143, 0.0110413302, -0.0124886725, 0.0897474438, 0.0803183466, 0.0052427994, -0.0965872109, 0.0046626413, 0.1205752343, 0.0360553153, -0.0431637838, 0.0566723123, 0.0291178431, -0.0784618407, -0.0032183523, 0.0694235861, 0.0684953332, -0.0930696204, 0.0023862829, -0.0169406254, -0.1274149865, 0.0262842271, -0.1015216112, -0.0594570711, -0.0131421136, -0.0142535754, 0.0505165271, -0.1044529378, -0.0282628741, -0.0707426816, 0.0329285674, 0.0951215476, 0.0411362834, -0.0075237378, -0.0273101926, -0.0841290727, 0.0424309522, 0.018674992, 0.1333753616, 0.005114554, -0.0463638157, -0.0442630313, -0.0230109133, 0.0513470694, 0.1250699311, -0.0016458177, -0.0976131707, 0.0543272533, 0.1085567921, -0.0247086398, 0.0324155875, -0.0029252195, 0.0043725623, 0.087793231, -0.0064183837, -0.063072376, 0.0551089384, 0.0569165908, 0.0965872109, -0.0857413039, -0.0464370959, -0.03131634, 0.0367881469, 0.0196887422, 0.0483668894, 0.0278720297, 0.0279697403, -0.0095390249, 0.0928253382, 0.035859894, 0.1524289846, -0.04995469, -0.0141070085, 0.0203360785, 0.0702052712, 0.0898940116, 0.0335636884, 0.0056061619, -0.1107064337, 0.0085497024, 0.0125192069, 0.1094361916, 0.001181691, -0.0819794312, -0.0500035435, 0.0170139074, -0.0155238165, 0.0353713408, 0.0410141423, -0.0127756977, -0.1157873943, -0.0905779898, 0.0474874899, -0.0281651616, -0.0066626607, -0.0123604266, 0.0205559265, -0.0533989966, 0.0715243667, 0.0315850414, -0.0211055502, -0.0463149585, 0.0056824987, -0.010845908, 0.0786084086, -0.0499302633, -0.0727946088 ]
802.1141
Norbert Van den Bergh
Liselotte De Groote and Norbert Van den Bergh
Newman Tamburino solutions with an aligned Maxwell field
5 pages
null
null
null
gr-qc
null
We prove that there exists no aligned Einstein Maxwell generalization of the spherical class of Newman Tamburino solutions. The presence of an aligned Maxwell field automatically leads to the cylindrical class.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:02:19 GMT" } ]
2008-02-11T00:00:00
[ [ "De Groote", "Liselotte", "" ], [ "Bergh", "Norbert Van den", "" ] ]
[ -0.0434013531, 0.0332254656, 0.0928135812, -0.060771361, -0.0990137756, 0.0119980844, -0.0102528008, -0.0274275728, -0.1246664822, -0.0843888894, -0.0169440396, -0.0319948904, -0.0617652871, 0.0621439219, -0.0516367257, 0.1153898612, 0.0342193879, -0.0711838976, 0.0962686539, 0.0949434191, 0.0264809784, -0.0014206312, 0.1017588973, -0.0532932654, 0.0180917867, 0.0293207616, 0.0215113573, -0.0136072952, 0.0835369602, -0.029202437, 0.0960793346, -0.0395439826, -0.0846728683, -0.0241263248, -0.1501298696, 0.1165257692, 0.0735503882, 0.0444899388, -0.0690067336, 0.032065887, -0.0876546428, 0.0295810755, 0.0035201481, -0.0100693982, 0.0265519731, -0.023925174, -0.0442059599, 0.0382424146, 0.0455311909, -0.0227182657, 0.0096730115, 0.0147787053, 0.0466434397, -0.0204819366, -0.0987297967, -0.0671608746, 0.0487969406, 0.0331781358, 0.095984675, 0.0279718656, -0.0215231907, -0.0509741083, -0.0539558828, 0.0461701415, -0.1187976003, -0.0251320824, -0.0602980629, -0.0325628482, 0.1302513927, 0.0331071392, -0.1311033219, -0.0278535411, 0.0360179171, 0.0197601579, 0.0167073924, -0.0129446788, -0.0090577258, 0.0372248255, 0.0234992057, 0.0464304574, -0.0103652086, -0.0055523678, 0.0521573536, -0.0600140877, -0.0001784109, 0.0693380386, 0.0298177246, -0.0011307367, -0.1435037106, -0.0423364341, 0.0449632332, -0.0522046834, -0.0390470214, 0.019996807, 0.1027054936, -0.0461938083, 0.0699059963, -0.018801732, 0.0990137756, 0.0852881595, -0.0913936943, 0.0274275728, 0.0385500565, -0.0132168243, 0.1594064981, 0.0188608933, 0.0085607637, -0.0005317198, -0.0168138836, 0.1160524786, -0.0821643919, -0.0806025118, 0.0742130056, -0.0476846956, -0.0301017016, -0.0921982974, -0.0928135812, 0.0188727267, -0.1087637022, 0.0806025118, 0.1145379245, -0.0157371331, 0.0713732168, -0.0479213409, 0.0423837639, -0.0358759277, 0.0194643475, -0.0319948904, -0.0992977545, 0.0255580489, 0.0707105994, -0.0504061542, 0.0027776631, -0.0077561582, -0.1648967415, 0.0093417037, 0.0068095634, -0.0980671793, 0.1083850637, -0.0192631967, 0.1137806475, 0.0025661583, 0.0466197766, -0.049696207, 0.0622859113, 0.0134416409, 0.021191882, 0.0314505994, 0.0738816932, 0.0073065255, -0.0598720983, -0.0350239947, -0.0002353544, 0.0250847526, -0.057079643, -0.1018535569, 0.0529619567, 0.1360256225, 0.1045040265, -0.1065865308, 0.0535772443, 0.052062694, -0.0717991889, -0.0063244342, 0.0280428603, 0.0630905181, 0.010595941, -0.1281688809, -0.0279482007, -0.1324285567, -0.0017807807, -0.049696207, -0.1250451207, 0.0130748358, 0.088601239, 0.0196418334, -0.0331071392, -0.0858561173, -0.0812178031, 0.0352606438, 0.0112585574, 0.0338407494, 0.0405852348, -0.0709945783, 0.0156306401, 0.1363095939, 0.0004115467, -0.0094541116, 0.0045288629, 0.0300070439, -0.1507924944, 0.0378874429, 0.0833476409, 0.0869920254, -0.0944227949, -0.0700006559, 0.0406798944, 0.0032598346, 0.0209434014, -0.0461701415, 0.0361125767, -0.0382897444, 0.0462174714, -0.0340773985, -0.0605347119, -0.0243038125, 0.0925296023, 0.0843888894, -0.0748282894, -0.0279955305, 0.0673501939, 0.0166008994, 0.0380294323, 0.0440639704, -0.098919116, -0.0264809784, -0.0954167172, -0.0717991889, 0.0142225809, 0.1126447394, -0.0847675279, 0.0947540998, 0.0022792218, 0.0498855263, -0.0468800887, 0.03130861, 0.0111284005, 0.0081466278, -0.0466197766, 0.0532459356, 0.0226827692, -0.0436380021, -0.0240908284, -0.0218190011, -0.0003416614, -0.006850977, 0.0301490314, -0.0240316652, -0.0821170658, -0.0616232976, 0.0137019539, 0.0428807288, -0.0163405854, -0.0158317909, -0.0598720983, 0.0319712274, -0.0328941569, 0.0247771088, 0.0563223697, -0.0328231603, -0.0191330388, 0.0900684595, -0.0345506966, 0.0206594225, 0.0068687256, 0.0636584759 ]
802.1142
Dirk Witthaut
F. Trimborn, D. Witthaut, and H. J. Korsch
Beyond mean-field dynamics of small Bose-Hubbard systems based on the number-conserving phase space approach
Significantly enhanced and revised version (20 pages, 20 figures)
Phys. Rev. A 79, 013608 (2009)
10.1103/PhysRevA.79.013608
null
quant-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The number-conserving quantum phase space description of the Bose-Hubbard model is discussed for the illustrative case of two and three modes, as well as the generalization of the two-mode case to an open quantum system. The phase-space description based on generalized SU(M) coherent states yields a Liouvillian flow in the macroscopic limit, which can be efficiently simulated using Monte Carlo methods even for large systems. We show that this description clearly goes beyond the common mean-field limit. In particular it resolves well-known problems where the common mean-field approach fails, like the description of dynamical instabilities and chaotic dynamics. Moreover, it provides a valuable tool for a semi-classical approximation of many interesting quantities, which depend on higher moments of the quantum state and are therefore not accessible within the common approach. As a prominent example, we analyse the depletion and heating of the condensate. A comparison to methods ignoring the fixed particle number shows that in this case artificial number fluctuations lead to ambiguities and large deviations even for quite simple examples.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:12:34 GMT" }, { "version": "v2", "created": "Mon, 16 Jun 2008 10:14:02 GMT" }, { "version": "v3", "created": "Tue, 28 Oct 2008 14:47:05 GMT" } ]
2009-03-25T00:00:00
[ [ "Trimborn", "F.", "" ], [ "Witthaut", "D.", "" ], [ "Korsch", "H. J.", "" ] ]
[ 0.0306641534, -0.0043169865, -0.0691234022, 0.0082597043, -0.0084791034, -0.0286766626, -0.0855395645, 0.0413243361, -0.0404725522, 0.0381495133, 0.0584374107, 0.0343552083, -0.0582309179, 0.0528621115, 0.0917859674, 0.0589020215, -0.0006795704, 0.0363427028, 0.1188364998, 0.0241209194, -0.1039174125, -0.0160289891, 0.0252953451, 0.0857976824, -0.0207912251, 0.0069949375, 0.0232046079, 0.0027682916, 0.0595214963, -0.0683490559, 0.0868817717, -0.0310513284, -0.0655614063, -0.0503583886, -0.0833713934, 0.0776928514, -0.0238628034, 0.0717561841, -0.082855165, 0.0043944209, -0.0628253818, 0.0030118884, -0.0467963889, 0.1061372086, -0.0067626331, 0.006227043, -0.0008058052, -0.0260438826, 0.0882755965, 0.0345358923, -0.0339164138, 0.0358006582, 0.0437506251, -0.1349429339, -0.0715496913, -0.0041201729, 0.0846619755, 0.0525265597, 0.0876044929, -0.0790350512, 0.0664390028, -0.0755246729, -0.0287024733, 0.0541010648, -0.1114027649, 0.0111764129, -0.0615347996, -0.053946197, 0.040679045, 0.1173910573, -0.0148545625, 0.0112473946, -0.0205331091, 0.0289347786, -0.0012058846, -0.0276442003, 0.0131187346, 0.0434408858, -0.0835778862, 0.0734081268, -0.0228819642, -0.0219269358, 0.0956577063, -0.0438796803, -0.0622059032, 0.0140414983, -0.0109892795, 0.0604507141, -0.1238955706, -0.0472609997, 0.0685039237, 0.0494549833, -0.0133445859, -0.0380204543, 0.0281346198, -0.1515655816, 0.0813064724, -0.0856944397, 0.0525007471, 0.0126347672, 0.0039717564, -0.0210106242, -0.0367556848, -0.0742857233, 0.1772739142, -0.0544108041, 0.0201846529, -0.041995436, -0.0286508519, 0.0372719169, 0.030354416, -0.0336066745, 0.0654581636, 0.0047945003, -0.1333942264, -0.0583341643, -0.0058366428, 0.020997718, -0.1560051739, 0.0794996619, 0.0185456183, -0.0944703743, 0.0526556186, 0.087656118, 0.0068594269, -0.0614831783, 0.0311287623, -0.0554432683, -0.0872431323, 0.0497130975, 0.0316708051, 0.0150352437, -0.0997875556, -0.0462285355, -0.0595214963, -0.0234369133, 0.0119184963, 0.045479998, 0.1207981855, -0.0847652182, 0.0488871261, 0.0424858555, 0.1196624711, 0.0738727376, 0.0315417461, 0.0924054459, 0.0006739242, 0.0435441323, 0.0301995464, 0.0414275825, 0.0443442911, -0.097309649, -0.0191650968, 0.0224302616, 0.012667032, -0.0911148712, 0.0584890358, 0.1056209728, -0.0040491913, -0.1161521003, 0.0287024733, 0.0894113034, -0.0353618599, -0.0743373409, 0.0958641991, 0.0474933013, -0.0760925338, -0.0625672638, -0.0634964779, -0.1012330055, -0.0128412601, -0.0551851541, -0.0867269039, -0.0241983533, 0.0586439036, 0.0172292273, -0.0006573886, -0.128335163, -0.1172878072, 0.0266891718, 0.0162354819, -0.0573017038, 0.0581792966, -0.0411952771, -0.1181137785, 0.008756578, 0.0073562996, 0.0464350283, 0.0550302826, -0.044421725, -0.0245468095, 0.1039174125, 0.0678328276, 0.0889466926, 0.0148803741, -0.1605480164, 0.0272312146, 0.0910116211, 0.0027166684, -0.063548103, -0.008375857, -0.001103445, 0.0677812025, -0.0978258774, -0.0311803855, 0.0670068562, 0.1025235876, 0.0434925072, -0.1104735509, -0.0018923113, -0.0419696234, -0.005397846, 0.1342201978, -0.0238369927, -0.0549270362, -0.0304834731, -0.098496981, 0.0838876292, 0.009563189, 0.0949866027, 0.039620772, 0.032987196, 0.0521910079, 0.1352526695, 0.0076273209, 0.0121378945, 0.0652516708, -0.0260438826, 0.0142479911, -0.0090082409, 0.0728918985, 0.0378913954, -0.04140177, -0.0304060392, -0.0249339845, -0.038381815, 0.0033232407, -0.0100084394, -0.0560627468, -0.0674198419, -0.0227658115, 0.0832165256, -0.0208557546, -0.0379430205, 0.0332195014, 0.0089759761, -0.0784671977, -0.0282636769, -0.0177454595, -0.1119190007, -0.0389238596, 0.0612250604, -0.0236304998, -0.0384592488, -0.0056688678, 0.0345617011 ]
802.1143
I\~nigo Arregui
Inigo Arregui, Jose Luis Ballester, Marcel Goossens
On the scaling of the damping time for resonantly damped oscillations in coronal loops
null
null
10.1086/587098
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
There is not as yet full agreement on the mechanism that causes the rapid damping of the oscillations observed by TRACE in coronal loops. It has been suggested that the variation of the observed values of the damping time as function of the corresponding observed values of the period contains information on the possible damping mechanism. The aim of this Letter is to show that, for resonant absorption, this is definitely not the case unless detailed a priori information on the individual loops is available.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 15:39:33 GMT" } ]
2009-11-13T00:00:00
[ [ "Arregui", "Inigo", "" ], [ "Ballester", "Jose Luis", "" ], [ "Goossens", "Marcel", "" ] ]
[ 0.1034867689, 0.1451966614, 0.0297852773, -0.0314137489, -0.0289973076, 0.1668395847, 0.016494846, -0.0944513753, 0.0093046166, 0.0256746989, -0.0595180243, -0.0440475419, -0.0798476562, -0.0014216298, 0.1714623421, 0.0346181616, 0.0148663735, 0.0500098504, -0.0467791706, 0.1067437157, -0.0283144005, -0.0895659626, -0.0014758027, 0.023100663, -0.0143935913, -0.0952393487, 0.0200407114, 0.0916672125, 0.0505351648, -0.0492218807, 0.0566813312, -0.049458269, -0.092034936, -0.069866702, -0.0424190685, 0.1449865401, 0.0103552435, 0.0487490967, -0.0398187675, -0.0812660083, -0.0261212159, -0.0435747579, -0.1594851911, 0.0984437615, 0.046647843, 0.0153128896, -0.1017007008, 0.0637205318, 0.0452557616, 0.0435484946, 0.0140652703, 0.0009480268, 0.0320441276, -0.0361941047, -0.1195613667, 0.0216823164, 0.091614686, 0.095502004, -0.0268435217, -0.0456760116, -0.0110512841, -0.1003348902, -0.0259767547, -0.0867817998, -0.0521111041, 0.0400026254, -0.1094753444, 0.0462801233, -0.0185304359, 0.0142885288, 0.0070326352, -0.017151488, -0.0048657167, 0.0317289382, 0.0191739444, -0.0655065998, -0.0159432665, 0.0196861252, -0.0227986071, 0.0525313541, 0.09502922, 0.0863090158, -0.0096460702, -0.0422877409, 0.0092258193, -0.0127125876, -0.0149320373, 0.0788495615, 0.0480661876, 0.0247554015, -0.0038512049, 0.0345393643, 0.0388469361, -0.0201195087, 0.0110841161, -0.0672926679, 0.084365353, 0.0249655265, 0.0059261937, 0.0250180569, -0.0451244339, -0.0722306147, 0.0615142174, -0.072860986, 0.0438636802, 0.0233895853, -0.0619869977, 0.0285507906, -0.1291220635, 0.017689934, 0.1774509102, 0.0423402712, -0.1015431061, -0.0382165611, 0.0560509562, -0.1216626167, -0.175664857, -0.0135268234, -0.0593604296, 0.0126337912, -0.1177752987, -0.0267515928, -0.013086874, 0.1220828667, 0.1128373519, -0.011386171, 0.0545800775, 0.0492218807, -0.0869919211, -0.0208024159, 0.035169743, -0.024322018, -0.0562085509, -0.0878849551, -0.048591502, 0.0401602201, -0.0469630323, -0.0195810627, 0.0148663735, 0.0658743158, 0.0424715988, -0.0117407581, 0.0504826307, 0.0339877866, 0.0127454195, 0.0974456593, -0.0034966182, 0.0272900388, -0.0531879961, -0.0016046687, -0.0347757563, -0.0322805159, 0.0206316896, 0.0095738396, 0.1041696742, -0.0260555521, 0.045570951, -0.0038380721, -0.0517696515, 0.0190426167, 0.0229562018, 0.0096789021, 0.0024016679, -0.0282356031, 0.0312824212, -0.0124827633, -0.0177293327, 0.007531683, -0.0885678604, -0.0021981089, 0.0532405265, -0.1345853359, -0.0976557881, 0.0266071316, 0.0472256877, 0.058835119, -0.0637205318, -0.0876748338, 0.0456234813, 0.0644559711, -0.0069735372, -0.0213014651, -0.0080307312, 0.0041959421, -0.018674897, -0.0727559254, -0.0859938264, -0.0289973076, 0.0245190095, -0.0134874256, -0.0315713435, 0.0134874256, 0.0566813312, 0.036666885, -0.0598332137, -0.1501346081, -0.0680281073, 0.0309409685, -0.0824742243, -0.0232976563, -0.007590781, 0.0631952211, 0.0846805423, -0.1302777529, -0.0418937542, 0.0273688361, 0.0361941047, -0.0487228297, -0.0159826651, -0.0927703753, 0.0980235115, 0.0176768005, 0.0687110126, -0.0132904323, -0.0952393487, -0.0521373712, -0.0264101382, 0.0268041231, 0.1015431061, 0.0205528922, -0.0124236653, 0.0520585738, 0.0178869255, 0.1469827294, 0.0299691372, -0.0277628209, 0.1035918295, 0.0198962502, 0.0042550396, 0.0912469625, 0.0402915478, 0.060305994, -0.007157397, -0.0036410794, 0.0923501179, -0.0563136116, 0.0140127391, -0.0282356031, 0.0123842666, -0.0380589664, -0.0582047403, -0.0531617291, -0.0073478231, 0.048801627, -0.1242891848, 0.0297852773, -0.0853634477, -0.1229233667, 0.0942412466, 0.070339486, 0.0006537691, 0.022654146, -0.0543174222, -0.0315976106, -0.0279466808, -0.0226410143 ]
802.1144
Mubasher Jamil
Mubasher Jamil and Muneer Ahmad Rashid
Constraints on coupling constant between dark energy and dark matter
16 Pages, 3 figures
Eur.Phys.J.C60:141-147,2009
10.1140/epjc/s10052-009-0869-6
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We have investigated constraints on the coupling between dark matter and the interacting Chaplygin gas. Our results indicate that the coupling constant $c$ between these two entities can take arbitrary values, which can be either positive or negative, thus giving arbitrary freedom to the inter-conversion between Chaplygin gas and dark matter. Thus our results indicate that the restriction $0<c<1$ on the coupling constant occurs as a very special case. Our analysis also supports the existence of phantom energy under certain conditions on the coupling constant.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:06:54 GMT" }, { "version": "v2", "created": "Sat, 3 May 2008 11:33:36 GMT" }, { "version": "v3", "created": "Thu, 21 Aug 2008 13:22:49 GMT" }, { "version": "v4", "created": "Sat, 28 Feb 2009 06:00:17 GMT" } ]
2009-06-23T00:00:00
[ [ "Jamil", "Mubasher", "" ], [ "Rashid", "Muneer Ahmad", "" ] ]
[ 0.09378279, 0.0164791979, 0.014954064, 0.0449526645, -0.0183403771, 0.1176679283, 0.0290033873, 0.0178880077, 0.0096031716, -0.0187539719, -0.001885414, -0.0376888923, -0.0649861991, 0.0468655452, 0.0612121411, -0.0186117999, -0.0167506188, 0.1465162188, 0.0345352292, 0.024647709, -0.0749124885, 0.0179655571, -0.0060488349, 0.0408167094, -0.0677262694, -0.0338631347, 0.0920767039, -0.0038419147, 0.0393174253, 0.0497348644, 0.075584583, -0.0189478453, -0.0441513248, 0.0222695339, -0.0805477276, 0.1346253455, -0.0854591802, 0.0277884509, -0.0073090089, -0.1085688323, -0.0268837102, -0.0099521428, -0.0891815349, 0.0940412879, -0.0297788791, -0.055318404, -0.074964188, -0.0119619584, 0.0405582115, -0.0926453993, -0.056817688, -0.0182240531, 0.0083042225, -0.0172934644, -0.0751192868, -0.0376630425, 0.0380766392, 0.056817688, 0.0221790615, -0.041230306, -0.0103980508, -0.1169441417, -0.0668990761, 0.0564040914, -0.0087372055, -0.0231355, -0.0038451459, -0.021494044, -0.0817885175, 0.1381409168, 0.006785552, 0.0144370692, 0.0373011492, 0.0222049113, -0.0233035237, 0.0056513953, -0.0059551294, 0.0417472981, -0.0779627562, 0.051285848, 0.0300373752, -0.0101912525, -0.0212743208, -0.0173710119, -0.0633835196, 0.0229157787, -0.0349488221, 0.0139717739, -0.0873720571, 0.0702595413, 0.0548014082, 0.0676745698, -0.0893883333, 0.0336821862, 0.060488347, -0.0180818792, 0.1108436063, -0.0114966631, -0.009868131, -0.0523973852, -0.0278660003, 0.0705697387, 0.0590924621, -0.0302958731, 0.1373137236, 0.0208477993, 0.0048629786, -0.0764117762, -0.1260432452, -0.0204729792, 0.1547881365, 0.0145404683, -0.0814783201, 0.0326740481, -0.0609536432, -0.0522681363, -0.0217008404, 0.0150445374, -0.1518929601, 0.0114514269, 0.010126628, -0.0590407625, 0.1254228503, -0.0931106955, 0.0417731479, -0.0750158876, -0.0289258379, -0.0318727046, -0.1358661354, -0.0150833121, 0.0446941666, -0.0655031949, 0.0029452527, 0.0229933262, -0.0916631147, -0.0123238545, 0.1404156834, -0.004026094, 0.0704663396, 0.0329583958, 0.023626646, -0.0264959633, 0.0745505989, 0.0766185746, 0.0519579388, 0.1381409168, 0.0083882343, -0.0314591117, -0.0190641694, -0.0027352236, -0.1173577309, -0.007166835, 0.036965102, -0.053560622, 0.0453662612, -0.072017327, -0.0036092673, 0.1214936897, 0.0577999763, -0.0819953158, 0.0225409567, 0.0712935328, -0.0065270546, -0.0424710922, 0.0678813681, 0.0084463963, -0.0548531078, 0.0411010571, -0.0808062255, -0.0806511268, -0.0467104465, -0.0531470254, -0.1838432103, -0.0764634758, 0.0974534526, 0.0754294842, -0.0648311004, -0.1439312547, 0.0072379219, 0.0617291331, 0.0909393206, 0.0953854695, 0.0481838807, 0.0753260851, -0.0370426513, -0.0016366105, -0.030063225, 0.0620393306, 0.0596094579, -0.10639745, -0.061987631, 0.0783763528, 0.0186634995, 0.0184954759, -0.0239109918, -0.1102232113, 0.0610053428, 0.0582652725, 0.0702078417, 0.0649861991, 0.0771355703, -0.0254619755, 0.1339015514, -0.0767736733, -0.0040293252, -0.0102300271, 0.1038641781, 0.0289775375, -0.017358087, 0.014462919, 0.0384385362, 0.0069665001, 0.0298822783, -0.0324672498, -0.0019839662, -0.0068695634, 0.0245443098, 0.0069277254, 0.0499675125, 0.000905548, -0.0847870857, 0.0586788654, 0.1006071121, 0.0389813781, -0.0322604515, -0.0310972147, -0.0626597255, -0.086286366, 0.0431948826, 0.0660201907, -0.0339148343, -0.0285639428, -0.0668990761, 0.0022343853, 0.0932140946, -0.1107402071, 0.0160785262, 0.0046367939, 0.0284863934, -0.0727928132, -0.0822538137, -0.0388779789, -0.0234069228, 0.0438928269, -0.1282146126, 0.0306577701, -0.0436860286, -0.0994697288, 0.0750675872, -0.0513375476, 0.0330100954, 0.0640039071, 0.0099198306, -0.0470206439, -0.0457281582, -0.0325189494 ]
802.1145
Haeyoung Cho
Hae Young Cho
Constraints of the $B_{\mu}/\mu$ solution due to the hidden sector renormalization
15pages, 4figures, the conclusion is slightly changed, to appear in JHEP
JHEP0807:069,2008
10.1088/1126-6708/2008/07/069
SNUTP-08-001
hep-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We investigate the validity of an idea that the $B_{\mu}$ problem is solvable via the renormalization effect in the strongly interacting hidden sector within the gauge mediated supersymmetry breaking scenario. Our analysis starts with a naive boundary condition, which is that the squared scalar masses experience $16\pi^2$ suppression. We use \texttt{softsusy} to get the low energy spectra of superparticles with the boundary condition at the scale ($\Lambda_{CFT}$) where the hidden sector is integrated out. We visit the low energy spectra and return to $\Lambda_{CFT}$ where the boundary conditions are given. We find that there is a sign problem, which seems to be generic.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:26:26 GMT" }, { "version": "v2", "created": "Thu, 10 Jul 2008 05:30:12 GMT" } ]
2008-11-26T00:00:00
[ [ "Cho", "Hae Young", "" ] ]
[ 0.0429441482, -0.0530300662, 0.0280704517, 0.0502108708, -0.080152683, 0.0396631844, -0.0070844474, 0.0622167625, -0.0195399523, 0.0138043435, -0.0692161471, 0.0115015944, -0.1064489856, 0.0807845742, 0.0162103828, 0.0750003606, 0.0563353337, 0.0298202988, 0.0200624745, 0.018227566, -0.013597765, 0.0080383569, 0.1058657095, 0.0705285296, 0.0658622757, -0.0257616267, 0.043648947, -0.0866660029, 0.0697994307, 0.0081294943, 0.0659594908, -0.0005958136, -0.1044075042, -0.1730403602, -0.0302820634, 0.1006161645, -0.025299862, 0.05959199, 0.0675635114, 0.0000726255, -0.019989565, -0.0486311466, -0.0899712667, 0.0437947661, 0.0284593068, 0.1158787161, 0.0031229898, -0.0571130402, 0.063674964, -0.05439106, -0.0231490098, -0.0263206065, 0.0281676669, -0.0494331606, -0.0544396639, -0.0638693944, 0.056724187, 0.0516690761, -0.018227566, -0.0276572946, 0.0548771285, -0.0896796286, -0.125211224, 0.0437947661, -0.0410484783, -0.0322020352, -0.0357260294, 0.0146671152, 0.0466382653, 0.0086277146, -0.0910892263, -0.0396145768, 0.0921585783, -0.0150438184, 0.0181911122, 0.0383994058, 0.0490929112, 0.0121334838, -0.0334658138, -0.0039189267, -0.0610015914, -0.0302820634, -0.0024303421, -0.0045690434, -0.0112342564, 0.0899226591, 0.0142539572, 0.1064489856, -0.068389833, -0.0518635027, 0.0615362637, -0.0336116329, -0.0424094722, 0.0013085874, 0.1007133797, -0.1093653962, 0.016186079, -0.0374029651, 0.0621195473, 0.0653762072, -0.0364065282, -0.0076312744, 0.1455288976, -0.1000328884, 0.0877839625, -0.046249412, 0.0436975546, 0.0110459058, -0.0875895321, 0.0114651397, 0.117920205, 0.0136220679, -0.1139344424, 0.0056900387, 0.0147643294, -0.0787916929, -0.0413644239, 0.0012592211, -0.0190660339, 0.1109208167, 0.0336602405, -0.0259074476, 0.1318217665, -0.0217151083, -0.0557034425, -0.0380348563, 0.0505997241, -0.1274471432, -0.1379462183, -0.0338546671, 0.0979427919, 0.0003877155, -0.0566755794, -0.0163440518, -0.0929362848, 0.0659594908, 0.0343893431, -0.0366252586, 0.1018799469, -0.0441350155, 0.0200746264, 0.0571130402, 0.0024242664, 0.0519607179, -0.035628818, 0.0525926054, 0.0185799655, 0.0610015914, 0.0551687665, 0.1284192801, -0.012649931, -0.0416560657, 0.0609529838, 0.0837009847, 0.0210103076, -0.1407654136, -0.0069264751, 0.0560436919, 0.0602238812, -0.0430899672, 0.0360905826, 0.048849877, -0.09823443, -0.0084940456, 0.1225864589, 0.042968452, -0.0304278843, -0.0512802191, -0.0884644538, -0.1543753445, 0.0045417021, 0.0229181275, -0.0342921279, -0.0583282113, 0.0514746495, 0.054002203, -0.0488984846, -0.1811091006, -0.0189323667, 0.0503566898, 0.0706743523, 0.1034353673, 0.0255915038, 0.0151288807, -0.0768474191, -0.0045538535, 0.0055290284, -0.0235621687, 0.0291398037, -0.0576477163, -0.0281190593, 0.072326988, 0.0985746831, 0.1049907804, -0.0401978604, -0.0990121439, 0.0748545378, 0.1013938785, 0.0270983148, -0.004086013, -0.0210346114, -0.040246468, 0.1874279976, -0.0972136855, -0.0656192377, 0.0015318751, 0.0657164529, 0.0194670409, 0.0193698276, 0.010468699, -0.0006368256, 0.0708687827, -0.0046358779, 0.0062156003, 0.0048090396, 0.0507455468, -0.1798453182, 0.0204756334, 0.0150073636, 0.0608557686, -0.0433573052, 0.0376459993, 0.0205120891, 0.0458848625, 0.1019771621, -0.0218366254, 0.0048697982, 0.0615362637, -0.068146795, 0.0907975882, 0.0749031454, 0.0312785059, -0.0072484957, 0.0500164442, 0.0589114949, -0.0428955406, 0.0289210714, 0.0585226417, -0.0396145768, -0.0093325144, 0.0016890878, 0.0207672734, 0.0046328399, 0.0041042403, 0.0309868641, -0.0019427548, 0.0064707859, -0.028702341, 0.0988177136, 0.0016571896, -0.0360176712, 0.0974567235, -0.0087370798, 0.0001681303, -0.0397847034, 0.0704313144 ]
802.1146
Mubasher Jamil
Mubasher Jamil and Muneer A. Rashid
Interacting Modified Variable Chaplygin Gas in Non-flat Universe
9 pages; Accepted for publication in European Physical Journal C
Eur.Phys.J.C58:111-114,2008
10.1140/epjc/s10052-008-0722-3
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
A unified model of dark energy and matter is presented using the modified variable Chaplygin gas for interacting dark energy in a non-flat universe. The two entities interact with each other non-gravitationally which involves a coupling constant. Due to dynamic interaction, the variation in this constant arises that henceforth changes the equations of state of these quantities. We have derived the effective equations of state corresponding to matter and dark energy in this interacting model. Moreover, the case of phantom energy is deduced by putting constraints on the parameters involved.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:15:14 GMT" }, { "version": "v2", "created": "Sat, 3 May 2008 11:28:08 GMT" }, { "version": "v3", "created": "Mon, 18 Aug 2008 11:08:41 GMT" }, { "version": "v4", "created": "Tue, 28 Oct 2008 07:12:56 GMT" }, { "version": "v5", "created": "Fri, 12 Dec 2008 15:21:26 GMT" } ]
2008-12-18T00:00:00
[ [ "Jamil", "Mubasher", "" ], [ "Rashid", "Muneer A.", "" ] ]
[ -0.0439287983, 0.0378678031, -0.0498288795, 0.0025611722, -0.0388332717, 0.0777738169, -0.002390204, 0.0022494064, 0.0163056832, -0.0018186334, -0.0614681356, -0.0720882788, -0.121005334, 0.0280790292, 0.028990861, 0.0525107346, 0.0496947877, 0.0774519965, 0.0427487791, -0.0209184755, -0.0787392855, -0.0388332717, 0.0638281703, 0.0820111483, -0.0695137009, 0.0236003306, -0.0008481369, -0.0077840863, 0.0704791695, 0.0018119288, 0.0268185567, -0.0296613239, -0.0415151268, -0.0345423035, 0.0108145829, 0.1671332568, -0.0642036274, 0.0475224853, 0.0162654556, -0.023707604, -0.048648864, 0.0331477374, -0.0844784528, 0.1609113514, -0.0526448265, 0.0234796479, -0.0374118872, -0.0477370322, 0.0919876546, -0.0860339329, -0.0765401646, -0.0151658943, 0.0360709615, -0.040308293, -0.013918831, -0.0455915481, 0.0773983598, 0.0356686823, 0.0391282737, 0.0166543238, -0.0979413688, -0.1309818327, -0.0963322595, 0.0802947581, -0.0367682427, -0.072731927, -0.0450283587, 0.0418637693, -0.1149979755, 0.0460206456, 0.0179416146, -0.0247133002, 0.0396646447, 0.0345423035, -0.0344350263, -0.0114180008, -0.0217096228, 0.036714606, -0.0352664031, 0.0330404639, 0.0127388146, -0.0367682427, 0.0216023475, -0.0240562465, -0.1419238001, 0.0358564109, -0.0464229248, -0.0136238271, -0.0829766169, -0.0206771083, 0.0467447452, 0.1067378595, -0.0898958072, 0.0336304717, 0.0396914668, -0.0109821996, 0.0848002806, -0.0523498245, 0.0467179269, 0.0301976949, 0.0212134793, 0.0492656901, 0.0070130527, -0.0070532807, 0.14331837, -0.0180757083, -0.0433119722, -0.0320749953, -0.0394232795, -0.0064331014, 0.084049359, -0.0307608861, -0.0608244874, 0.0060609938, -0.1343073398, -0.0414883085, 0.0202077832, 0.0069661201, -0.1071669534, -0.0480052195, 0.0661882013, -0.018276846, 0.1816152781, -0.0691382438, 0.0234662369, -0.1076496914, -0.000006888, -0.0473883897, -0.1129597649, 0.0678509474, 0.1157488972, -0.0311095268, -0.0797047541, -0.0248473939, -0.0383773558, -0.0206234716, 0.1073278636, -0.0200736895, 0.0409251191, 0.0228494108, 0.0015454193, -0.0135299619, 0.020569833, 0.0688700527, 0.0104592377, 0.1325909495, 0.0045423931, -0.0135366665, -0.0449210852, -0.0830302536, -0.0727855638, -0.02195099, 0.0853902847, -0.0417564958, -0.0368218794, -0.082279332, 0.0098625245, 0.0467179269, 0.0623799637, -0.090324901, -0.0547098555, 0.050713893, -0.0354004949, -0.0697818846, 0.0277572069, -0.0176197924, -0.1003014073, -0.0112772034, -0.1070060432, -0.1351655275, -0.0886621475, -0.0511161722, -0.0986386538, -0.1144616008, 0.0475493036, 0.0065370235, -0.0004050021, -0.1890171915, -0.0548975877, 0.0127455192, 0.0452965423, 0.1065233126, -0.0415151268, -0.0118403928, -0.008488073, 0.046878837, -0.0358027741, 0.0703182593, 0.014763616, -0.0642036274, -0.0318604447, 0.1274417788, -0.0008322134, 0.0115185706, -0.0216291659, -0.0984241068, 0.0588935539, 0.0342741162, 0.1498620957, 0.0314581692, 0.0585717298, 0.0503116138, 0.0711228177, -0.0537175722, -0.0407910272, 0.0663491115, 0.0952058807, 0.0410323925, -0.0664027482, 0.0349713974, 0.1053432971, -0.002358357, 0.0619508661, -0.0536102951, -0.0269526504, -0.0549780428, -0.0218303055, 0.0177538842, 0.05170618, 0.0152865779, -0.0684409589, 0.0634527057, 0.0885012373, 0.0550316796, 0.0197786856, 0.0032701879, 0.0433656089, -0.1143543273, 0.0329063684, 0.0808311328, -0.0017448824, -0.0368218794, -0.0986922905, 0.067529127, 0.0767547116, -0.1249744743, 0.0212939344, 0.0213609803, 0.0122359665, -0.0855511948, -0.0661882013, 0.0775056332, -0.0063090655, 0.0328527316, -0.0590008274, 0.0210525673, -0.0237210132, -0.0889303386, 0.0603417531, 0.0303049702, 0.0478979424, 0.0099295713, 0.0590544641, -0.0222191755, -0.0021991218, 0.003377462 ]
802.1147
Pavel Emelyanov
Pavel Emelyanov
On Hunting for Taxicab Numbers
1 table, 1 appendix
null
null
null
math.NT
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
In this article, we make use of some known method to investigate some properties of the numbers represented as sums of two equal odd powers, i.e., the equation $x^n+y^n=N$ for $n\ge3$. It was originated in developing algorithms to search new taxicab numbers (i.e., naturals that can be represented as a sum of positive cubes in many different ways) and to verify their minimality. We discuss properties of diophantine equations that can be used for our investigations. This techniques is applied to develop an algorithm allowing us to compute new taxicab numbers (i.e., numbers represented as sums of two positive cubes in $k$ different ways), for $k=7...14$.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:17:01 GMT" } ]
2008-02-11T00:00:00
[ [ "Emelyanov", "Pavel", "" ] ]
[ 0.0104761738, -0.1506123692, 0.0522697158, 0.00238458, 0.0296500716, 0.009559161, -0.075973101, 0.0489907004, -0.00646077, -0.0258430801, 0.0789186582, -0.1854032576, -0.0618566647, 0.00558544, 0.0738611892, 0.0570770837, 0.042849496, 0.0289275777, -0.0086213071, 0.0319287106, -0.0187153928, -0.00197644, -0.0159087777, -0.0376530923, 0.0066691819, -0.0398483612, -0.0396260582, -0.0348186865, 0.1060955748, -0.1781783104, 0.0028344025, -0.0385423154, -0.0814751759, 0.0096147377, -0.0979258269, -0.0392092317, -0.0553542115, 0.0390147157, 0.0199102871, 0.0302614141, -0.0213413835, -0.0564379543, -0.0301502608, 0.0365693495, -0.0731942728, 0.0031678614, -0.0219805129, -0.0605784021, 0.0182985682, 0.0470177345, -0.0014007019, 0.1204898879, 0.0119072692, 0.0050644102, -0.0631349236, -0.0548818111, -0.071916014, 0.0461840853, 0.0635239556, 0.0287608486, 0.0646910667, -0.0749171451, -0.0038973032, -0.0054916549, 0.0496298298, 0.1204898879, -0.0843651518, 0.0268434584, 0.028080035, 0.0528532676, -0.0679700822, 0.0824199766, 0.0968142897, 0.0339572504, 0.0361803137, 0.0244258791, -0.0748059899, 0.0918679833, -0.0780850053, -0.077362515, 0.1160437688, 0.0114348689, -0.0134564638, 0.0309005436, 0.0420436338, -0.0148945069, -0.0382088572, -0.0029090834, -0.132049799, -0.1181556731, -0.0077181887, 0.0840872675, 0.0444056392, 0.0281356126, 0.1283817589, -0.0347631127, 0.0588555336, 0.0274131168, 0.0530755743, 0.0154502718, 0.0066865496, 0.102594249, 0.0699708387, -0.0049914662, 0.0739723444, 0.1600603759, -0.0356801227, 0.0051790369, -0.1572815478, 0.0811972916, -0.0890891552, -0.0329846628, -0.0768067464, -0.0486572422, -0.0004576379, 0.037375208, -0.007926601, -0.0520196185, -0.028705271, 0.0075931419, -0.0577440001, -0.1007046476, 0.0559099764, -0.0257319268, 0.0666918233, -0.0944800824, -0.0194656756, -0.0917012542, 0.064802222, 0.0109207854, 0.0218137838, -0.0512693375, 0.138496682, 0.0743058026, -0.0998710021, -0.0364304073, 0.0322899558, -0.0796967223, 0.0231893025, -0.0035030574, 0.125491783, -0.0036263678, 0.0438498706, 0.1077628657, -0.0889780074, -0.003291172, 0.061634358, -0.0586332269, -0.0375141501, -0.0189654864, -0.0081141712, 0.071693711, 0.0443778485, 0.0307338145, 0.0404597037, -0.1031500176, -0.0045920098, 0.0157559421, -0.0679145008, 0.0629126206, 0.0074472534, 0.010712374, -0.006269726, 0.0000419266, 0.0357079133, 0.1436097175, -0.0337627344, -0.0257041398, -0.0755284876, 0.0335404277, 0.0507413596, -0.0984815881, -0.0005931056, -0.0142553765, -0.0388201959, -0.0370695367, -0.0369861722, -0.0689148828, -0.0867549405, -0.0698041022, -0.1081519052, 0.0124352453, -0.0303169899, 0.0574661195, -0.0199380759, -0.0630237684, 0.070693329, -0.0393481739, 0.0433496833, 0.0151168127, -0.0383200087, -0.0157976244, 0.001722872, 0.1875151694, -0.0321232267, -0.1012048349, 0.1012048349, -0.0519362539, -0.0317619778, -0.0583553426, -0.1170441434, 0.0253567863, 0.0355689712, 0.0684146956, -0.0448780395, -0.1390524507, 0.0305948723, -0.0299001671, -0.0521029867, -0.0269823987, -0.0260237046, -0.0707489103, 0.0584664978, -0.0030306571, -0.0720271692, 0.0887001231, -0.0640241504, 0.0270101875, -0.0158254132, 0.155947715, -0.0751950294, -0.0358746424, 0.0197574515, 0.0078988122, 0.044266697, 0.0293444004, 0.0803080648, -0.0360969491, 0.0080030188, 0.0307060257, 0.0054082898, 0.0288997889, -0.0655247122, 0.0035812119, 0.0119906338, 0.007218, 0.042849496, 0.0059848963, -0.0317897685, 0.0196046159, 0.0059432141, 0.0275798459, -0.0107332151, -0.0077529242, -0.0466286987, 0.1277148426, -0.0845318809, -0.0700264126, -0.0048594717, -0.0609674379, -0.0211329702, -0.0248288084, 0.0414878689, -0.0718048587, -0.0974256322, 0.0522697158 ]
802.1148
Mubasher Jamil
Mubasher Jamil and Asghar Qadir
Comments on "Charged particle dynamics in the field of slowly rotating compact star"
4 pages; paper presented at the "first Italian Pakistan workshop on relativistic astrophysics" June 20-22, 2007
Nuovo Cim.B122:599-602,2007
10.1393/ncb/i2007-10385-7
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
B.M. Mirza \cite{1} presented a solution of coupled Einstein-Maxwell equations for a slowly rotating neutron star; however his derivations had some errors and implicit assumptions that rendered the solution invalid. We point out the errors and present a mathematically consistent solution. The resulting solution is also physically consistent as it remains finite in the no rotation limit, whereas Mirza's solution diverges for zero rotation.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:18:42 GMT" }, { "version": "v2", "created": "Tue, 28 Oct 2008 07:26:49 GMT" } ]
2010-11-11T00:00:00
[ [ "Jamil", "Mubasher", "" ], [ "Qadir", "Asghar", "" ] ]
[ 0.053216245, 0.0290358718, -0.0746289864, 0.0018390195, -0.0652093217, 0.109540008, -0.0369988866, 0.0285988767, 0.0071072336, -0.0143237161, 0.0030498588, 0.00415145, -0.0868648365, 0.0874474943, -0.0245930906, 0.0953134, -0.0067127245, -0.0338670909, 0.092642881, 0.0904579088, -0.0623445809, -0.0629757941, 0.1246891618, 0.0275063887, -0.0292786453, 0.0625388026, 0.0835630968, -0.0184266102, 0.0444035195, -0.0304439645, 0.0396451317, -0.0084364256, 0.0133647546, -0.0790960416, -0.1082775816, 0.0966729447, 0.0108581046, 0.0692879409, -0.0431168117, -0.0408832841, 0.011732094, 0.0381884836, -0.0353722945, 0.1519770473, -0.0098748663, -0.023913322, -0.0293514784, -0.023367079, 0.1602313966, -0.0760370791, -0.0922544375, 0.0091950968, 0.0452289544, 0.0294728652, -0.037702933, -0.0703075975, 0.0192034896, 0.1005087867, -0.0207451098, -0.0397665203, -0.0003730766, -0.0915261135, -0.1211932003, 0.0324589945, 0.0087945182, -0.0621989146, -0.0907006785, -0.0731237829, -0.0256370232, 0.0243381783, -0.0429225937, -0.0188757442, 0.0428012051, -0.0861365125, -0.0411746129, -0.012363309, 0.0371445492, -0.0029345409, 0.0833688825, 0.162950471, 0.0749688745, -0.0186572466, 0.0666659698, -0.0565665364, -0.0210364405, 0.0359306782, 0.0469526537, 0.0215341281, -0.1005087867, -0.0310751796, 0.0016888025, 0.037872877, -0.0002349985, -0.0153190922, 0.1775169671, -0.0738521069, 0.0537503511, 0.0069069443, 0.0948278531, 0.0460301116, -0.0594798364, 0.017892506, -0.0092133051, -0.0465884916, 0.1888788193, -0.0038024609, 0.0214612968, 0.0028025322, -0.0331387669, 0.0574405268, 0.0930798724, -0.0068219732, -0.0678312927, 0.0012798787, -0.0550127774, -0.0376543775, 0.0137046399, 0.0582659617, -0.1355654746, 0.0755029768, -0.0150884567, -0.0720070153, 0.0813781247, -0.0089644613, 0.1057527214, -0.0956532881, 0.0137653332, -0.0543815643, -0.1425573826, 0.0335757621, 0.0376786552, -0.0559838787, -0.0327503271, -0.091089122, -0.0541873462, -0.0285260435, 0.0763284117, 0.0013815406, 0.0643838868, -0.0279191062, 0.0616162531, 0.0216919314, 0.0144451028, 0.0554983281, 0.0479965843, 0.0710359216, 0.0628301278, -0.0470740423, 0.0329445451, -0.0238890443, -0.0137167787, -0.0240711253, 0.0289873164, 0.0580231883, -0.0247873105, -0.0920602232, 0.0636070073, 0.0785619393, -0.0264381804, -0.0297399182, 0.0307352953, -0.0020119965, -0.1201249883, -0.0515168197, 0.0957503989, -0.0322647765, -0.0691422746, -0.0797272548, -0.0878359377, -0.1686799526, 0.0254185256, -0.0582174063, -0.1248833761, -0.0698705986, 0.0974498242, 0.069919154, 0.0364405029, -0.1646013409, -0.0777365044, 0.0959931687, 0.0412960015, 0.0334543735, 0.0625873506, 0.0225295052, 0.0009802034, 0.0585572906, 0.0289144833, -0.0256613009, 0.0015567937, -0.0398393497, -0.1029365361, 0.0453503393, -0.0314393416, 0.0088612819, -0.0479965843, -0.0542844534, 0.0262439605, -0.0058569429, 0.0155133121, 0.068850942, 0.0444520749, 0.0475838706, 0.096867159, -0.0268023424, -0.0507399403, -0.0039875768, -0.0053592548, 0.0162901916, -0.007853766, 0.0160352774, 0.0639954507, 0.0275792219, -0.0043456699, 0.0288173743, 0.0334543735, -0.0401792377, -0.0785619393, -0.0129398992, -0.0037478367, -0.0296913628, -0.0150277624, 0.0734151155, 0.0725896806, 0.0532648005, 0.0132190902, 0.0242289286, 0.0523422547, 0.0673942938, 0.0347410813, 0.0978868157, -0.0298855826, -0.0396694094, -0.0663746446, 0.057052087, 0.1029365361, -0.0607908219, -0.0083150379, 0.0370717198, -0.1020625457, -0.0725411251, -0.0048676357, 0.0874474943, -0.0557411052, -0.0367318317, -0.1012856662, -0.0472682603, -0.0607422665, -0.0339642018, 0.0666659698, -0.1009943336, 0.0543330088, 0.058605846, 0.0519538149, -0.0125393206, -0.0796301514, -0.0071800658 ]
802.1149
Hiroyuki Yamase
Hiroyuki Yamase
Theory of reduced singlet pairing without the underlying state of charge stripes in the high-temperature superconductor YBa_2Cu_3O_6.45
11 pages, 4 figures, published version
Phys. Rev. B 79, 052501 (2009)
10.1103/PhysRevB.79.052501
null
cond-mat.str-el cond-mat.supr-con
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Recently, a strongly enhanced xy anisotropy of magnetic excitations was observed in YBa_2Cu_3O_y (YBCO_y) with y=6.45 and Tc=35 K [Science 319, 597 (2008)]. Unlike the observation in YBCO_6.6 and YBCO_6.85, the anisotropy grows to be pronounced at lower temperature and at lower energy, and is not suppressed by the onset of superconductivity. We propose that the effect of singlet pairing is substantially reduced in YBCO_6.45. This reduction concomitantly enhances an order competing with singlet pairing, a strong tendency of the so-called d-wave Pomeranchuk instability, leading to the magnetic excitations observed experimentally.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:24:13 GMT" }, { "version": "v2", "created": "Mon, 20 Apr 2009 03:02:02 GMT" } ]
2009-11-13T00:00:00
[ [ "Yamase", "Hiroyuki", "" ] ]
[ 0.0434833094, -0.0708390102, -0.0999299511, 0.0070813489, -0.0407018065, 0.1144243926, 0.0392217413, -0.0843637437, -0.059968181, -0.124937959, -0.0492504612, -0.059866108, -0.0175438821, 0.0651228949, 0.0229537785, 0.0337863266, -0.0092823086, 0.0808422118, 0.0110430764, 0.0312855281, -0.0755343884, -0.1349411607, -0.0019330168, 0.0398086645, -0.0611930601, -0.0875790641, 0.0284785051, -0.0388900042, -0.0162807237, -0.0633876398, 0.1069730222, -0.0778310448, 0.0130909262, -0.0944690183, -0.0909985229, 0.0239489935, 0.0131802401, 0.0105390884, 0.0202360712, -0.0473876223, -0.0047240891, -0.0909474865, -0.0921213329, 0.0823733136, 0.0450144112, 0.1168741509, -0.0141116614, -0.0473876223, 0.0104242563, -0.0018293485, 0.0207847152, -0.0254928563, -0.0397831462, -0.0622648336, -0.0335821807, 0.0234003495, -0.033964958, 0.0792090371, 0.064102158, -0.1019203886, -0.0525168143, -0.1082999781, -0.0115470644, 0.0871707648, -0.0214226749, 0.0349856913, -0.0519809276, 0.0736460313, 0.0445040464, 0.0749729872, -0.0059617301, -0.0849761888, 0.0799745843, 0.059968181, 0.0496842749, 0.0103030438, 0.0004338124, 0.0133333504, 0.0099266479, 0.0468262173, -0.0361085013, -0.0514450446, 0.1204467267, 0.0172886979, -0.0077703451, 0.0587432981, -0.0484083556, 0.0233365539, -0.0020319005, -0.0131292036, 0.0225072056, 0.0395024419, -0.0341180675, 0.0179394167, 0.0711962655, 0.0071004876, 0.0400128104, -0.0294992402, -0.0145582324, 0.0029378028, -0.0665519238, 0.0464689583, -0.0140223466, 0.0322041884, 0.1203446537, -0.0046443441, -0.0250718035, -0.0726252943, -0.0624689795, -0.0066858139, 0.1352473795, 0.043891605, -0.0191898178, 0.0099904435, -0.1078916863, -0.1155472025, -0.0097799171, -0.1057481468, -0.0460861847, 0.0696651638, -0.0251738764, -0.0609889142, 0.0455758162, 0.0562935323, -0.025799077, -0.0359553881, -0.0143158082, -0.0736970678, -0.0951835364, -0.1371867806, 0.1392282546, -0.0034481704, -0.1048294827, -0.0348836184, -0.0186794493, -0.00306061, -0.005588524, -0.0489442423, 0.0723701119, 0.0347815454, 0.0716555938, -0.0932951793, 0.1206508726, 0.0748709068, 0.1319810301, 0.0458820388, 0.011336538, 0.0739012137, -0.0182711557, 0.0214737114, 0.0451675244, -0.0735439584, 0.0352408737, 0.09089645, 0.0730846226, -0.1257545501, 0.0665519238, 0.0497353114, 0.0322552249, -0.0574163422, 0.0633366033, -0.0088548763, -0.0241531413, 0.0253269859, 0.1035535634, -0.0098181944, -0.1543351263, 0.0306986049, -0.1005423963, -0.1622968614, 0.0422584265, -0.0087910797, -0.0230175741, 0.0521085188, 0.0623669066, 0.1054419205, -0.0468006991, -0.0964594558, -0.0646125227, 0.0669091791, 0.0483828373, -0.0198022593, 0.0283764321, -0.0482552461, -0.0613972098, -0.0125741791, -0.0147113428, 0.0849251524, -0.0121339867, 0.0271005128, -0.0896205306, 0.0776268914, -0.0059330221, 0.0336332172, -0.0974801928, -0.0941117629, 0.0900288224, 0.1138119474, 0.0291675013, 0.0277384724, -0.0460351482, -0.0148644531, -0.0071961815, -0.0646125227, -0.1144243926, -0.0012216922, -0.0101945903, -0.009722501, -0.0306475684, -0.0245741941, 0.0024401946, -0.0291164648, 0.1224882007, 0.0989602581, -0.0347560272, -0.0626731291, -0.0739522502, -0.0637449026, 0.0718597397, 0.0181690827, -0.0053301505, -0.0165614244, 0.0192918908, 0.0774227455, -0.0445806012, 0.0398086645, 0.0364657566, 0.0461372212, -0.0117129339, 0.0721149296, 0.0198277775, -0.0119808763, 0.0850782618, 0.0503222346, -0.0419522077, 0.0264625549, 0.0026012792, 0.0228006672, -0.0287336893, -0.035623651, -0.1365743428, -0.0610909872, 0.0323062614, 0.1239172295, -0.0069154794, 0.0708900467, -0.0707369372, -0.0378692672, 0.0288868006, -0.0223030597, -0.0685423538, 0.0759937167, -0.1096269339, 0.0098564718, -0.0642552674, -0.0691037551 ]
802.115
M\'aria Ercsey-Ravasz
M\'aria Ercsey-Ravasz (P\'eter P\'azm\'any Catholic University), Tam\'as Roska (P\'eter P\'azm\'any Catholic University), Zolt\'an N\'eda (Babes-Bolyai University)
Cellular neural networks for NP-hard optimization problems
null
null
10.1155/2009/646975
null
cond-mat.dis-nn cond-mat.stat-mech
http://creativecommons.org/licenses/by/3.0/
Nowadays, Cellular Neural Networks (CNN) are practically implemented in parallel, analog computers, showing a fast developing trend. Physicist must be aware that such computers are appropriate for solving in an elegant manner practically important problems, which are extremely slow on the classical digital architecture. Here, CNN is used for solving NP-hard optimization problems on lattices. It is proved, that a CNN in which the parameters of all cells can be separately controlled, is the analog correspondent of a two-dimensional Ising type (Edwards-Anderson) spin-glass system. Using the properties of CNN computers a fast optimization method can be built for such problems. Estimating the simulation time needed for solving such NP-hard optimization problems on CNN based computers, and comparing it with the time needed on normal digital computers using the simulated annealing algorithm, the results are astonishing: CNN computers would be faster than digital computers already at 10*10 lattice sizes. Hardwares realized nowadays are of 176*144 size. Also, there seems to be no technical difficulties adapting CNN chips for such problems and the needed local control is expected to be fully developed in the near future.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:26:37 GMT" } ]
2016-02-17T00:00:00
[ [ "Ercsey-Ravasz", "Mária", "", "Péter Pázmány Catholic University" ], [ "Roska", "Tamás", "", "Péter Pázmány Catholic University" ], [ "Néda", "Zoltán", "", "Babes-Bolyai University" ] ]
[ -0.01488127, -0.0038952748, 0.012280019, 0.0028834937, 0.0132703437, -0.0768491551, 0.1365855038, 0.1066381037, -0.0490408503, 0.0154490564, 0.0830815881, 0.0076783132, -0.0994021297, 0.0052652233, 0.0414879769, -0.0305547994, 0.0305547994, -0.0039315866, 0.105898656, -0.052315522, -0.0368136503, -0.0008698347, 0.0554581508, -0.1389094591, 0.0409069881, -0.0000617405, 0.0954936519, 0.0990324095, 0.0981873348, -0.0547187105, 0.0324826315, -0.0385830291, -0.0746308267, -0.0022810465, -0.0492785275, 0.0700885355, 0.0108803613, 0.0481957756, -0.0532926433, 0.10801135, 0.0446834229, -0.0170203708, -0.0548243448, 0.1189445257, -0.0606342442, -0.0247316938, -0.0951239318, -0.0229755193, -0.0681343004, 0.1320432127, -0.066866681, 0.1380643845, -0.0345953219, -0.1176769137, -0.1474658698, -0.0441816598, -0.0358893462, 0.0359949805, 0.0066912901, 0.0331692547, 0.0314791016, -0.1133458987, 0.1002472118, 0.0056184391, -0.0433894023, -0.0080480343, -0.0568314008, -0.0179050602, -0.0175617486, 0.0813386217, -0.0397714153, -0.0198196862, 0.115669854, 0.0319808684, 0.0147360228, 0.0144587317, 0.0092496276, 0.097606346, 0.0841379389, 0.1169374734, 0.0468225256, -0.0123922555, 0.057201121, -0.0320865028, -0.0095137134, -0.0567785837, -0.0268972032, -0.0357308947, -0.1122895479, -0.0594194457, -0.0803350955, 0.0762153417, -0.0349386334, 0.1346840858, 0.0587328225, -0.0013328112, 0.0758456215, -0.0112236738, 0.1101768613, 0.0615321398, -0.0490408503, 0.0176145658, 0.0927471519, -0.0012147976, 0.0901591107, 0.0648596287, 0.0195556004, 0.0315583274, 0.0140229892, 0.043283768, -0.0634863749, -0.046796117, -0.1107050329, -0.0088402936, -0.0016051503, -0.16478993, -0.0187369324, -0.0367080122, 0.0370249189, 0.0291551426, -0.0189217925, 0.066232875, -0.0138909463, 0.0534775034, 0.0198592991, -0.057834927, 0.0769019723, -0.0895781144, 0.0389791578, -0.0549827963, -0.0113821253, 0.0319808684, 0.0629053861, -0.0391112007, -0.0824477822, -0.0210344847, -0.0547715276, 0.0319808684, -0.0503876917, -0.0254975446, 0.1007753834, 0.0583102852, 0.0627469346, 0.0418577008, -0.1001943946, 0.1011451036, -0.0616905913, 0.044868283, -0.050176423, 0.0306868441, -0.0011949911, -0.0018205459, 0.0228434764, -0.0354404002, -0.028442109, -0.0557222366, 0.0090581644, 0.1212684885, -0.0319280513, -0.133416459, 0.114085339, 0.0282572489, 0.0158319809, 0.0705638975, 0.093592234, 0.1240149885, -0.1960577667, 0.0233056284, -0.0656518862, 0.0417256579, -0.0164129715, -0.0257616322, -0.0485390872, 0.045607727, 0.0594722629, -0.0347273648, -0.011137845, -0.0451323725, -0.0527644679, -0.0490408503, -0.0179050602, 0.0279667526, -0.0158055723, 0.002053272, 0.0257088151, -0.0079093883, 0.0057702884, 0.011547179, -0.0913210884, -0.0532662347, -0.0384509861, 0.0040075118, 0.0183275975, 0.1353178918, -0.0209420547, 0.0242167264, 0.0629053861, -0.03232418, 0.0198725034, -0.0234772842, 0.0825534165, 0.0241903178, 0.0501500145, -0.0597363524, 0.0489880331, -0.1141909733, 0.0013344617, 0.0326674916, -0.0223285072, 0.0610039644, 0.0062852572, 0.0709336177, 0.0517609417, -0.0140493978, -0.020955259, -0.080176644, -0.0660216063, 0.0185520723, 0.012511095, 0.0392696522, -0.0803879127, 0.1078528985, -0.0083451308, 0.0119169001, -0.0655462518, -0.0363382921, 0.0007778171, -0.0112368781, 0.0550356135, -0.0458454043, 0.0938035026, -0.033274889, 0.000861582, 0.0153434221, 0.0786977559, -0.013422193, 0.0171920266, -0.0477204174, -0.035202723, -0.0736801177, 0.0088733044, -0.0256559961, -0.1093317866, -0.0906344652, -0.0529229194, 0.0498331115, -0.103363432, -0.0281780232, 0.0036443928, -0.1002472118, -0.0415936112, -0.0105634574, 0.0330636203, -0.1547546536, 0.0040801354, 0.0052223094 ]
802.1151
Mari\'an Koles\'ar
M. Kolesar, J. Novotny
The eta decay constant in `resummed' chiral perturbation theory
Presented by M.K. at Hadron Structure'07, Modra, Slovakia, 3-7.9.2007
Fizika B17:57-66,2008
null
null
hep-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The recently developed 'Resummed' ChPT is illustrated on the case of pseudoscalar meson decay constants. We try to get an estimate of the eta decay constant, which is not well known from experiments, while using several ways including the Generalized ChPT Lagrangian to gather information beyond Standard next-to-leading order. We compare the results to published ChPT predictions, our own Standard ChPT calculations and available phenomenological estimates.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:29:29 GMT" } ]
2009-02-20T00:00:00
[ [ "Kolesar", "M.", "" ], [ "Novotny", "J.", "" ] ]
[ 0.0356310718, 0.0637528002, -0.0056288154, -0.011270402, -0.0449028127, 0.1143259332, -0.0355033614, 0.1084001884, 0.0067047714, 0.0094760768, -0.0295265373, 0.0491683222, -0.106867671, 0.0786693171, 0.0200376883, 0.0236263368, 0.0156061538, 0.0273299254, -0.064927727, 0.0811724365, -0.0588998199, -0.1163692921, -0.0332301259, -0.0116726877, -0.035069149, -0.0250439178, -0.0213275589, -0.0497813299, 0.0568564609, 0.0081415083, -0.0290412381, -0.0732033327, -0.039411284, -0.0962422043, 0.0146483295, 0.1536605954, -0.1182083115, 0.0623224452, -0.1439546347, -0.0333067514, -0.030139545, 0.0158998873, -0.1834936291, 0.0860254094, -0.0241371766, -0.0126879821, -0.0210210551, 0.0018964924, 0.0668689236, -0.0107212486, -0.0334600024, -0.007522115, 0.030139545, 0.0681460202, -0.1027298719, -0.0915935636, 0.0682992712, 0.0185817946, 0.0628332868, -0.0076817526, 0.0220427345, -0.1087066978, -0.0369592533, -0.0296031628, -0.090929471, -0.0028128112, -0.0353501104, 0.0803550929, -0.0042782826, -0.0416589789, 0.0505731329, 0.0455158204, -0.0187605899, -0.0741739273, 0.0019300163, 0.0431148745, 0.1038026363, 0.112691246, 0.0572651327, 0.0771878809, -0.0030426891, -0.0251333155, 0.0067813974, -0.0104977563, -0.0463076197, -0.0187861305, 0.0105488403, -0.0779541433, -0.0360908285, 0.0103892032, -0.0449028127, -0.0034928666, -0.0745315179, 0.0234347731, 0.1201495081, -0.0651831478, -0.0036365404, -0.0592574105, 0.0134733981, -0.0113342563, -0.0248523522, 0.1088088602, 0.060381256, -0.1070720106, 0.0556304455, 0.001613136, -0.0864851698, -0.0078094625, -0.0527697429, -0.0295776203, 0.0747869387, -0.0012739066, -0.0950161889, 0.0486063994, -0.0409693457, -0.0190032385, -0.0725903288, 0.0328725353, -0.1370072216, 0.1091153696, 0.0088247564, 0.0352734849, 0.1207625121, 0.0063503762, 0.0407905541, -0.0537403412, -0.0545065999, -0.088119857, 0.006027909, 0.0026292282, 0.086689502, -0.0512883104, -0.0185307115, -0.0254398193, -0.0177389104, 0.0023993503, -0.0446218513, -0.0110979928, 0.125768736, -0.0801507533, -0.0072986227, 0.0347881839, 0.0159509704, 0.0490661561, -0.0199227501, 0.0655407384, 0.0367038362, 0.0388493612, 0.054455515, -0.0456690714, -0.0732544139, 0.0755531937, 0.064314723, -0.008281989, -0.0948118567, 0.0067430846, -0.0010575979, -0.0239073001, -0.0241244063, -0.0861786604, -0.0225663446, 0.0315188095, -0.0322595276, 0.011008596, 0.1146324351, -0.0059544756, -0.1184126511, 0.0172663834, -0.1039047986, -0.13649638, 0.0440088436, 0.0015213445, -0.0111746192, -0.0996137485, 0.0049455673, -0.0227579102, -0.0324894078, 0.0164362676, -0.0652853176, 0.0657450706, -0.0177005958, 0.0611985996, 0.0090929475, 0.0497302487, -0.0697296262, 0.0024807653, -0.0170237347, 0.0758086145, 0.044596307, -0.0418633148, 0.0068771797, 0.052258905, 0.0828071237, -0.0091568017, 0.0055394182, -0.102934204, 0.0460011177, 0.0975193009, -0.0019491728, 0.0310590547, -0.0635995492, 0.0107595623, 0.0834712088, -0.0967019573, -0.0050094221, 0.0622202791, 0.1436481327, -0.1212733537, -0.0430893302, -0.0020657082, 0.0691676959, 0.0032326577, 0.1132020876, -0.0452093147, -0.0592574105, 0.0337154232, -0.0616583563, 0.0690655336, 0.0614029355, 0.0770346299, -0.1647969037, 0.015516757, 0.0464353301, 0.0480444767, -0.0245075356, -0.064927727, 0.1006865129, 0.0597171634, 0.0049487599, 0.0131924357, -0.032080736, -0.0303183384, 0.0033332293, -0.0092589697, 0.027151132, -0.112691246, 0.0716708153, 0.022438636, -0.1005843431, -0.1410939395, -0.0819386914, -0.0365761258, 0.0512372255, 0.058542233, -0.0069410349, 0.0154912146, 0.0141630312, -0.0672775954, 0.136802882, -0.0473292992, -0.0288624447, 0.1291402876, 0.0837266296, 0.008697046, -0.0520034842, -0.0158615727 ]
802.1152
Richard Warnung
Mikl\'os R\'asonyi, Walter Schachermayer, Richard Warnung
Hiding a drift
Published in at http://dx.doi.org/10.1214/09-AOP469 the Annals of Probability (http://www.imstat.org/aop/) by the Institute of Mathematical Statistics (http://www.imstat.org)
Annals of Probability 2009, Vol. 37, No. 6, 2459-2479
10.1214/09-AOP469
IMS-AOP-AOP469
math.PR
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
In this article we consider a Brownian motion with drift of the form \[dS_t=\mu_t dt+dB_t\qquadfor t\ge0,\] with a specific nontrivial $(\mu_t)_{t\geq0}$, predictable with respect to $\mathbb{F}^B$, the natural filtration of the Brownian motion $B=(B_t)_{t\ge0}$. We construct a process $H=(H_t)_{t\ge0}$, also predictable with respect to $\mathbb{F}^B$, such that $((H\cdot S)_t)_{t\ge 0}$ is a Brownian motion in its own filtration. Furthermore, for any $\delta>0$, we refine this construction such that the drift $(\mu_t)_{t\ge0}$ only takes values in $]\mu-\delta,\mu+\delta[$, for fixed $\mu>0$.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:38:51 GMT" }, { "version": "v2", "created": "Wed, 23 Apr 2008 14:06:01 GMT" }, { "version": "v3", "created": "Mon, 12 Jan 2009 21:23:00 GMT" }, { "version": "v4", "created": "Wed, 9 Dec 2009 10:46:33 GMT" } ]
2009-12-09T00:00:00
[ [ "Rásonyi", "Miklós", "" ], [ "Schachermayer", "Walter", "" ], [ "Warnung", "Richard", "" ] ]
[ -0.048565913, 0.0041495762, -0.0005701869, 0.0115607399, -0.1328944862, -0.039598234, 0.0663392022, 0.0134042455, -0.0630978718, 0.0456217043, 0.0342230313, 0.0535359494, -0.0646104887, 0.0522124059, 0.0289828833, 0.1189567745, 0.0710391253, 0.0204743948, 0.0169494487, 0.0186781585, -0.049430266, -0.0416240655, -0.0024833307, -0.003118091, -0.0065771965, -0.1019938216, 0.0024411259, 0.0302253924, -0.0428125523, -0.0706609711, 0.1332186162, -0.0428395644, 0.0423533656, -0.0717954338, -0.0215953551, 0.0407597125, -0.052077353, 0.0939445198, -0.0868135914, 0.0984283537, 0.0085557578, -0.0857871771, -0.0992386863, 0.0481067225, 0.0373833291, -0.001757408, 0.0179083422, -0.0337368324, 0.0040280265, 0.04802569, -0.1539631188, -0.0730919689, -0.0762792751, -0.0667713732, -0.0126074189, 0.0418131426, 0.0531577952, 0.0343310758, 0.0258360934, -0.1240348518, 0.0237967577, -0.100103043, -0.0897848159, -0.0923778787, -0.0730379447, 0.0219870154, -0.0778999403, 0.0748746991, -0.0485929251, 0.1216578782, -0.0198936574, -0.0495653227, 0.0711471736, 0.0107976776, -0.020501405, -0.0081168283, -0.0027163012, -0.0685541108, -0.0474854708, 0.1855120659, -0.0116080092, -0.0179488584, -0.0088933967, -0.0192588959, -0.012614172, -0.0818975791, -0.0110137658, -0.0226893034, -0.0774137378, -0.1516941935, 0.0235941745, 0.0313868672, -0.0779539645, 0.0355195627, 0.0502405986, -0.0814654008, 0.093242228, -0.0057634879, -0.000015563, -0.0637461394, -0.0838963985, -0.0729299039, 0.1419702023, -0.0490791239, 0.1058293879, -0.0502405986, -0.0259306319, 0.0281455405, -0.0677437782, 0.0266869422, 0.0823837817, -0.0848687962, -0.0180433989, -0.0013708121, -0.017179044, -0.0407867245, -0.0716333687, 0.0512670204, -0.0398953557, 0.0498354323, 0.0073942817, -0.0388689376, 0.0896227434, -0.0019296036, -0.0059458129, -0.0179758705, 0.0990225971, -0.1248992085, -0.0602887198, -0.0136878621, 0.0834642202, 0.0113649098, -0.0615852512, -0.038733881, -0.0053684511, -0.0530227385, -0.003943617, 0.0852469504, 0.058397945, -0.0036566244, 0.0334937312, 0.027875429, 0.0545623712, 0.0302524045, 0.026808491, 0.0936203822, -0.0253363885, 0.0312518142, 0.0549405254, -0.0035452035, 0.0323592685, -0.0412729234, 0.0356546193, 0.0802228898, 0.0002490084, -0.0614231825, 0.1123660728, 0.0770896077, 0.0383557267, -0.0672575757, -0.0655288696, 0.0916215628, -0.0296041388, -0.0380856171, 0.0828699768, 0.045594696, 0.0003581078, -0.0939985365, -0.0508618541, -0.073416099, 0.035249453, 0.0358436964, -0.0491871685, 0.0467561707, 0.0152747631, 0.0596404523, -0.0621794946, -0.1835672706, 0.042245321, -0.1313818693, 0.0223111473, 0.0474854708, 0.0437039174, -0.0601806752, 0.0096159428, 0.0838423744, 0.004382547, 0.0029003141, 0.0512400083, -0.0562370569, -0.0258360934, 0.1651997268, 0.0304955039, -0.0565611906, -0.0495653227, -0.0083126584, 0.0810872465, 0.0327104107, 0.0246070884, -0.0111555737, 0.0464860611, 0.0273622181, 0.0757390559, -0.0081640976, -0.121441789, 0.096969761, 0.0709851012, 0.1375404, -0.0544543266, 0.0380045809, 0.0242694505, -0.016652327, 0.0279024411, 0.031738013, -0.0741724148, 0.077791892, -0.0760631859, 0.0193264242, 0.0019633675, 0.0657989755, -0.1747076362, 0.0532658398, 0.0394091569, 0.0582358763, -0.052239418, -0.0306575689, 0.0405166112, -0.0761172101, -0.0750907883, 0.0017016977, 0.0950789824, -0.0317110009, -0.0767654777, -0.0275783073, 0.0591542535, 0.0547244363, -0.0620174259, -0.0516991988, -0.0211631767, -0.1073420122, -0.0583439209, 0.0709310845, 0.0127829909, 0.0146129914, 0.0144104082, 0.0182729922, -0.004382547, 0.0284156501, 0.0313328467, -0.0422723331, -0.0583439209, -0.0835182443, -0.0085422527, 0.0279834736, -0.0505107082, 0.0215953551 ]
802.1153
Sabine Burgdorf
Sabine Burgdorf
Sums of Hermitian Squares as an Approach to the BMV Conjecture
9 pages, grammatical corrections, typos added, new references
null
null
null
math.FA math-ph math.MP math.OA
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Lieb and Seiringer stated in their reformulation of the Bessis-Moussa-Villani (BMV) conjecture that all coefficients of the polynomial p(t)=Tr[(A+tB)^m], where A and B are positive semidefinite matrices of the same size and m an arbitrary integer, are nonnegative. The coefficient of t^k is the trace of S_{m,k}(A,B), which is the sum of all words of length m in the letters A and B in which B appears exactly k times. We consider the case k=4 and show that S_{m,4}(A,B) is a sum of hermitian squares and commutators. In particular, the trace of S_{m,4}(A,B) is nonnegative.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 14:33:04 GMT" }, { "version": "v2", "created": "Wed, 20 May 2009 08:34:57 GMT" } ]
2009-05-20T00:00:00
[ [ "Burgdorf", "Sabine", "" ] ]
[ 0.0056557418, -0.0532981753, 0.0323527604, 0.0916901156, -0.1049667299, 0.0438559614, 0.0118506961, 0.0081121549, -0.0776945502, 0.019160023, -0.0226349495, -0.0112995002, -0.0051524765, -0.0065843854, 0.0209693816, 0.0702174678, 0.0510933958, 0.0732370615, 0.0678688958, -0.0138278091, 0.0896770582, -0.0065124906, 0.0517164841, 0.0403810367, 0.09892755, -0.0214846283, -0.1174285337, -0.113210693, 0.0797076151, -0.0893894732, 0.0262177177, -0.0292612724, 0.0207417123, -0.0682044104, -0.0327841304, 0.1580731869, -0.1007488891, 0.056892924, -0.0302917678, 0.0648493096, -0.0484812073, -0.0533940345, -0.1212629303, 0.0230064057, -0.0236894097, 0.0036786285, -0.0102869794, 0.0240728483, -0.0351326987, 0.0645137951, 0.0716553703, 0.0818644613, 0.0732370615, 0.031657774, -0.0207297299, -0.0437361374, -0.075873211, -0.015673114, 0.0426816754, -0.0214366987, 0.071463652, -0.0683002695, -0.0355880335, -0.0136241065, -0.0877119228, 0.0026496311, -0.0823916942, 0.032089144, 0.1008447483, -0.0165957678, -0.0580432452, -0.0616859272, 0.070600912, 0.0964351892, -0.0282068122, 0.0279911272, 0.0066562807, 0.0934635252, 0.0640824288, -0.0091306679, 0.0617338568, -0.0316817388, 0.0786531493, 0.0255227312, -0.0432328731, -0.0394703671, -0.0006639056, 0.1141692922, -0.1163740754, -0.0166556798, 0.0213168729, -0.0290216226, 0.0224072803, 0.0427535735, 0.1324785501, -0.0921214819, 0.0136360889, -0.0381283239, -0.0428973623, 0.0897729173, -0.0677730367, 0.0750584006, 0.1391887516, 0.019531481, 0.1101431698, 0.010922052, 0.0753939077, 0.055598814, -0.0678209662, 0.0414834246, -0.0442873314, -0.0156251844, 0.0497034229, -0.0356359631, 0.0846923366, -0.0571325757, -0.0853154212, 0.0233179517, -0.0628841743, -0.0105805499, -0.0386315919, 0.0542567745, 0.0158049222, -0.0681085512, 0.0469234847, -0.0323527604, -0.0493199825, -0.0293810982, 0.0352525264, -0.047858119, -0.0261458214, -0.0150739895, 0.0500389338, 0.0472589917, -0.0693067983, 0.0425618514, 0.089533262, 0.0280869883, 0.09806481, 0.0116110453, 0.0552153736, 0.0964831188, 0.03153795, -0.0293092038, -0.0312743336, 0.0036756329, 0.0016281226, 0.0702174678, 0.0469714142, -0.0497992821, -0.003570786, -0.0328080952, 0.0654724017, 0.1136899889, -0.009502125, -0.1491581947, -0.0005511952, 0.0112156235, 0.0262656473, -0.0249955021, 0.03412617, 0.0174465254, 0.0365466364, 0.0187166706, 0.0679168254, 0.1060211882, -0.1069797873, -0.0234377757, -0.0421544462, -0.1627703309, 0.0521478541, -0.0281588826, -0.0594332181, -0.073812224, -0.0034240002, -0.0023785268, -0.0813851655, -0.1016116291, -0.085507147, -0.0531064533, -0.0352525264, 0.0342699587, 0.0013630098, 0.0132885957, 0.0499910042, 0.0991192684, 0.0878557116, 0.0368342139, 0.0555029549, -0.0019591392, 0.0024069853, -0.0027649626, 0.0436163135, 0.0884788036, 0.0925528556, -0.0772631839, 0.0545922853, 0.0105026644, -0.0486489646, -0.0087052891, 0.0310826134, -0.0893415436, -0.0084057264, -0.0262896121, -0.1119645089, -0.1068839282, 0.1074590907, 0.0536816157, -0.0249955021, 0.0527709462, -0.0250194669, -0.0522916429, 0.0590018481, -0.0578035973, -0.0744353086, 0.0539212637, -0.0832544342, -0.0100353463, -0.0142591791, 0.147049278, -0.0918339044, 0.0627403855, 0.0295248888, 0.0877119228, -0.0218441039, 0.062452808, 0.0752021894, 0.038200222, -0.0722784624, 0.0445269831, 0.0723263919, -0.0449823178, -0.0657120496, -0.020549994, -0.014594689, -0.0611586981, -0.0119465562, 0.0227308087, -0.0637469143, -0.0611107685, 0.0722784624, 0.0344856456, 0.1490623355, -0.0721826032, -0.0838775262, 0.0600083768, -0.0075669507, -0.0258342773, 0.0250913613, 0.062452808, -0.1493499279, 0.0639865696, -0.0668144375, 0.0306272786, -0.1111976281, 0.0825354829 ]
802.1154
O. S. Barisic
O. S. Barisic and S. Barisic
Phase diagram of the Holstein polaron in one dimension
19 pages, 9 figures
Colloquia paper, Eur. Phys. J. B 64, 1-18 (2008)
10.1140/epjb/e2008-00280-0
null
cond-mat.str-el
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The behavior of the 1D Holstein polaron is described, with emphasis on lattice coarsening effects, by distinguishing between adiabatic and nonadiabatic contributions to the local correlations and dispersion properties. The original and unifying systematization of the crossovers between the different polaron behaviors, usually considered in the literature, is obtained in terms of quantum to classical, weak coupling to strong coupling, adiabatic to nonadiabatic, itinerant to self-trapped polarons and large to small polarons. It is argued that the relationship between various aspects of polaron states can be specified by five regimes: the weak-coupling regime, the regime of large adiabatic polarons, the regime of small adiabatic polarons, the regime of small nonadiabatic (Lang-Firsov) polarons, and the transitory regime of small pinned polarons for which the adiabatic and nonadiabatic contributions are inextricably mixed in the polaron dispersion properties. The crossovers between these five regimes are positioned in the parameter space of the Holstein Hamiltonian.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 13:42:26 GMT" }, { "version": "v2", "created": "Thu, 28 Aug 2008 09:44:41 GMT" } ]
2008-08-28T00:00:00
[ [ "Barisic", "O. S.", "" ], [ "Barisic", "S.", "" ] ]
[ -0.0550554916, -0.0786507055, 0.0010551468, 0.019950727, 0.0344409943, 0.0839608759, -0.0344159454, -0.0703347698, 0.0085789384, 0.0191742405, 0.0638222918, 0.0048405249, -0.0063747149, -0.0208900273, -0.0470902286, -0.0252859499, -0.0383735262, 0.1015946642, 0.0160056688, 0.0945311338, -0.1447774172, -0.0606662445, 0.031009417, 0.02660097, -0.0596142262, -0.0395006873, 0.0085225804, 0.0563579872, 0.0746430233, 0.0212281756, 0.1142188534, -0.0338648893, -0.084461838, -0.0443850458, -0.0389496312, 0.0536027104, 0.0143274534, 0.1025464907, -0.0491942614, 0.0634215251, -0.0851631835, -0.0437588468, -0.0745428354, -0.0104575381, 0.1920680255, 0.0583117306, 0.0476913825, -0.0131877689, -0.0773482099, 0.0046714512, -0.0998413041, -0.0246347021, -0.0154671371, -0.0665274709, -0.0584119223, 0.0396259278, 0.0520998277, 0.0319862887, 0.0378725678, -0.02835433, 0.0098376004, -0.075845331, 0.0123486612, 0.0372964628, -0.0363696888, 0.0791516602, -0.1317524463, -0.0677798763, 0.053452421, 0.0653251708, 0.0366201699, -0.0565082766, 0.0368706472, -0.0729898587, -0.0703848675, 0.0532520376, -0.039901454, -0.0205143075, -0.0461634547, 0.0697336197, 0.0853635669, -0.0152291805, 0.0553560667, -0.0752942711, 0.0313600898, 0.0035912562, -0.0141395926, -0.0176463127, -0.0458127819, -0.1014443785, 0.0507973321, -0.0170075893, -0.0832094401, 0.0045336871, 0.0418301523, -0.1827501655, 0.0593136512, -0.0548551083, -0.0747432187, -0.0097749801, -0.0025110615, 0.0158428568, 0.0612673946, -0.017546121, 0.047816623, -0.022906391, -0.0822576135, 0.0047027608, 0.0391750634, 0.0198881086, 0.0524004065, -0.0064091557, -0.0703848675, 0.063171044, -0.0789011866, -0.060265474, 0.0009557375, 0.0387241989, -0.0474909991, 0.0790013745, -0.0688318908, 0.0058330516, 0.0489938781, 0.0132503891, -0.0453869663, -0.0882190391, 0.0725389943, -0.046313744, 0.0276028905, 0.0141395926, -0.0040076789, 0.0180971771, -0.1082073376, -0.0286048092, -0.1052015796, 0.0373716094, 0.0450362936, 0.0062619988, 0.1075059921, 0.0100567695, -0.0143525014, -0.0125928791, 0.1246388257, 0.0209150761, 0.0065938844, 0.1332553327, 0.0030010629, -0.0060835318, -0.0560073182, 0.0001248486, 0.0349419527, -0.0402020328, 0.1118142456, 0.021841852, -0.0110399034, -0.0270518344, 0.0666777641, 0.056658566, 0.0104763238, -0.0132128168, 0.0133380573, 0.0046620579, 0.0199382044, 0.0097186221, 0.1167236567, -0.1044000387, 0.0066314568, -0.0123298755, -0.0866159648, -0.1235367134, -0.0325874425, -0.0493695959, -0.0918259472, 0.0162811968, 0.0531017482, 0.0612673946, -0.1042998508, -0.1303497702, -0.0796025246, 0.0854136646, 0.0455873497, 0.0335893594, -0.035718441, -0.0750938877, 0.0033533003, 0.0257743858, 0.001235962, 0.0667278618, 0.0750938877, -0.05670866, -0.0284044258, 0.1012439951, 0.0778491646, 0.0980879441, 0.0588627867, -0.1678215712, 0.0524004065, 0.0750938877, -0.0314602815, 0.036595121, 0.0385238156, 0.0255740024, 0.0007185644, -0.0326124877, -0.1107121333, 0.0322367698, 0.0545545332, -0.0247474182, 0.0020601975, -0.0424563512, 0.0344910882, -0.0175836924, 0.1161225066, -0.0063935006, -0.0222676676, -0.0536027104, -0.1425731927, 0.1389662772, 0.035142336, 0.1482841223, -0.0678800642, 0.103999272, 0.0730399564, 0.0840610713, 0.0726892799, 0.0168197285, 0.0257493388, -0.0750938877, 0.0399515517, -0.0139893051, -0.0450613424, -0.0003097733, 0.0103510842, -0.0481171981, 0.0092552342, -0.0905234516, 0.0394255444, -0.0179594122, -0.0367203616, -0.0985889062, -0.0905234516, -0.0401769839, -0.00432391, 0.0289805308, 0.0193871483, 0.0007005611, 0.0227310546, -0.0167445838, 0.0613174923, -0.1632127315, -0.0635718107, 0.0382983834, -0.0086853923, -0.0410536639, -0.0587125011, 0.1164230779 ]
802.1155
Vinayaraj Ozhukil Kollath Mr
Vinayaraj O K and V C Kuriakose
Mass of Neutron Star in SdS space-time
7 pages, 2 Postscript figures, typing error corrected in equations 24, 25
null
null
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
In this work we present a modified TOV equation which incorporates the cosmological constant with regard to the recent astronomical observations that the Universe is in a phase of accelerated expansion. Using this modified TOV equation we considered the structure of a neutron star in SdS space-time and calculated maximum mass limit for neutron stars.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 14:09:58 GMT" }, { "version": "v2", "created": "Mon, 7 Jul 2008 16:29:48 GMT" } ]
2008-07-07T00:00:00
[ [ "K", "Vinayaraj O", "" ], [ "Kuriakose", "V C", "" ] ]
[ 0.1103362516, 0.0159211624, -0.0091848308, -0.1054155976, -0.0213859286, 0.0189019442, 0.0642051026, -0.0386791974, 0.0264012124, -0.0482129678, 0.008853633, 0.0337585397, -0.16323331, 0.0052814255, 0.0871523917, 0.020439649, -0.0034450507, 0.0366210379, 0.0352489315, -0.0201557651, -0.052613169, -0.0601360947, 0.1044693142, 0.0616501458, 0.0477634855, -0.0298078209, 0.029713193, 0.0530863106, 0.0947699472, -0.120745331, -0.0312272403, -0.0237161443, -0.0157792196, -0.002257765, -0.0312745534, 0.0840296671, 0.0512410626, -0.0448300168, -0.0835565254, 0.0026214914, -0.0730528161, -0.0057279514, 0.0514776334, 0.1726961136, -0.0766959935, 0.0198718812, -0.0678955913, -0.0909848288, 0.0182750337, -0.0862061083, -0.0855437145, -0.0625491068, 0.022663407, -0.0101725105, -0.0248161945, -0.0198482238, -0.0046219868, 0.0610350631, -0.0078008962, -0.0319132954, -0.0691257566, -0.1109986454, -0.0246032812, 0.0700247213, -0.0112607321, -0.0334746577, -0.0079546664, 0.0777842179, -0.0270872656, -0.038844794, -0.0187836587, -0.0128930658, 0.0018703816, -0.0492538773, -0.0053198682, 0.0239881985, 0.0506259836, 0.0279389173, 0.0194815397, 0.0222848952, 0.0496323891, 0.0396964476, 0.0669966266, 0.0067008454, -0.1384407729, 0.1332362294, 0.0507679246, 0.0281281732, -0.1144052595, -0.0020625948, 0.0242011119, 0.088524498, 0.0409975834, 0.010894049, 0.0705451742, -0.0390103944, -0.0082681216, -0.0427482016, 0.124814339, 0.0442385934, -0.0143834567, -0.0360059552, 0.0871523917, -0.1197990552, 0.0614608899, 0.0342316814, 0.0084159784, -0.11412137, 0.0094036581, 0.0060975919, 0.0058935503, -0.0044297734, -0.0705451742, -0.0581962205, -0.1208399609, -0.010935449, -0.0389394239, -0.0300680473, -0.0540799052, 0.0948645771, 0.0209601019, -0.0101429392, 0.140995726, -0.0009411051, 0.0352252759, -0.0880040452, -0.0528024249, 0.0335219689, -0.1129858345, 0.0600414686, 0.0459655523, -0.066003032, 0.0742829815, -0.0770745054, -0.0494904444, 0.0068664444, -0.061697457, -0.0345865339, 0.0958108529, 0.1136482283, 0.0110064195, -0.0225451216, 0.0031848238, 0.021598842, 0.0613189451, 0.0476452, -0.0325520337, 0.0182395484, -0.0001690182, -0.0770745054, -0.0324337482, 0.0178846922, 0.0669493154, -0.0064347042, 0.0369049199, -0.1082544327, 0.0993594006, 0.0942494944, 0.0135909468, -0.0074282982, 0.0338058546, -0.0219773538, 0.0330251716, 0.0007207993, 0.0679429099, 0.052423913, 0.0122779831, -0.0789197534, -0.1069296449, -0.1277478039, 0.0992647782, -0.0251947064, -0.120461449, -0.109484598, -0.0123252971, 0.1004003137, 0.0389157645, -0.0835565254, -0.0533228815, 0.0779261589, -0.0091434307, 0.0760809183, 0.0556885786, -0.0279625747, 0.0061330777, -0.008711691, 0.0336165987, 0.0311089568, 0.0618867129, -0.0486861095, -0.0191621706, -0.0438364223, 0.1050370857, 0.0020552019, -0.0288615413, -0.0914106518, 0.007463784, 0.0472430289, 0.0427482016, 0.0742356703, 0.0161932167, 0.059379071, 0.0312745534, -0.1928518713, -0.0321498625, -0.0440020226, 0.0945806876, 0.0739990994, -0.0416363217, -0.0064524468, 0.0694569573, 0.0493011884, -0.0272292085, -0.0216579847, 0.0380167998, -0.0069847293, -0.0603726655, 0.0284357145, 0.0753238872, 0.0255495608, 0.0125027252, 0.1644634753, 0.061555516, 0.0286486279, 0.0360532701, 0.0292163957, 0.0568241142, 0.0589059331, 0.0898019746, 0.0402642153, -0.0051483549, -0.0274421219, -0.0781627297, -0.0013092671, -0.0250291061, -0.0451375581, -0.0101015391, 0.0286013149, -0.0830833837, -0.1250035912, -0.1068350151, 0.0642524138, 0.1097684875, 0.1426043957, -0.1019143611, -0.0436471663, -0.0485914797, 0.0332617424, -0.0150576811, 0.0309670139, 0.0939182937, 0.0340187661, -0.0087294336, -0.0750400051, -0.0177427512, -0.0220128391 ]
802.1156
Nadav Yoran
Nadav Yoran
Efficiently contractable quantum circuits cannot produce much entanglement
5 pages, 1 figure
null
null
null
quant-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We show a similarity between two different classical simulation methods for measurement based quantum computation -- one relying on a low entanglement (tree tensor network) representation of the computer's state, and the other a tensor contraction method based on the topology of the graph state. We use this similarity to show that any quantum circuit that can be efficiently simulated via tensor contraction cannot produce much entanglement.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 14:14:09 GMT" } ]
2008-02-11T00:00:00
[ [ "Yoran", "Nadav", "" ] ]
[ -0.0689097419, 0.0060097869, -0.0553358644, 0.0112764779, -0.0147628356, 0.0273954626, 0.0010728445, 0.0754489899, -0.0784709081, 0.0194195695, 0.0535028949, -0.0559303388, 0.0033996629, 0.0895182639, 0.0684143454, -0.1093836948, 0.0262065101, -0.0293770507, 0.0560294203, 0.0445114337, -0.0954134911, 0.0092391567, 0.0818396136, -0.0761425421, -0.0549890846, -0.0586054847, 0.0533542745, 0.0728729218, 0.0690088272, -0.0339842439, 0.0586550236, -0.0142178982, -0.0482021421, -0.0672749355, -0.0329686813, 0.1953846365, 0.0249308627, -0.0316558778, -0.025091866, 0.0445609763, -0.0265285186, -0.0151591534, -0.1135450304, 0.0307146236, 0.0700986981, -0.1369277686, -0.0178838372, -0.0480287559, -0.0294761304, -0.0008274681, -0.0349007286, 0.0830285624, -0.0166205745, -0.0784213692, -0.1360360533, -0.0510754474, -0.1105726436, 0.0636089966, 0.0101742195, -0.0258101914, 0.0468150303, -0.1115634441, 0.0251909457, 0.1255336404, -0.1237502098, 0.0293027423, 0.0186517034, -0.0161747169, 0.0259092711, 0.0906576812, -0.1261281222, -0.0098088635, 0.0852578506, 0.1014573351, 0.0655905828, -0.0224043373, -0.0888247117, 0.0080378186, 0.0846138373, 0.0493663289, 0.10304261, -0.045527, 0.1054205149, -0.0280394796, -0.0604879931, 0.0195062626, -0.1317756474, -0.1327664405, -0.0608347729, -0.0538992099, 0.1073030233, 0.1097800136, -0.010409533, -0.0628163591, 0.0646493286, -0.0187631678, 0.0411675051, 0.0416381322, -0.0692069829, 0.0763902441, -0.0034708763, -0.0268257558, 0.0541469082, 0.0059757284, 0.1117615998, 0.0032231777, -0.046047166, -0.0494406372, -0.0370061696, 0.095760271, 0.0693060607, -0.0778268948, -0.0490443185, -0.0054989085, 0.0234075151, -0.1093836948, 0.0315320306, -0.0414152034, -0.0175246745, 0.049589254, -0.0220204033, -0.0291293524, 0.0660364404, 0.0639557764, 0.0531561151, 0.0025559398, -0.0274450034, -0.0452545322, 0.0255624931, 0.0807497352, 0.0506543592, 0.0364116915, 0.0353713557, 0.0413408913, -0.0064587407, -0.0168806575, -0.0466168746, 0.0014188484, 0.0201007407, 0.0130661, 0.023283666, 0.0311357118, 0.0813442171, 0.0596458167, -0.0816414505, 0.1250382364, 0.0063906233, 0.017202666, 0.0354952067, -0.0096292822, -0.0499855727, -0.1132477894, -0.0421087593, -0.0607356913, 0.0458242372, -0.0734673962, -0.0506295897, 0.0991785079, 0.0128803262, -0.1063122302, 0.0719316676, 0.0440903455, -0.0126635898, 0.054493688, 0.0987821966, 0.0539982915, -0.0823845491, 0.0759443864, -0.0707427114, -0.0206332915, 0.0356685966, -0.0339099355, -0.0784213692, 0.0126078576, 0.0875366777, -0.0476324372, -0.056475278, -0.0816909894, -0.0246831644, -0.0066692843, -0.0531065762, 0.0273954626, 0.0346530303, 0.044882983, -0.0262560491, 0.0352475084, -0.1315774918, 0.081393756, 0.0050592436, -0.0656401217, -0.1242456064, 0.0976427794, 0.0660859793, 0.0359658338, 0.0289559644, -0.0096973991, 0.0414895117, 0.0978904814, 0.0165338796, -0.1470338702, 0.0351979695, -0.070148237, 0.0542955287, -0.0114994068, 0.0554349422, -0.0248070136, 0.0139454305, -0.0806506574, -0.0539982915, 0.0746068135, 0.0011889532, 0.0817405283, 0.0129794059, -0.0197168067, -0.0180819966, -0.0362383015, 0.0116851805, 0.0571192913, -0.0771828741, 0.1376213282, -0.070445478, 0.012806017, 0.0127069373, 0.0311604813, -0.0629649758, 0.0829790235, -0.0559798777, -0.0430500135, 0.0006378238, -0.0472856574, -0.0084403288, 0.0840193555, -0.0470131896, 0.0378731117, 0.0355447456, 0.0436197184, 0.0731206238, -0.0467654914, -0.0224414915, -0.0853073895, 0.0133881085, 0.0266523678, -0.0484746136, -0.0541964509, -0.0028129269, 0.064401634, -0.0398794711, 0.0344301015, -0.008966689, -0.0718325898, -0.0860504881, 0.1281097084, -0.0567725152, -0.0154192364, -0.0452297591, -0.0170045067 ]
802.1157
Johan Nystr\"om
Anders Eriksson, Martin Nilsson Jacobi, Johan Nystr\"om, Kolbj{\o}rn Tunstr{\o}m
Effective thermostat induced by coarse-graining of SPC water
8 pages
A. Eriksson, M. N. Jacobi, J. Nystrom, and K. Tunstrom, J. Chem. Phys. 129, 024106 (2008)
10.1063/1.2953320
null
physics.chem-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We investigate how the transport properties of a united atoms fluid with a dissipative particle dynamics thermostat depend on the functional form and magnitude of both the conservative and the stochastic interactions. We demonstrate how the thermostat strongly affects the hydrodynamics, especially diffusion, viscosity, and local escape times. As model system we use SPC water, from which projected trajectories are used to determine the effective interactions in the united atoms model. The simulation results support our argument that the thermostat should be viewed as an integral part of the coarse-grained dynamics, rather than a tool for approaching thermal equilibrium. As our main result we show that the united atoms model with the adjusted effective interactions approximately reproduce the diffusion constant and the viscosity of the underlying detailed SPC water model.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 14:19:47 GMT" } ]
2009-11-13T00:00:00
[ [ "Eriksson", "Anders", "" ], [ "Jacobi", "Martin Nilsson", "" ], [ "Nyström", "Johan", "" ], [ "Tunstrøm", "Kolbjørn", "" ] ]
[ -0.0031572771, 0.0495542176, -0.0216782019, -0.012643259, -0.0453657396, 0.0615253374, -0.0171076674, -0.0511390455, 0.0404980481, -0.0397056341, 0.0566010475, -0.0126786344, -0.1201074198, 0.0620913506, 0.0211970918, 0.097240597, 0.0355737582, -0.030875871, -0.060959328, 0.0160322469, -0.0006615248, -0.0903352723, 0.0202773251, -0.010124512, -0.026107233, -0.1044289321, 0.0145464689, 0.0173057709, -0.0067461375, -0.030083457, 0.0659402236, -0.0438941121, -0.0474882796, -0.0953161642, 0.0736379623, 0.1241827011, 0.0340738297, 0.1271259487, -0.0830337331, 0.0197537653, -0.0071352697, -0.0435828082, -0.1117870659, 0.0954293683, -0.0059431097, 0.0329135098, -0.0159190446, 0.0009109231, 0.0825243294, 0.0053098858, -0.007089281, -0.0187066458, -0.0038736342, -0.093844533, -0.0107966494, -0.0615253374, 0.0554690249, 0.0194424596, 0.0068699522, -0.0435262062, -0.05300688, -0.0537143946, -0.0481391922, 0.0474033765, -0.055497326, -0.046752464, 0.0305928662, 0.028357124, -0.025654424, 0.0466958657, 0.0267015435, -0.0482240915, 0.0645251945, -0.0575066656, -0.0855807811, -0.0606197231, -0.058072675, -0.0567142479, -0.0067461375, 0.10437233, -0.0763548166, -0.0683174655, 0.0346681401, -0.0195981134, -0.0518182591, -0.1395781785, -0.0569972545, 0.0226828698, -0.0498089232, -0.0299136527, 0.0185509939, 0.1892739087, -0.0722795352, 0.0057025556, 0.0885240361, -0.0776000395, 0.098882027, -0.0907314792, 0.0745435804, -0.0141361114, -0.0223857146, -0.057195358, -0.028838234, 0.0348379463, 0.0870524123, -0.0599971116, -0.0632233694, 0.0582990795, -0.058468882, 0.022343263, 0.0501485281, -0.0318946913, -0.0436111055, -0.0465826616, -0.1013724729, -0.0920333043, -0.1598413587, 0.0055716657, -0.1033535153, 0.0422243811, 0.1339180768, 0.0080939494, 0.0972971991, 0.0658836216, 0.0074359626, 0.0755058005, 0.0581292771, -0.1250883192, -0.0902786702, 0.0185651444, 0.1497663707, -0.0680344626, -0.0613555349, -0.0663930252, 0.0431299992, -0.1075419933, -0.0506862365, 0.1083910093, 0.1305220127, 0.0217631031, 0.0417432711, 0.0800904855, 0.1178433821, 0.0217914041, 0.0097636804, -0.0611291304, 0.0244516525, 0.0683174655, 0.0040965006, 0.0664496273, -0.0641289875, -0.0075350143, 0.0226545688, -0.012324878, 0.1192018092, -0.0179566815, 0.1051081419, 0.1149567291, 0.0372717902, -0.123616688, -0.0821847245, 0.0089712664, -0.0002540414, 0.0032934735, 0.0095443521, 0.0043016798, -0.0667326376, 0.0381208062, -0.1507851928, -0.0295740478, 0.0117234923, -0.0674118474, -0.052978579, 0.0474882796, 0.1107682511, -0.0360831693, -0.0251874663, -0.114447318, 0.0019014415, 0.0311871767, -0.0299985558, 0.0242676996, 0.0108391009, -0.0569123514, 0.0432998016, -0.0316682868, -0.0523276702, 0.108107999, 0.0181264859, 0.0127918366, -0.0394792296, 0.0424507856, 0.0795810744, -0.0311305765, -0.0132587953, -0.0590348914, 0.0391679257, 0.0457902476, 0.0268005952, 0.0874486193, 0.0610725284, -0.0452808365, -0.0114263361, -0.0620913506, -0.0384604111, -0.0294608455, 0.043809209, 0.0778830424, -0.0847317651, -0.029262742, 0.0084123304, 0.0332248136, 0.0682608634, 0.0077331183, -0.0537426956, -0.0425922871, -0.0409508571, 0.0177302789, 0.0780528411, 0.1344840825, -0.046724163, 0.0318380892, 0.0234752838, 0.0310456753, 0.0365076773, -0.021706501, 0.0364510752, -0.056346342, 0.0201216731, -0.0310456753, 0.0278477147, 0.111107856, 0.0451676361, -0.0535162911, 0.0536011904, -0.0266449433, 0.0097000049, 0.0258242283, 0.0131809693, -0.0915238932, -0.095089756, 0.028597679, -0.1184093878, -0.0045422339, -0.0232205801, 0.0819583163, -0.0726757422, -0.0949765593, -0.0040894258, 0.0174897239, -0.0759020075, -0.0948633552, -0.0361680686, 0.0310173742, -0.0514503531, -0.0281873215 ]
802.1158
Philip Best
M. H. Brookes (JPL; IfA Edinburgh), P. N. Best (IfA Edinburgh), J. A. Peacock (IfA Edinburgh), H. J. A. Rottgering (Sterrewacht Leiden), J. S. Dunlop (IfA Edinburgh)
A Combined EIS-NVSS Survey Of Radio Sources (CENSORS) III: Spectroscopic observations
Accepted for publication in MNRAS. This version has some reduced resolution figures and 13 associated gif files. A version with all figures incorporated (at full resolution) is available at http://www.roe.ac.uk/~pnb/papers/censors_spectro.pdf
null
10.1111/j.1365-2966.2008.12786.x
null
astro-ph
null
The Combined EIS-NVSS Survey Of Radio Sources (CENSORS) is a 1.4GHz radio survey selected from the NRAO VLA Sky Survey (NVSS) and complete to a flux-density of 7.2mJy. It targets the ESO Imaging Survey (EIS) Patch D, which is a 3 by 2 square degree field centred on 09 51 36.0, -21 00 00 (J2000). This paper presents the results of spectroscopic observations of 143 of the 150 CENSORS sources. The primary motivation for these observations is to achieve sufficient spectroscopic completeness so that the sample may be used to investigate the evolution of radio sources. The observations result in secure spectroscopic redshifts for 63% of the sample and likely redshifts (based on a single emission line, for example) for a further 8%. Following the identification of the quasars and star-forming galaxies in the CENSORS sample, estimated redshifts are calculated for the remainder of the sample via the K-z relation for radio galaxies. Comparison of the redshift distribution of the CENSORS radio sources to distributions predicted by the various radio luminosity function evolution models of Dunlop & Peacock 1990, results in no good match. This demonstrates that this sample can be used to expand upon previous work in that field.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 14:30:12 GMT" } ]
2009-11-13T00:00:00
[ [ "Brookes", "M. H.", "", "JPL; IfA Edinburgh" ], [ "Best", "P. N.", "", "IfA Edinburgh" ], [ "Peacock", "J. A.", "", "IfA Edinburgh" ], [ "Rottgering", "H. J. A.", "", "Sterrewacht Leiden" ], [ "Dunlop", "J. S.", "", "IfA Edinburgh" ] ]
[ 0.0252903849, 0.0515529998, 0.015019672, -0.0709975511, -0.0368947946, 0.0729420111, -0.0332053155, -0.0369945131, 0.0189210474, -0.0550430454, -0.0343271159, -0.0251532756, -0.0405094884, 0.0147828469, 0.1029065624, 0.0472652242, -0.0130253583, 0.0499326177, -0.0495337546, 0.0704491138, -0.0755346194, -0.0369695835, 0.0100650499, -0.0075223004, -0.1701149195, -0.029465979, -0.0476890169, 0.0940817297, 0.1053994596, 0.0535971709, 0.055142764, -0.0505558401, -0.1368098855, -0.0183476824, -0.1511689425, 0.0649647564, -0.0203046016, -0.0540458895, -0.0775787905, -0.0545444675, 0.0196439866, -0.0157176815, -0.0235204324, -0.0843594521, -0.0181981083, -0.102507703, -0.0066186273, -0.065662764, -0.0053192074, -0.0268733706, -0.0857554749, 0.0034370744, 0.0002366299, -0.0760331973, -0.0990176573, 0.000421065, 0.006400499, 0.0758836195, -0.1136758551, -0.0322580189, -0.030114131, -0.020267209, -0.0145834163, 0.0080333436, 0.0504810549, 0.1110832468, 0.0260756463, 0.011816306, 0.0668593496, 0.0149448849, -0.0084758317, 0.0928352848, -0.0119284866, 0.0298399124, 0.0652639046, -0.0139601929, -0.0192201938, 0.0899933875, -0.0481377356, -0.0032095979, 0.0606271252, 0.0203669239, -0.0459190644, -0.0426284447, -0.0138355484, -0.017487634, -0.0022467186, 0.0151567813, -0.0693522468, 0.017151095, -0.0095602395, 0.0608265549, -0.0349254124, -0.0237697214, -0.0158298612, -0.0249289162, 0.0327316672, -0.0735403001, 0.1868671477, 0.0123896711, 0.0029836795, 0.0185595788, 0.0043033543, -0.145186007, 0.0221244134, 0.0788750872, 0.0844591707, -0.0903922468, -0.0107942205, -0.0480380207, 0.03562342, 0.0259260722, -0.0240813326, 0.0121653108, 0.0220246967, -0.0224609543, -0.1144735813, -0.0381163135, 0.021501191, 0.056788072, -0.0315600075, 0.0100214239, 0.1079920679, 0.1076929197, 0.0913395509, 0.0170513783, -0.0259759314, -0.1233482733, 0.0533478819, -0.004820629, 0.0699006841, -0.0868024826, 0.0343271159, -0.0170389134, -0.0882982239, 0.0151567813, -0.0327316672, -0.076232627, -0.0362466425, 0.0511042774, -0.0508549884, 0.0884976536, 0.0898438171, 0.0515031405, 0.05958011, -0.0723935738, -0.1239465699, 0.0775289312, 0.0557909124, 0.0818167031, -0.0779277906, -0.0515529998, -0.041780863, -0.0326818079, -0.0327815264, -0.0428777374, 0.028394036, 0.0043874891, -0.075285323, -0.0098032961, 0.0198558811, 0.0063880347, 0.0192575883, 0.011816306, -0.0354239903, -0.0344517604, 0.0010688272, -0.0462431386, -0.1817816496, 0.0683052316, -0.008538154, -0.0175998155, 0.0644163191, -0.0620231442, 0.0367452241, 0.0358477831, -0.0229470674, -0.0186094362, 0.0310614295, 0.0332801044, -0.0352245569, -0.0211521853, 0.1494737864, 0.0039200722, 0.0008413509, -0.0156428944, 0.009155144, 0.0027655517, -0.0062883189, -0.1397016495, -0.030612709, -0.0132372547, 0.0616242811, 0.2031208128, -0.1315249652, -0.0454454124, -0.0577852279, 0.0827141404, 0.0013508357, -0.0346511938, 0.0615744218, 0.0766314864, 0.1390036345, -0.1029065624, -0.0444731861, -0.1120804101, 0.0837611556, -0.0287928972, 0.0087687466, 0.0452709123, 0.0806201175, 0.0619234294, -0.0136361169, 0.0468165055, -0.0042659608, 0.0217754077, -0.0673579276, 0.0022996925, 0.0212269723, 0.0520515777, -0.1166673303, 0.1223511174, 0.126938045, 0.0589818172, 0.0601784028, 0.0474147983, 0.0786257982, -0.0370692983, 0.0345764048, -0.0476890169, -0.0160666872, 0.0213640817, -0.0390386842, 0.0576356538, -0.0440493934, 0.003024189, 0.0204292461, 0.0456199162, -0.0256269258, -0.0563393496, -0.0535971709, -0.0160666872, -0.0166151226, 0.0667097792, -0.0780275092, -0.0074537457, 0.0102707138, -0.1063966155, 0.0027312743, -0.0301390588, 0.1220519766, 0.1177641973, 0.0236700065, -0.1324224025, 0.0042971219, 0.0272971634 ]
802.1159
Henri Gouin
Henri Gouin (MSNMGP, LMMT), Sergey Gavrilyuk
Hamilton's Principle and Rankine-Hugoniot Conditions for General Motions of Mixtures
Extended version of meccanica 34: 39-47, 1999
Meccanica 34, 1 (1999) 39-47
10.1023/A:1004370127958
null
physics.flu-dyn math-ph math.MP
null
In previous papers, we have presented hyperbolic governing equations and jump conditions for barotropic fluid mixtures. Now we extend our results to the most general case of two-fluid conservative mixtures taking into account the entropies of components. We obtain governing equations for each component of the medium. This is not a system of conservation laws. Nevertheless, using Hamilton's principle we are able to obtain a complete set of Rankine-Hugoniot conditions. In particular, for the gas dynamics they coincide with classical jump conditions of conservation of momentum and energy. For the two-fluid case, the jump relations do not involve the conservation of the total momentum and the total energy.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 14:25:49 GMT" } ]
2008-02-12T00:00:00
[ [ "Gouin", "Henri", "", "MSNMGP, LMMT" ], [ "Gavrilyuk", "Sergey", "" ] ]
[ -0.0447744206, 0.0677800626, 0.0317131542, -0.0259741116, 0.0082127666, -0.0048299478, -0.0488808043, -0.0080828965, 0.0302289184, -0.0168584343, -0.0507113598, -0.0013613218, -0.1988874823, -0.0361658596, -0.0233395938, 0.0961784199, 0.0447002091, 0.0036951266, 0.0689674467, 0.0437601916, -0.1152755767, -0.0619420707, 0.0296104867, 0.0631789342, -0.0606062599, -0.0583799072, 0.0385158956, 0.0082746102, 0.0639210492, -0.0044434285, 0.1973042935, -0.036710076, -0.0166729055, 0.0241064485, 0.0046042204, 0.1023132578, -0.0447991565, 0.1102291793, -0.0322573744, 0.0064626061, -0.0243785586, -0.0847003385, -0.1114165708, 0.0683737546, 0.0104020135, -0.0041620419, 0.0420038477, -0.0298825968, -0.0403711908, 0.0378232524, -0.0861350968, -0.0487571172, 0.0811381787, -0.1260610223, 0.0158071015, -0.0711937994, -0.0173655488, 0.0005933074, -0.0149412984, -0.1513919681, 0.0211008731, -0.1209156737, -0.0203711241, 0.0299073346, -0.0306247137, 0.0094929188, -0.0632778853, -0.0436859801, 0.0237972327, 0.0517503247, -0.0542240478, 0.0515524261, 0.0824739859, -0.0261967462, -0.0733706802, -0.027384134, -0.0370563976, 0.0035126894, -0.0120470403, -0.0095176566, -0.0210266616, -0.0737664774, 0.0093321269, -0.0275572948, -0.0333952866, 0.0082560563, 0.0353990048, 0.0360174328, -0.0734696314, -0.039629072, -0.0327026434, 0.0571430437, -0.0519482233, 0.086234048, 0.0352753177, -0.133185342, 0.1720723063, -0.0127520515, 0.036561653, 0.0775760114, -0.0050618597, -0.0667905733, 0.0186642539, 0.0153494626, 0.1558446735, -0.0368832387, -0.0817813426, 0.0670379475, 0.0414596274, -0.0346321501, 0.103005901, -0.028101515, 0.0445270464, 0.0078726299, -0.0392580144, -0.0768338963, -0.0768338963, 0.0175387096, -0.1597036719, 0.0220656265, 0.0122820437, -0.0967226401, 0.0192579478, -0.0535314083, 0.04136068, -0.0549661666, -0.0602104627, 0.0391095914, -0.0435128212, 0.0161781609, 0.0274336096, 0.0422759578, -0.0349784717, -0.0907857046, 0.0471244603, -0.0429933369, 0.1226967573, -0.0332963355, 0.0782686546, -0.0127149457, 0.0922699347, 0.0494250245, 0.0140383886, -0.0015313904, -0.0067037945, 0.0830676854, -0.0679284856, -0.0135065382, -0.0137291728, -0.0215214062, 0.0322326347, 0.013840491, 0.0193445291, 0.0130365305, -0.0263204332, -0.0467533991, 0.0570440963, 0.0484107956, 0.0618431233, -0.0271862373, -0.0353742652, 0.0981574059, 0.0251577813, -0.0394806489, 0.0581820086, 0.0062430631, -0.0982068777, -0.0801486894, -0.0094496291, -0.0932099521, 0.0102412207, -0.0552630126, -0.0935562775, 0.046011284, 0.1412002146, -0.0100989817, -0.0340631902, -0.1290294975, -0.0156339407, 0.0718864426, 0.05620303, 0.0758444071, 0.0648115948, -0.115473479, 0.003389003, 0.0834634751, 0.0080148689, 0.0306989253, 0.0615462735, -0.056054607, 0.0189982075, 0.0785655007, 0.0896972641, -0.0076561784, -0.0121274367, -0.1429813057, 0.0092640994, 0.0069820886, 0.082276091, 0.0988005698, 0.0328510664, -0.0508597828, 0.0878172368, -0.0387385301, -0.1167598143, 0.0841066465, -0.0072232769, 0.0281757265, -0.0459123328, 0.0286209974, 0.0184168816, 0.1028080061, 0.0050804126, 0.1008784994, -0.03436004, 0.0470997207, -0.1652448177, 0.1262589246, -0.0139023336, 0.076635994, -0.1370443553, 0.0554609112, 0.0036580206, 0.0280273035, 0.0002336511, -0.0080148689, 0.0614968017, -0.0560051315, 0.0156463105, 0.0153494626, 0.0542735234, 0.037847992, -0.0844034925, -0.0716390759, 0.0499939807, -0.0744591206, 0.0028896199, 0.0430180766, 0.0083611906, -0.0119109852, -0.0280520394, 0.1103281304, -0.0437354557, -0.065355815, 0.0890540928, 0.0077489433, 0.004081646, 0.0080025, 0.0451454781, 0.0091218604, 0.0190105755, -0.0119109852, 0.0424491204, 0.0241559241, -0.0746075436, 0.0009732561 ]
802.116
Martin Wendt
Martin Wendt, Dieter Reimers (Hamburger Sternwarte)
Variability of the proton-to-electron mass ratio on cosmological scales
10 pages, 8 figures, as to appear in EPJ special - ACFC 2007 conference proceedings
Eur.Phys.J.ST 163:197-206,2008
10.1140/epjst/e2008-00820-x
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
So far the only seemingly significant indication of a cosmological variation exists for the proton-to-electron mass ratio as stated by Reinhold et al. (2006). The measured indication of variation is based on the combined analysis of H2 absorption systems in the spectra of Q0405-443 and Q0347-383 at z=2.595 and z=3.025, respectively. The high resolution data of the latter is reanalyzed in this work to examine the influence of different fitting procedures and further potential nonconformities. This analysis cannot reproduce the significance achieved by the previous detection.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 14:35:09 GMT" }, { "version": "v2", "created": "Mon, 3 Mar 2008 14:33:10 GMT" } ]
2009-06-23T00:00:00
[ [ "Wendt", "Martin", "", "Hamburger Sternwarte" ], [ "Reimers", "Dieter", "", "Hamburger Sternwarte" ] ]
[ 0.0669351891, -0.017137168, 0.0702110529, -0.0171127208, -0.0455442853, 0.0686953515, 0.0137268472, 0.0380880274, -0.0459109843, 0.0297516882, -0.1130417436, 0.0045562619, -0.0264758244, 0.0304361973, 0.0383813903, 0.0241533834, -0.0619480498, 0.0804786831, -0.1461915374, -0.0240555964, 0.0172838476, -0.017234955, 0.0679130554, 0.0579876788, 0.0138735278, -0.0092836516, -0.0551518537, -0.0135923903, 0.0149369612, -0.0531472228, -0.04349076, -0.0587210804, -0.0477444902, -0.0587699749, -0.1470716149, 0.0355944596, 0.013800187, 0.059258908, -0.0761760548, -0.016024841, -0.0792074502, 0.0231510662, -0.0225032289, 0.0679130554, -0.1011117324, -0.0239455868, -0.0093264328, -0.1148996949, -0.0111232689, -0.0167460199, -0.0677174851, 0.0009893292, 0.0651750192, -0.1242872477, -0.0082202181, -0.0983248055, 0.0130545618, 0.0412905514, -0.0101453988, 0.0335409343, -0.040092662, -0.0745625719, 0.0818476975, -0.0039175907, -0.0314629599, -0.0362300761, 0.0552496426, -0.0244711917, 0.0449086688, 0.0004912268, -0.0120339096, -0.0432218425, -0.014912514, 0.0241411608, -0.0448353291, -0.0091491938, -0.0795985982, -0.0165504459, -0.1167576537, -0.0139957611, 0.0287249237, 0.0127000837, -0.0950489417, -0.0195207261, -0.0542228781, -0.0275514815, 0.0941688567, -0.04349076, -0.0582321435, 0.0529027544, 0.0012506038, -0.0863459036, 0.0831678212, 0.0471577682, 0.0487468094, -0.1764077097, 0.0020336634, -0.0345921442, 0.0705533028, 0.071775645, -0.0499446988, -0.0274536945, 0.0480622984, 0.0131401252, 0.0422439761, 0.0280648619, 0.0477689393, -0.0611657538, -0.0381369218, 0.0571564883, 0.1403243095, 0.0820432752, -0.1364128292, 0.0375746451, -0.1849151701, 0.0840968043, -0.1185178161, -0.0094119962, -0.106490016, 0.0515337363, -0.0297027938, -0.0007433338, 0.0393348113, -0.020046331, 0.1070767418, -0.0653216988, -0.0685975626, -0.0325386152, 0.0249601267, 0.0831189305, 0.0398726389, -0.0222709849, 0.002591355, 0.0470110886, -0.1178333089, 0.055102963, 0.0696243271, -0.0020306078, 0.0392859168, 0.0775939673, 0.0622903034, 0.0649794489, -0.0107932379, 0.0792074502, 0.0729979798, -0.0033461482, -0.0011574005, 0.0273314603, -0.0103348615, 0.0399704278, -0.0799897462, -0.0439307988, -0.0111477152, -0.0114594111, -0.0105671054, 0.0134946033, 0.1199846193, 0.0158781596, -0.0663484633, -0.0001242391, 0.0361811817, 0.0157437027, -0.0238233525, -0.062828131, 0.0343721211, 0.0278448425, -0.0679619461, -0.0328319781, -0.117344372, -0.116073139, 0.0344210155, 0.0009847454, -0.0613613278, -0.1038497686, 0.0324897245, 0.0389436632, -0.0054088421, -0.1203757674, 0.0100415004, 0.0356677994, 0.1065878049, 0.0118505592, 0.0180050265, 0.0108604664, -0.0096931346, 0.0019817143, 0.0126878601, 0.0026020503, 0.1061966568, -0.0280159693, 0.055689685, 0.0586232916, 0.1077612489, 0.0390658975, -0.0505558662, -0.1162687168, 0.0589166544, 0.0404104702, -0.034274336, -0.019948544, 0.0064661638, -0.0268425252, 0.1456048042, -0.0675707981, -0.1251673251, 0.0107443444, 0.0874704495, -0.0463021323, -0.0356922485, -0.0747092515, 0.0124250576, 0.0302161761, -0.0277959481, 0.0175038688, -0.0118505592, -0.0475489162, -0.1227226555, 0.026622504, 0.1075656787, 0.0389681123, -0.1330880821, 0.1235049516, 0.0985203832, 0.0863947943, 0.0097725857, 0.013409039, 0.1170510128, -0.0117466608, 0.0487468094, -0.0344943553, -0.0465954952, 0.0429773778, -0.1137262583, 0.1038497686, -0.0109765884, 0.0112638371, -0.0790118799, -0.0226499084, -0.0165259987, -0.0762249455, -0.0424151011, 0.0218798369, 0.0505069755, 0.1199846193, 0.0057908227, -0.0088986149, 0.0415350199, 0.0541739874, 0.0921153352, -0.0770072415, 0.0068450882, -0.0089108385, 0.0379902422, -0.140226528, -0.0361811817, 0.0576943159 ]
802.1161
Cristian Marchioli Dr.
Francesco Zonta, Cristian Marchioli and Alfredo Soldati
Direct Numerical Simulation of Turbulent Heat Transfer Modulation in Micro-Dispersed Channel Flow
Pages: 305-326
Acta Mechanica (Volume 195, Numbers 1-4 / January, 2008)
10.1007/s00707-007-0552-7
null
physics.flu-dyn physics.comp-ph
null
The object of this paper is to study the influence of dispersed micrometer size particles on turbulent heat transfer mechanisms in wall-bounded flows. The strategic target of the current research is to set up a methodology to size and design new-concept heat transfer fluids with properties given by those of the base fluid modulated by the presence of dynamically-interacting, suitably-chosen, discrete micro- and nano- particles. We run Direct Numerical Simulation (DNS) for hydrodynamically fully-developed, thermally-developing turbulent channel flow at shear Reynolds number Re=150 and Prandtl number Pr=3, and we tracked two large swarms of particles, characterized by different inertia and thermal inertia. Preliminary results on velocity and temperature statistics for both phases show that, with respect to single-phase flow, heat transfer fluxes at the walls increase by roughly 2% when the flow is laden with the smaller particles, which exhibit a rather persistent stability against non-homogeneous distribution and near-wall concentration. An opposite trend (slight heat transfer flux decrease) is observed when the larger particles are dispersed into the flow. These results are consistent with previous experimental findings and are discussed in the frame of the current research activities in the field. Future developments are also outlined.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 15:30:39 GMT" } ]
2008-02-11T00:00:00
[ [ "Zonta", "Francesco", "" ], [ "Marchioli", "Cristian", "" ], [ "Soldati", "Alfredo", "" ] ]
[ 0.0811014771, 0.0211773682, 0.0055557908, -0.0092030047, -0.0210466441, 0.0250729583, -0.054172229, 0.0014134586, -0.051374726, 0.0002175337, 0.0059022107, 0.0602378473, -0.1160833538, 0.0901476145, 0.0811014771, 0.0764999762, 0.0806308687, -0.0167327356, 0.0545905493, 0.0306418221, 0.0640550032, -0.0440541543, 0.0060884934, 0.0513224378, -0.1229856014, -0.080735445, 0.0116998423, -0.0080526285, 0.0808400288, -0.0316614732, 0.1287374794, -0.0385637246, -0.0471131094, -0.0113664949, -0.0746175423, 0.1080307215, -0.0843957365, 0.1019128188, -0.0392957814, -0.0091245696, -0.0042256694, 0.0526296832, -0.0883174688, 0.1281100065, -0.0365244225, -0.0393742174, -0.0121181607, -0.0511917137, 0.1753799766, -0.0487340912, -0.0327072702, 0.0489432514, -0.0978342146, -0.0976773426, -0.0174125023, -0.0384852923, -0.0039772927, -0.0459365882, -0.0362629741, -0.0464333408, -0.1051024944, -0.077232033, 0.0047616395, -0.0398448259, -0.0483680628, -0.0515054502, -0.0813629255, -0.0045296038, 0.0462241806, 0.0824087188, 0.0207851939, -0.0587214418, 0.0483157746, -0.0082225706, -0.0893632621, -0.0253474787, -0.0739900619, -0.0347988605, -0.0244193356, 0.093180418, -0.0051145959, -0.0375179313, 0.0207067598, -0.0416488238, -0.0674538389, -0.0845003128, 0.0786438584, -0.0296221711, -0.0679244474, -0.0587214418, 0.0078173252, 0.0930758417, -0.1045273095, 0.0129744057, 0.0361061059, -0.1179657802, 0.0901476145, -0.0655191168, 0.0912456959, 0.0238702931, 0.0090461355, 0.0133600431, -0.0348511487, -0.0886834934, 0.0317660533, -0.0777549297, -0.0601332672, -0.0140267387, 0.0537539124, 0.0637412667, 0.1403458118, -0.0761862323, 0.1005532816, 0.0130593767, -0.0017484401, -0.0379362479, 0.0233604666, -0.0476098619, -0.0352171771, 0.0403154343, -0.0698591694, 0.060080979, 0.0301712137, 0.0458581522, 0.0375179313, -0.0493615679, 0.0652053803, -0.0750881508, -0.1291557997, 0.0170072559, 0.1062005758, -0.0456489921, -0.0422501564, -0.0654145405, -0.0273475647, -0.0585122854, 0.0175693724, 0.1116910055, 0.102906324, -0.0822518542, 0.0270076804, -0.0136607094, 0.0686565042, 0.0126737393, 0.0094448449, 0.0576756485, -0.0340145119, 0.0233343225, 0.021033572, 0.0368643068, -0.0571527481, -0.0249814503, -0.012386146, 0.0031668008, 0.044577051, -0.0487602353, 0.1030631885, 0.0650485083, -0.045805864, -0.1236130819, -0.0632183626, -0.0273475647, -0.1248680353, -0.009516743, 0.0271384045, 0.0271906946, 0.0251644645, 0.0139352307, -0.155405283, -0.0523682311, -0.0149025926, -0.1227764487, -0.0140659558, 0.0516623184, 0.0126672033, -0.0071898471, -0.0206544697, -0.1089719385, -0.055113446, 0.0652576685, -0.0017517082, 0.0928143933, 0.0350080207, -0.14296031, 0.0183667913, 0.0515054502, -0.0368643068, 0.0463026166, -0.0187851097, -0.0056374939, -0.0150463898, 0.0385375805, -0.0028661345, 0.0625908896, -0.1258092523, -0.0394265093, 0.0233735405, 0.0798465237, 0.0109351035, 0.0093075838, 0.0882128924, 0.0158045907, -0.0059218197, -0.0278966073, -0.0150333168, -0.0269292463, -0.0099808155, -0.0173994303, -0.0707480982, -0.0011136093, 0.0011577288, 0.1786219478, 0.0843434408, -0.0087912222, -0.1304107606, -0.0526558273, -0.1066188961, 0.0665126219, 0.0101965107, 0.0804217085, 0.018105343, 0.0167196635, 0.0262756236, 0.0745129585, -0.0762385279, 0.0283149257, 0.155091539, -0.0443156026, -0.004764908, 0.0389559008, 0.055218026, 0.0832453594, -0.0309032705, -0.0337269194, -0.0147195784, -0.0836636797, -0.0438972861, 0.0321059376, -0.0440280102, -0.0680290237, -0.0707480982, 0.0566821396, -0.0083990488, -0.0572573282, -0.0251644645, -0.0012304443, -0.0959517807, -0.1054162309, -0.0482896268, -0.0564206913, 0.0812060535, -0.0638458431, -0.0136868544, -0.0208113398, 0.0211250782, -0.0067846011 ]
802.1162
Gerard Henry Edmond Duchamp
H. Cheballah (LIPN), G. H. E. Duchamp (LIPN), K. A. Penson (LPTMC)
Approximate substitutions and the normal ordering problem
null
null
10.1088/1742-6596/104/1/012031
null
quant-ph cs.SC math.CO
null
In this paper, we show that the infinite generalised Stirling matrices associated with boson strings with one annihilation operator are projective limits of approximate substitutions, the latter being characterised by a finite set of algebraic equations.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 14:52:52 GMT" } ]
2009-11-13T00:00:00
[ [ "Cheballah", "H.", "", "LIPN" ], [ "Duchamp", "G. H. E.", "", "LIPN" ], [ "Penson", "K. A.", "", "LPTMC" ] ]
[ -0.0456969664, -0.0219115205, 0.0126155214, -0.0201045237, -0.0312409848, -0.0063847257, 0.0132178543, -0.0777410567, -0.1596582979, -0.0282694772, 0.0281891655, -0.0129300728, -0.0821313933, 0.0210280996, 0.0660691932, 0.0600190982, 0.017748734, 0.0229555648, -0.0083657308, 0.0785441697, 0.0082854191, -0.0836840719, 0.0292332079, 0.0179361254, 0.017762119, -0.009449929, 0.058091633, -0.0710484758, 0.1171469986, -0.0115045523, 0.0216973592, -0.0213359594, 0.0522556975, -0.0437695011, -0.0572885238, 0.1422040313, -0.0187392365, 0.1015666574, -0.0677824914, 0.0359525643, -0.0367021337, -0.0130773103, -0.051265195, -0.0053206044, 0.0515328981, 0.1157549396, 0.0285907201, 0.0081850309, -0.0718515888, 0.0565389544, -0.038897302, 0.0003731116, -0.0593230687, -0.0052336012, 0.0920899585, -0.0157543439, -0.0219115205, 0.0421632826, 0.0925718248, -0.0115045523, 0.0252444278, -0.0418955795, -0.0224870834, 0.0276269875, -0.1317100674, 0.0101794209, -0.1718655676, 0.0711020157, 0.0227949433, 0.072386995, -0.1804320812, 0.0173337944, 0.0585734993, 0.0349085219, -0.0277876109, 0.0853973776, 0.0076429313, 0.1524838358, 0.0741538331, 0.0916616395, -0.0473299585, -0.0363005772, 0.0894129276, -0.0081716459, -0.0269443449, -0.0379067995, 0.036086414, 0.0421900526, -0.0945528299, -0.0585734993, -0.0115179373, -0.0041393633, -0.0312677547, 0.0190337095, 0.0735113472, -0.0871642157, 0.1020485237, 0.0327936634, 0.0320976339, 0.0655873269, -0.0555216819, -0.0754923522, 0.0828809664, -0.1240002066, 0.1396340877, 0.0370233767, -0.0280820839, 0.0928395316, -0.0817030668, -0.0196761973, -0.0987290069, -0.0079106344, -0.0996391997, -0.0438765846, 0.0677289516, 0.000997195, -0.0620536432, -0.0309465099, -0.1016202047, -0.0073417649, -0.0399948843, -0.0669793859, 0.1157549396, -0.0460182093, 0.0053975694, -0.0421632826, 0.0576633066, -0.0901624933, 0.0128229922, -0.0766167045, 0.054691799, -0.0289387349, -0.0561106279, -0.0265963301, -0.0750640258, -0.0386028253, 0.0631244555, -0.0284033287, 0.085825704, -0.0448135436, 0.0339180194, 0.000678879, 0.0026352052, 0.0823991001, -0.01659761, 0.0795079023, -0.0792937428, 0.0867358968, 0.042618379, -0.0198368207, 0.0010490626, -0.0437159613, 0.0743144602, 0.0189801697, -0.0891987681, -0.1102937907, -0.0435821079, -0.0069669802, 0.0530320406, -0.0472764149, 0.0296883043, 0.0177755039, 0.0434750281, -0.0338377059, 0.0367824435, 0.0466874689, -0.015740959, -0.0210147146, -0.0464465357, -0.1020485237, -0.028885195, -0.0562712513, -0.0784906298, 0.0112502342, 0.036380887, -0.0089412928, -0.0211887229, -0.1516271979, -0.0699241236, -0.0005843463, 0.0123946667, 0.1266772449, 0.0898947939, 0.0029899122, -0.0256325975, -0.0009311058, -0.0186455399, -0.0040289359, 0.0515061282, -0.020626545, 0.0352833048, -0.0019726392, 0.0670864657, 0.1696168631, 0.0453221798, -0.15280509, 0.0651590005, 0.0570743605, 0.0461788327, 0.0038181194, 0.044626154, -0.0597513951, 0.0633921623, 0.0656944066, -0.0519879945, 0.0341857225, 0.0485078506, 0.028349787, 0.0264357086, 0.041520793, 0.0023708481, -0.0018488264, -0.0211485662, -0.0499266796, 0.0449741669, 0.0963732153, -0.1125425026, 0.0339983292, -0.0111565385, 0.0721192881, -0.0850225911, 0.0146567598, -0.0015049949, 0.0272923596, -0.0607686676, 0.0083724232, 0.0287781134, 0.0200643688, 0.0111163827, -0.0848084316, 0.0188597031, -0.0035136067, -0.0933213979, -0.123036474, -0.0387902185, -0.032392107, 0.0069469027, -0.0968015417, -0.1215373352, -0.1057428345, -0.0207871664, 0.0299827773, 0.0857186243, 0.0051633287, 0.0485613942, 0.0392988548, -0.0071142172, -0.0089881411, 0.0532462001, -0.0332219899, -0.124856852, 0.0237185191, 0.0739396736, -0.0517470613, -0.1386703551, -0.0283230171 ]
802.1163
Kaj Wiik
Kaj Wiik, Erik Zackrisson, and Teresa Riehm
Dark matter millilensing and VSOP-2
four pages, one figure, to be published in ASP conference series in the proceedings of 'Approaching Micro-Arcsecond Resolution with VSOP-2: Astrophysics and Technology'
null
null
null
astro-ph
null
According to the cold dark matter scenario, a large number of dark subhalos should be located within the halo of each Milky-way sized galaxy. One promising possibility for detecting such subhalos is to try to observe their gravitational lensing effects on background sources. Dark matter subhalos in the 10^6 - 10^10 M_solar mass range should cause strong gravitational lensing on the (sub)milliarcsecond scales, which can be observed only using space VLBI. We study the feasibility of a strong-lensing detection of dark subhalos by deriving the image separations expected for density profiles favoured by current simulations and comparing it to the angular resolution of both existing and upcoming observational facilities. We show that the detection of subhalos is likely much more difficult than suggested in previous studies, due to the smaller image separations predicted for subhalo density profiles more realistic than the singular isothermal sphere models often adopted.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 15:11:18 GMT" }, { "version": "v2", "created": "Mon, 11 Feb 2008 16:03:23 GMT" } ]
2008-02-11T00:00:00
[ [ "Wiik", "Kaj", "" ], [ "Zackrisson", "Erik", "" ], [ "Riehm", "Teresa", "" ] ]
[ 0.003492608, 0.0518633835, 0.0319592021, -0.0446839482, -0.106834285, 0.0425140448, 0.0806347057, -0.0335397497, -0.038924329, 0.0223151855, -0.0258111432, -0.0418175347, -0.0994405374, -0.0211096834, 0.066918768, 0.0635433644, -0.0143052936, 0.0688475743, 0.0128653878, 0.0055888426, -0.0413889103, 0.009014478, 0.0004374131, 0.0826170892, -0.0324146152, -0.0796167254, 0.0375045128, 0.0662222579, 0.0459162407, 0.0003434426, 0.0764556304, -0.0386296511, -0.1764855236, -0.03455773, -0.1199072897, 0.1592334509, 0.00731338, 0.0915110111, -0.1155139059, 0.0215115175, 0.0474432111, 0.0087398915, 0.0052037514, 0.0422997326, 0.0540600792, -0.0105146589, -0.0598464906, -0.0490505472, -0.0122693339, -0.0589892417, -0.0486754999, 0.002869765, 0.0413085446, 0.0027910725, -0.0801525041, -0.0748482943, -0.0220205076, -0.0264674705, 0.0481397212, 0.0219803248, -0.0278337076, -0.1110133603, 0.0016098478, -0.0058165481, -0.0467734858, 0.0063757673, 0.0430766121, 0.0104476856, -0.030003611, 0.0506310947, 0.0367276333, -0.0702405944, 0.0539797097, 0.0173860211, -0.031905625, -0.0049291649, 0.0189397801, 0.032361038, -0.0564175062, 0.0462109186, -0.0100257602, -0.0002448676, 0.0126309842, 0.0590428226, -0.0471217446, -0.1026016325, -0.0958508253, 0.0813312158, -0.0631683171, 0.0096440176, 0.0417907424, -0.0120282331, 0.0367812142, -0.0720622465, 0.0562567711, -0.010467778, 0.0798310339, -0.0493988022, 0.0805811286, 0.0261593983, -0.00012798, -0.0117804362, 0.0391654298, -0.1281582862, 0.1107990518, 0.0141311651, 0.0912967026, 0.0307001229, 0.0742053613, 0.0347720422, 0.0587213524, -0.0187790468, -0.0013972106, 0.0978867784, 0.0199845489, -0.0132069467, -0.0359239653, 0.0510329269, -0.0508721955, 0.0235474762, 0.0262129772, 0.1089773998, 0.029601777, 0.0549173243, 0.0206006933, -0.0929040387, -0.0232260097, -0.059364289, -0.06081089, 0.0928504616, 0.0533903539, -0.0291195754, 0.0947792679, 0.0561496168, -0.091028817, 0.0160197858, -0.0138498815, 0.0075075999, 0.0587749332, 0.0849745125, 0.0390314832, -0.0234805048, 0.149910897, -0.0011695046, -0.0282355417, 0.0961722881, -0.041469276, -0.0242573842, 0.0047449907, -0.0204533543, -0.0101262191, -0.0543547571, -0.0054883836, -0.0609716251, -0.0299500339, -0.0650971234, 0.0485683456, 0.089475058, -0.0217526183, -0.0491041243, 0.0184040014, 0.0055553559, 0.0606501587, 0.0032498331, -0.0184843671, 0.0477111004, 0.065365009, 0.0758662745, -0.1321230382, -0.0581319965, -0.0715264678, 0.0276193954, -0.0745804086, -0.1354448795, 0.0580248423, 0.0536046661, 0.0522384308, -0.1672701389, -0.0117804362, -0.051541917, 0.0279944409, 0.0889392793, 0.0753304958, -0.0504971482, -0.1305157095, 0.0754912272, -0.0767771006, 0.0918860584, 0.0784380138, -0.0467466973, -0.0318788365, 0.000531593, 0.0290392097, 0.0291731544, 0.0196095034, -0.0317181051, -0.0768842548, 0.0970831141, -0.0314234234, 0.0338880084, 0.0435856022, 0.0710442662, 0.1288012117, -0.111763455, -0.0245520622, -0.1020122766, 0.1590191424, 0.1468033791, 0.0020828401, 0.0372366235, 0.0062786574, 0.0160867572, 0.0849745125, -0.004584257, -0.044630371, -0.0439606495, -0.0775807649, -0.0290392097, 0.1279439777, 0.1104775816, 0.0137695149, 0.1273010373, 0.0590428226, 0.1109062061, 0.1103704274, 0.0543279685, 0.0902251452, -0.0617752932, 0.1262294799, 0.002392587, 0.0940827504, -0.0777414963, -0.0717943534, 0.0022820828, -0.0070655826, -0.082992129, -0.0650971234, -0.0016810059, -0.0302179232, -0.0790273696, 0.0023574266, 0.0144392382, -0.0114455745, 0.0477914661, -0.0482468791, 0.0221946351, -0.0397815742, 0.0265612323, 0.0143454764, -0.0473360531, 0.0492112786, -0.0444964282, -0.0909752324, -0.0540600792, -0.0220472962, 0.0108093368 ]
802.1164
Leonid Litvin
L. V. Litvin, A. Helzel, H.-P. Tranitz, W. Wegscheider, and C. Strunk
Edge Channel Interference Controlled by Landau Level Filling
5 pages, 5 figures, final version accepted for publication in Phys. Rev. B
Phys. Rev. B v.78, p.075303, (2008).
10.1103/PhysRevB.78.075303
null
cond-mat.mtrl-sci cond-mat.mes-hall
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We study the visibility of Aharonov-Bohm interference in an electronic Mach-Zehnder interferometer (MZI) in the integer quantum Hall regime. The visibility is controlled by the filling factor $\nu$ and is observed only between $\nu \approx 2.0$ and 1.0, with an unexpected maximum near $\nu=1.5$. Three energy scales extracted from the temperature and voltage dependences of the visibility change in a very similar way with the filling factor, indicating that the different aspects of the interference depend sensitively on the local structure of the compressible and incompressible strips forming the quantum Hall edge channels.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 15:56:54 GMT" }, { "version": "v2", "created": "Fri, 9 May 2008 08:42:59 GMT" }, { "version": "v3", "created": "Fri, 18 Jul 2008 08:30:52 GMT" } ]
2008-08-06T00:00:00
[ [ "Litvin", "L. V.", "" ], [ "Helzel", "A.", "" ], [ "Tranitz", "H. -P.", "" ], [ "Wegscheider", "W.", "" ], [ "Strunk", "C.", "" ] ]
[ -0.0375986286, 0.0570250489, -0.0632682592, -0.0341983065, -0.0451239273, 0.0384626426, -0.0136221861, 0.009197589, -0.1586444676, 0.0929235145, 0.08818537, 0.1000028774, -0.0532066561, 0.1042950824, 0.0055742962, 0.0564954914, 0.0110162031, 0.0552691482, 0.0332228057, 0.0770367756, -0.0865130797, -0.0377658568, 0.0056021679, 0.0843948424, -0.0885198265, -0.1018981338, 0.0343376659, 0.0322473049, 0.0434237681, -0.0371248126, 0.1867389232, -0.0349229649, -0.0016740308, -0.0180049762, -0.0965468138, 0.0387413576, 0.0263106786, 0.0008945004, -0.1283202916, -0.0038079412, -0.101953879, 0.0597564541, -0.065163523, 0.0764793456, 0.1159453616, 0.0389922038, -0.010737488, 0.0770925134, 0.0348393507, -0.0123679694, -0.015078471, 0.0909167677, -0.031020958, -0.0306586288, -0.0276485085, -0.0110580102, 0.0394102745, 0.0466011167, -0.0336130075, 0.043925453, -0.036037825, -0.1545194983, -0.0208896752, -0.0024648842, -0.0231890716, 0.0121449977, -0.0636027232, 0.0068145772, 0.1530701816, -0.0138799977, -0.0167925674, -0.0060968865, -0.0055394568, -0.0611500293, -0.0589203127, -0.0210150965, -0.0067414143, 0.0495276228, 0.0053304206, 0.0409989469, 0.0055986838, -0.0318849757, -0.0339753367, -0.1202933118, -0.0245826468, -0.0388528444, 0.0613172576, -0.0149112428, -0.1124335527, -0.0710165352, -0.0578054525, -0.0133713428, -0.0719641671, 0.0066752196, -0.0430614389, -0.0047242162, 0.0981633589, -0.0352295525, -0.0221856982, -0.0101103801, 0.0279969033, 0.0197608806, 0.0651077777, -0.1128794998, 0.1186210215, -0.0387134887, 0.0092254607, 0.0235374663, 0.0293207988, 0.0711280182, 0.0759776607, -0.0799354091, -0.0966025516, 0.0639929175, -0.042308908, -0.0122564835, -0.1016194224, -0.0647733212, -0.0001314097, 0.0561052933, -0.1238608584, -0.027509151, 0.0877951682, 0.016931925, 0.0069086435, -0.0125351986, -0.0123610022, -0.1047410294, -0.1208507419, -0.0531509146, 0.1276513785, 0.0320800729, -0.0261573847, -0.0028725045, -0.0800468922, -0.0157055799, 0.1041278541, 0.033390034, 0.073134765, 0.0011139882, 0.0143538127, 0.0750300288, 0.17960383, -0.0103681907, 0.0505867377, 0.1418100893, 0.014562849, -0.0045848587, 0.1017309055, -0.0051597077, -0.0281641316, -0.0550461747, -0.0051004812, -0.0869590193, -0.0109534925, -0.0177123267, 0.0903035998, 0.0696787015, 0.1503945142, -0.0978289023, 0.0343655348, -0.0008679354, 0.0005835592, 0.02849859, 0.0328604765, 0.0180607196, -0.0280108377, -0.0048984126, -0.074639827, -0.081942156, -0.0913627148, -0.024276061, -0.0387692302, -0.0482455343, 0.1217426285, 0.0391036868, -0.0109465243, -0.1574181318, -0.0205970239, 0.0276345741, 0.0341146924, 0.007734336, -0.0070619364, -0.040218547, -0.1161683351, 0.0803256109, -0.0452354141, 0.0088561634, -0.006079467, 0.0000772454, -0.118732512, 0.094540067, 0.0052781617, 0.1131024733, -0.0100476686, -0.0765908286, -0.0112949181, 0.0584743656, 0.1135484129, -0.0390200727, 0.0142283915, 0.0196633302, 0.1139386147, -0.0489980653, 0.010103412, 0.0149948569, 0.0450403132, 0.0735249668, -0.0220602769, 0.0621534027, 0.0189247355, 0.055770833, 0.0778171718, -0.0399398319, -0.0988880172, 0.0105702588, -0.0382396728, 0.0260458998, -0.0810502693, 0.0581956543, -0.0603696294, 0.054154288, 0.0367067419, 0.0431729257, 0.0054314551, 0.0375986286, 0.0728003085, -0.0352852941, 0.0474093892, 0.0560495481, -0.003968202, 0.0182140134, -0.0291535687, 0.0321636908, 0.0006902547, 0.0240530875, -0.036037825, -0.0198863018, 0.0063372781, -0.0535132438, 0.0302405562, 0.0420301929, -0.0502244085, 0.032637503, -0.0219627265, -0.0103542553, -0.0588645674, -0.0453469008, 0.0865130797, -0.0773712322, -0.0485799909, 0.118732512, -0.0453747697, -0.027467344, -0.0893002227, -0.0013500248 ]
802.1165
Laurence David
Laurence P. David and Paul E. J. Nulsen
The Extended Fe distribution in the intracluster medium and the implications regarding AGN Heating
14 pages, 18 figures - Accepted for publication in The Astrophysical Journal
null
10.1086/592239
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We present a systematic analysis of XMM-Newton observations of 8 cool-core clusters of galaxies and determine the Fe distribution in the intracluster medium relative to the stellar distribution in the central dominant galaxy (CDG). Our analysis shows that the Fe is significantly more extended than the stellar mass in the CDG in all of the clusters in our sample, with a slight trend of increasing extent with increasing central cooling time. The excess Fe within the central 100 kpc in these clusters can be produced by Type Ia supernovae from the CDG over the past 3-7 Gyr. Since the excess Fe primarily originates from the CDG, it is a useful probe for determining the motion of the gas and the mechanical energy deposited by AGN outbursts over the past $\sim$ 5 Gyr in the centers of clusters. We explore two possible mechanisms for producing the greater extent of the Fe relative to the stars in the CDG, including: bulk expansion of the gas and turbulent diffusion of Fe. Assuming the gas and Fe expand together, we find that a total energy of $10^{60} - 10^{61}$~erg~s$^{-1}$ must have been deposited into the central 100 kpc of these clusters to produce the presently observed Fe distributions. Since the required enrichment time for the excess Fe is approximately 5 Gyr in these clusters, this gives an average AGN mechanical power over this time of $10^{43} - 10^{44}$~erg~s$^{-1}$. The extended Fe distribution in cluster cores can also arise from turbulent diffusion. Assuming steady-state (i.e., the outward mass flux of Fe across a given surface is equal to the mass injection rate of Fe within that surface) we find that diffusion coefficients of $10^{29} - 10^{30}$ cm$^2$~s$^{-1}$ are required to maintain the presently observed Fe profiles (abridged).
[ { "version": "v1", "created": "Fri, 8 Feb 2008 15:24:29 GMT" }, { "version": "v2", "created": "Wed, 17 Sep 2008 14:46:27 GMT" } ]
2009-11-13T00:00:00
[ [ "David", "Laurence P.", "" ], [ "Nulsen", "Paul E. J.", "" ] ]
[ 0.0465418771, 0.0221997369, -0.0134577435, -0.0649616271, 0.0408041738, 0.0867796689, 0.0312495455, -0.0261028521, -0.0860409066, 0.0570815206, 0.0260536019, 0.0010319554, -0.0991415828, -0.0214117263, 0.0751072615, 0.0883064419, -0.0468127541, 0.0430450812, -0.0212393496, 0.0817068517, -0.1219446436, -0.0662421435, 0.0141841909, -0.010373421, -0.1366213411, -0.0848588943, -0.0240712613, 0.0821501091, 0.0401639156, -0.0243298281, 0.0354851037, -0.030781664, 0.0020038863, -0.0592978001, -0.1180045903, 0.1256876886, -0.0105457986, 0.0323823132, -0.0610708222, -0.0568352677, -0.0339829586, -0.0558010004, -0.1176105812, -0.0144550698, 0.0071475026, -0.0670794025, -0.0107735824, -0.0852036476, 0.0163019691, 0.0037184251, -0.0951522812, 0.0299197789, 0.0350172222, -0.094512023, 0.0017576331, 0.0241451375, -0.0330225714, -0.0027795844, -0.0433898345, -0.0967283025, -0.0563920103, -0.0249947123, 0.0889467001, -0.0182719957, -0.0081202034, -0.0111368066, 0.003198215, -0.0214486644, 0.0615633279, 0.0551607423, -0.069985196, -0.0563920103, -0.0117278146, -0.0179272424, 0.0247607715, -0.0495461673, 0.0096038794, -0.1463729739, -0.0978118181, 0.0417153127, -0.0047865487, 0.018666001, -0.0073383488, -0.0175701734, 0.0172500443, -0.0296981502, 0.0288608894, -0.0263244789, -0.1637092084, 0.0068150605, 0.0610708222, -0.0289840158, -0.0011658556, -0.0305846613, 0.0335150771, -0.037061125, 0.0679659173, -0.0959402919, 0.1539575756, 0.0461971238, -0.0013613191, 0.0461971238, 0.0401885398, -0.1557306051, 0.109336473, -0.0079724509, -0.0467388816, 0.0701329485, -0.0081140464, -0.0563920103, 0.2038977444, -0.0264968574, -0.0250932127, 0.0827903673, -0.1106169894, 0.0307570398, -0.0975655615, 0.087715432, -0.0603320636, 0.0387848988, -0.0544219837, 0.0096715987, -0.0645183697, 0.0620065853, 0.0219411701, -0.0755505189, 0.0345985927, -0.104903914, -0.1086469665, -0.0339090824, 0.0713149607, -0.0749595091, 0.0041986192, 0.0386371464, -0.1008653566, 0.0061317077, 0.0464680009, -0.0402131677, -0.0690494329, -0.0460739955, -0.0329240672, -0.0051897885, 0.0021208567, 0.0749595091, 0.0375782549, 0.0621543378, -0.137212351, -0.0304861609, 0.0739744976, -0.0121095069, -0.0399422869, -0.002902711, 0.0077569797, -0.0854006484, 0.0204020869, -0.0944627747, -0.0149968266, 0.0497431718, -0.016265031, -0.1309082657, 0.0137409354, 0.0573770218, -0.1244071797, 0.0671779066, 0.0495461673, 0.0962850451, -0.0546682365, -0.0250562746, -0.1419404149, -0.0567860156, -0.0978118181, -0.0097146938, 0.003847708, -0.0179888047, 0.0597903058, 0.0726447254, 0.0423063189, -0.1421374083, 0.0098747583, 0.0332195722, -0.0199095812, 0.0683599189, 0.0230616238, -0.0264722314, -0.0427495763, 0.0187398773, 0.0001268782, 0.0249454603, 0.068458423, -0.0267431103, -0.0433652103, 0.0143319434, 0.0430697054, 0.0680151656, -0.1063814312, -0.032283809, 0.0314957984, -0.0372581258, -0.0197372027, 0.051565446, 0.0942657739, 0.06333635, 0.0223844275, -0.0754520148, -0.0689016804, -0.0078493245, 0.0029704308, 0.0308555402, -0.0261521023, -0.0062486781, 0.0551114939, -0.0312987976, -0.0024840804, 0.0153415818, -0.031397298, -0.0006102465, -0.1006683558, 0.1291352361, 0.0643706173, 0.0544712357, 0.031668175, 0.0008657343, 0.0484134033, 0.0759445205, 0.0657988861, -0.0011435389, 0.0362977386, -0.0569830164, 0.0583127849, 0.0264229812, -0.0036045329, 0.03555898, -0.0888974443, -0.1636107117, -0.0403116681, 0.0382923894, 0.0092899064, 0.1013578624, 0.0484626517, -0.0407549255, -0.096876055, 0.0547667369, -0.0211039092, 0.0675719082, -0.0697881877, 0.015698649, -0.0337120779, -0.0160680283, 0.0862871632, 0.0460247435, 0.0791950673, 0.0058762198, 0.0271617416, -0.1152465492, -0.042060066, -0.0629423484 ]
802.1166
Eytan Katzav
E. Katzav and M. Adda-Bedia
The Spectrum of the Fractional Laplacian and First Passage Time Statistics
10 pages, 6 figures
Europhys. Lett 83 30006 (2008)
10.1209/0295-5075/83/30006
null
cond-mat.stat-mech cond-mat.dis-nn cond-mat.soft
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We present exact results for the spectrum of the fractional Laplacian in a bounded domain and apply them to First Passage Time (FPT) Statistics of L\'evy flights. We specifically show that the average is insufficient to describe the distribution of FPT, although it is the only quantity available in the existing literature. In particular, we show that the FPT distribution is not peaked around the average, and that knowledge of the whole distribution is necessary to describe this phenomenon. For this purpose, we provide an efficient method to calculate higher order cumulants and the whole distribution.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 15:30:48 GMT" }, { "version": "v2", "created": "Fri, 18 Apr 2008 14:53:26 GMT" }, { "version": "v3", "created": "Wed, 28 May 2008 21:51:46 GMT" } ]
2008-07-18T00:00:00
[ [ "Katzav", "E.", "" ], [ "Adda-Bedia", "M.", "" ] ]
[ -0.0489401929, -0.0341164917, 0.0507473685, -0.0263749547, 0.0544105545, 0.0135782175, -0.0868908241, -0.0009730344, -0.0040905601, 0.1537562162, 0.0244700965, 0.0321872123, -0.0596855469, -0.0137369558, 0.0812250897, 0.1200548857, 0.0308440439, -0.0233711414, -0.0282065496, 0.0476458669, -0.1322655082, -0.0465957522, -0.0759012625, -0.0413696058, -0.0896260068, -0.1107748076, 0.0238107238, -0.0055375192, 0.0537267588, -0.0210267007, 0.0780014843, -0.0621276721, -0.111458607, -0.0555827767, 0.0335548036, 0.1130215675, -0.0311126783, 0.1136076748, -0.0785387531, 0.0444466844, -0.0138834836, 0.0309417285, -0.1099933311, 0.0151900202, 0.0400996991, -0.0244945176, 0.0837160572, -0.0690633059, 0.0311370995, 0.0548012964, -0.0321139507, 0.0346537605, -0.0074240612, -0.0752663091, -0.0308196228, 0.0003607859, 0.0183647834, 0.0544593967, 0.0542640276, -0.0912866518, 0.0242991485, -0.0581714287, 0.0038463476, -0.0176565666, -0.1355867982, 0.0070088999, 0.0042492985, 0.0680376142, 0.0177176204, 0.0829345807, -0.0599297583, 0.0161302388, 0.0359480865, 0.0240427256, 0.0283530764, 0.0129310545, -0.0182670988, 0.0456189029, -0.0333350115, -0.0247387309, 0.1375405043, -0.0023902303, 0.0014713806, 0.0687214136, 0.0249463115, -0.0148725435, -0.0638371557, -0.0432744622, -0.0842044875, -0.0248119943, 0.1106771231, 0.1277720034, -0.0581714287, 0.0545570813, 0.0796621293, -0.0343118608, 0.095731318, -0.0322848968, 0.0394159034, -0.0754128322, -0.0308684651, 0.0628603101, 0.0352642909, -0.1278696954, 0.146918267, -0.0252027344, -0.0905540138, 0.0411253907, 0.0090663908, 0.0126013672, 0.1206410006, -0.0224919748, -0.1024715826, 0.0431279354, 0.0192683693, 0.0171315093, -0.0845463797, -0.0971965939, 0.1076488867, -0.0114169363, -0.0285484456, -0.031430155, 0.0473528132, 0.0392937995, 0.0780014843, -0.0671096072, 0.0058641536, -0.1126308218, 0.0239816718, -0.0294520333, 0.1567844599, -0.1058905572, -0.0197934266, -0.0332373269, 0.0459119566, 0.0187066812, 0.0777572766, 0.0192927904, 0.0603205003, -0.0355085023, -0.0365586169, 0.0815669894, 0.1327539384, 0.0075278515, 0.0122533645, 0.0389274806, 0.0088099679, 0.0599297583, 0.0547036082, 0.0560711995, -0.0099394508, -0.0110078808, 0.0512357913, -0.018096149, 0.0364365131, -0.0208679624, 0.104816027, 0.0060992083, -0.0818112046, 0.0262284279, -0.0077171163, 0.091628544, -0.051186949, -0.0168506652, 0.1182965562, 0.0071981647, -0.1492627114, -0.0873304084, -0.0679399297, -0.0697471052, -0.0207458548, -0.1248414516, -0.0111605134, -0.109797962, 0.1011039913, -0.0381704196, -0.0313324705, -0.0768781081, 0.0058397325, -0.0914820209, -0.0910912827, 0.0666211843, 0.0068440568, 0.036778409, -0.0151045462, -0.0097685019, 0.1008109376, 0.0848394409, 0.0153731797, 0.0023505457, -0.0661327541, 0.0590017512, 0.0710658506, 0.1292372793, -0.123864606, -0.0367295668, 0.0274250694, 0.0332861692, -0.0691121519, -0.0426883511, -0.0159104466, -0.0318941586, 0.0843021721, -0.0615904033, 0.0081628039, 0.0339699648, 0.0743871406, -0.015702866, -0.0858651325, -0.0111055654, -0.0091946023, 0.0001648435, 0.111458607, -0.0794179216, -0.1006155685, 0.1224970147, -0.079320237, 0.1052067652, 0.0611508228, 0.0385123193, 0.0086207027, -0.000425464, -0.0170582458, 0.0546059236, 0.0268145371, 0.0354108177, 0.0583667979, -0.0211610161, -0.0169361401, -0.0548012964, 0.0296229813, -0.0095181838, -0.0261551626, -0.022089025, -0.0116977813, -0.0584644824, -0.0409056023, -0.0468155444, -0.0626160949, -0.0452525839, 0.0129798967, 0.0200376399, -0.039196115, 0.0211121738, 0.0256178956, -0.068526037, -0.0697959438, 0.0010462981, 0.0182793085, 0.0329198502, 0.0273029618, -0.0399043299, 0.0295497179, -0.0316255242, 0.0228582937, 0.1292372793 ]
802.1167
Frederico Arroja Mr
Frederico Arroja and Kazuya Koyama
Non-gaussianity from the trispectrum in general single field inflation
v2: reference added, typos corrected, replaced to match published version v3: arguments on the full 4th order interaction hamiltonian corrected
Phys.Rev.D77:083517,2008
10.1103/PhysRevD.77.083517
null
hep-th astro-ph gr-qc
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We compute the fourth order action in perturbation theory for scalar and second order tensor perturbations for a minimally coupled single field inflationary model, where the inflaton's lagrangian is a general function of the field's value and its kinetic energy. We obtain the fourth order action in two gauges, the comoving gauge and the uniform curvature gauge. Using the comoving gauge action we calculate the trispectrum at leading order in slow-roll, finding agreement with a previously known result in the literature. We point out that in general to obtain the correct leading order trispectrum one cannot ignore second order tensor perturbations as previously done by others. The next-to-leading order corrections may become detectable depending on the shape and we provide the necessary formalism to calculate them.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 15:55:42 GMT" }, { "version": "v2", "created": "Mon, 21 Jul 2008 17:40:18 GMT" }, { "version": "v3", "created": "Fri, 28 Nov 2008 08:49:46 GMT" } ]
2008-11-28T00:00:00
[ [ "Arroja", "Frederico", "" ], [ "Koyama", "Kazuya", "" ] ]
[ -0.0047648745, 0.0603431836, -0.0350970775, -0.0047053881, 0.0220219307, 0.009726055, -0.0868028104, 0.0046250811, -0.0869455785, 0.020534765, -0.0446387269, 0.0690996051, -0.0327889994, -0.0082805315, 0.0827577263, 0.01980903, -0.0316230617, 0.0181196108, -0.006406704, 0.0590106808, -0.0595817529, -0.0813300461, 0.0317658298, -0.0547276475, -0.0128372032, -0.1076469049, -0.0649117529, 0.0113797821, 0.0796168298, -0.0388328359, -0.0069361348, -0.006088451, -0.1104070842, -0.0917045027, -0.0562505051, 0.0680050552, -0.00374468, 0.0571547002, -0.002578743, -0.0041819061, 0.001320602, 0.068814069, -0.1780790091, 0.0251985136, 0.130680114, 0.0015927531, -0.0042294953, -0.0091549838, 0.0018351609, -0.039832212, -0.039760828, -0.0382617638, 0.0388804264, -0.0730019286, -0.0441866294, 0.0063948068, 0.0052586133, 0.0566788092, -0.0155735854, -0.0858510286, 0.0237232465, -0.0468278304, -0.0375717208, 0.0152761526, -0.0669104978, 0.0552035421, -0.0087742694, 0.0326462314, 0.1065047607, 0.1927365065, -0.1282054633, -0.0122066448, -0.0395228788, 0.0487076081, 0.0571547002, -0.0300526172, -0.0028598171, -0.0143600591, 0.0513488129, 0.012105518, 0.0199755915, 0.0278159231, -0.0308854301, 0.0774753168, -0.0149787199, -0.0312661454, -0.0020522869, -0.0448528789, -0.1038397625, -0.0041819061, 0.0689092502, -0.0290056542, -0.0318848044, -0.0275065918, 0.019880414, -0.1324885041, 0.1420063525, -0.0867076293, 0.0599624664, 0.0373337753, 0.0743820146, 0.094036378, 0.1310608238, -0.1026024446, 0.1028879806, 0.0511584543, 0.0072990027, -0.0572974682, -0.0149192326, 0.000064924, 0.0777608529, -0.0098033873, -0.0748103186, 0.0206537396, 0.0162160397, -0.0070967483, -0.1336306483, -0.0475892611, -0.0635316595, -0.0700989813, 0.0234615058, -0.0176199228, 0.0465185009, 0.1027927995, 0.0365961418, -0.0647213906, -0.08104451, -0.1241127923, -0.020713225, 0.0709555894, 0.0599148795, -0.0292911902, -0.0960351303, 0.0696706772, -0.0293149836, -0.0465898849, 0.0492548831, -0.034169089, 0.1348679662, -0.0115225492, 0.0128728952, 0.0666249618, 0.0438772961, -0.0264596287, 0.0413312726, 0.0541565791, -0.0867076293, -0.0158710182, 0.0763807595, 0.0712411255, -0.0812348649, -0.020677533, 0.0057761464, -0.0745723695, -0.0257457905, 0.0332173035, 0.015371331, 0.0072216704, 0.0456143059, -0.0410457365, 0.012034134, 0.1026024446, -0.0339311436, 0.0038636532, 0.0494928323, -0.0302191805, -0.0384521224, -0.0987001285, -0.0680050552, -0.1113588661, 0.015335639, -0.0100532314, -0.10564816, -0.0210939404, 0.0829004943, 0.0648641586, -0.0256981999, -0.0609618425, -0.0670532659, -0.0253174864, -0.060438361, -0.0493500642, 0.0257457905, 0.020606149, 0.0140626263, 0.0151333846, -0.0792837068, -0.0227714609, 0.0244370848, 0.0693851411, 0.0067100856, 0.0885636136, 0.065054521, 0.1218285039, -0.0085125286, -0.15847224, -0.0679574609, 0.0117902393, -0.0427589491, 0.082091473, 0.0809969231, -0.0192379579, 0.0154546127, -0.0513012223, -0.0740964785, -0.0974628031, 0.0911334306, 0.0618660375, -0.0458522514, 0.0482793041, 0.0239136033, -0.0624371096, 0.0895629898, 0.0563932732, -0.094464682, 0.0563456826, -0.1050770879, 0.0327652059, 0.0268165488, 0.0451622084, 0.019701954, 0.0854227245, -0.0326700285, 0.0534903295, 0.1737007946, -0.0239849873, 0.0495404191, -0.0294577517, 0.0216769073, -0.0186906811, 0.0848040581, 0.0262930654, 0.0187501684, 0.0253412817, 0.0351684615, -0.1081227958, -0.0040659076, 0.0648641586, -0.1090745851, -0.1000326276, -0.0071621835, 0.0040450869, -0.0426875651, -0.0627702326, -0.0618660375, 0.0004446621, 0.0010105282, -0.0326700285, 0.170845449, 0.027387619, -0.019880414, 0.108503513, -0.0375955142, 0.0103447158, -0.0684809461, 0.0542517565 ]
802.1168
Dmitry Klochkov
D. Klochkov, R. Staubert, K. Postnov, N. Shakura, A. Santangelo, S. Tsygankov, A. Lutovinov, I. Kreykenbohm, J. Wilms
INTEGRAL observations of Her X-1
9 pages, 10 figures, accepted for publication in A&A on 29/01/2008
null
10.1051/0004-6361:20078953
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Aims: We investigate the X-ray spectral and timing properties of the accreting X-ray pulsar Her X-1 observed with the INTEGRAL satellite in July-August 2005. Methods: The data analyzed in this work cover a substantial part of one main-on state of the source. The short-time scale pulse period development is measured. X-ray pulse profiles for different energy ranges and time intervals are constructed. Pulse-averaged and pulse-phase resolved broad band X-ray spectra are studied. Spectral changes during X-ray dips are explored. Results: The X-ray pulse profiles are found to change significantly during the period of observations. For the first time a strong spinup is measured within one 35 d cycle. Spectral characteristics observed during the X-ray dips are consistent with their interpretaion as due to partial covering as has been reported by several authors. The fundamental cyclotron absorption line is firmly observed in both pulse-averaged and pulse-phase resolved X-ray spectra. The energy, width, and the depth of the line are found to vary significantly with pulse phase.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:05:02 GMT" } ]
2009-11-13T00:00:00
[ [ "Klochkov", "D.", "" ], [ "Staubert", "R.", "" ], [ "Postnov", "K.", "" ], [ "Shakura", "N.", "" ], [ "Santangelo", "A.", "" ], [ "Tsygankov", "S.", "" ], [ "Lutovinov", "A.", "" ], [ "Kreykenbohm", "I.", "" ], [ "Wilms", "J.", "" ] ]
[ -0.0280218516, 0.0228436422, 0.0294503234, -0.0390686989, -0.0229983944, 0.060995739, -0.0082613276, 0.061519511, 0.1559891105, 0.0024968495, 0.0079280175, 0.0199866984, -0.0589482635, -0.1020881087, 0.0778040886, 0.0902317911, -0.0389258526, 0.0714711994, -0.0670905486, 0.0703760386, -0.0644240752, -0.064805001, -0.0081006251, 0.0767565444, -0.0816133469, -0.0848988295, -0.026355302, 0.0922792703, 0.1131349578, -0.0521392152, -0.0584244914, -0.0317120701, 0.0232602805, -0.0603767335, -0.0714235827, 0.0524725243, 0.0237483419, 0.0710426569, -0.0031396616, -0.0099754939, -0.0178916082, -0.0563293993, -0.1225628704, 0.108182922, -0.0762803853, -0.0446397401, -0.0049133473, -0.0018986769, -0.0159988832, 0.0665191635, -0.0618052073, 0.0261172242, -0.012332472, -0.0543771535, -0.0536153018, -0.0459729806, 0.0503298193, 0.0911841094, -0.0898508653, -0.0672810152, -0.0289503597, -0.0572340973, 0.0457110927, -0.0567579418, -0.0264743418, -0.0045205178, 0.026355302, -0.0300455205, 0.0402114764, 0.0282123145, 0.040520981, 0.0274980795, -0.0465919822, -0.0058001899, 0.0944219753, 0.0340452418, 0.0352356359, 0.0562817827, 0.0489013456, 0.0691380277, 0.0595196523, 0.0166178867, -0.0242364015, -0.0399257839, 0.0227603149, 0.0100885807, -0.003946153, -0.0543771535, 0.0673286319, -0.0157131888, 0.0515678264, 0.0391163155, 0.037259303, -0.0706617311, 0.0674714744, -0.0398543589, 0.0195105411, -0.0450444743, 0.0038092576, 0.0527582206, 0.0713759661, 0.0327834226, -0.0018986769, -0.0666620135, -0.0254267957, 0.0505678952, -0.0829942003, 0.1030404195, 0.0275218878, -0.065519236, 0.0830894336, -0.0219508484, -0.121039167, 0.0948029011, -0.0627099052, -0.1054212078, -0.0957076028, -0.0571864806, -0.1370380521, 0.0038241376, -0.0598053448, 0.1089447737, 0.0118444106, 0.0025147053, 0.0626146719, -0.0792325586, 0.0892318636, -0.0434255376, -0.1553224772, -0.1019928753, 0.0582340285, -0.129610002, -0.0612338185, -0.0417827964, -0.028640857, -0.0792325586, 0.1143729612, -0.0189034417, 0.0086660618, -0.0273790397, -0.0123681836, -0.0787087902, 0.049520351, 0.0557103939, 0.058662571, 0.0426874943, -0.0098445509, -0.0533772223, 0.0680428669, -0.0697570294, 0.0609005094, 0.0455206297, 0.1066592187, -0.0259743761, 0.0260219928, -0.0353070572, -0.0004843412, 0.0340690501, -0.097612232, -0.0875653103, 0.0590434968, 0.0177606642, -0.0667096227, -0.0140347341, -0.0479252227, -0.0474728756, -0.0260696076, -0.0346404389, -0.1417996138, -0.0598529615, -0.0362117551, -0.0010557298, 0.0103207082, 0.0345213972, 0.0173678342, 0.015725093, -0.1000882462, 0.016832158, -0.1437042505, -0.0479966477, -0.0610433556, 0.0793277919, 0.007047127, -0.0127610136, 0.0266409963, -0.0642336085, -0.0833751261, 0.0850416794, 0.010368323, -0.0020668199, -0.0054311682, 0.1099923179, 0.0436636172, 0.1123731062, -0.039735321, -0.0723758936, 0.0737567544, 0.0163679048, 0.0232007597, 0.0467824452, 0.0169154853, 0.1613220721, 0.0142609086, -0.061709974, 0.0497108139, -0.0769946203, 0.0794706419, 0.1230390221, -0.1397997588, -0.0133681139, 0.0039402009, -0.0804705694, -0.0276409257, 0.0052942731, -0.0489489622, 0.0828989744, 0.0109932795, 0.0592815727, 0.040449556, 0.013832367, -0.0085529741, 0.0207842626, 0.050234586, 0.1007548645, 0.0722806677, 0.1338001788, 0.0192724634, 0.0464015193, 0.0441873893, 0.0143085243, -0.0454968214, 0.0408066735, -0.0603291206, -0.041163791, -0.0179154146, 0.0422351435, 0.129610002, -0.0040205526, -0.0000562647, -0.1587508172, -0.0486394614, 0.0684714094, -0.0694713369, -0.0059519652, -0.0913745686, -0.0354022905, -0.1042784303, 0.0026441605, -0.0603767335, 0.0577578694, -0.0021382435, -0.0757090002, -0.0264029186, -0.0265219565, -0.025569642, -0.0228555463 ]
802.1169
Carsten Timm
Carsten Timm, Charles J. Pye
Reentrant magnetic ordering and percolation in a spin-crossover system
7 pages, 5 figures included
null
10.1103/PhysRevB.77.214437
null
cond-mat.stat-mech
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Spin-crossover compounds, which are characterized by magnetic ions showing low-spin and high-spin states at thermally accessible energies, are ubiquitous in nature. We here focus on the effect of an exchange interaction on the collective properties for the case of non-magnetic low-spin ions, which applies to Fe(II) compounds. Monte Carlo simulations are used to study a three-dimensional spin-crossover model for the full parameter range from essentially pure high spin to essentially pure low spin. We find that as the low-spin state becomes more favorable, the Curie temperature drops, the universality class deviates from the three-dimensional Heisenberg class, and the transition eventually changes to first order. A heat-bath algorithm that grows or shrinks low-spin and high-spin domains is developed to handle the first-order transition. When the ground state has low spin, a reentrant magnetic transition is found in a broad parameter range. We also observe a percolation transition of the high spins, which branches off the first-order magnetic transition.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:07:51 GMT" } ]
2009-11-13T00:00:00
[ [ "Timm", "Carsten", "" ], [ "Pye", "Charles J.", "" ] ]
[ 0.0227596965, -0.0374319144, -0.047295358, 0.0066837822, -0.0132104596, 0.0511751622, 0.0034972883, -0.0573227406, -0.0406013317, -0.0865032375, 0.0586888678, -0.07327912, -0.0339346267, 0.127760306, 0.0066427984, -0.0171858929, 0.0042554894, 0.022909971, 0.0419947803, -0.007383923, -0.0591260307, -0.1286346316, 0.0326777883, -0.0309018213, -0.0788529217, 0.0144263143, 0.041967459, 0.0871043354, 0.0626779646, -0.0174591187, 0.0900551751, -0.0191121344, -0.0619129315, -0.0977054909, -0.1068858728, 0.0425958782, 0.0163798779, 0.027664097, -0.0251504201, 0.0279783066, -0.0635522828, -0.0040095863, -0.0742627308, 0.0291531775, 0.0315302387, 0.0983065888, -0.0820769817, -0.0949732363, 0.0413390398, 0.0505194217, -0.0705468655, -0.02408484, 0.0167077482, -0.0659566745, -0.1006563306, 0.0278690159, 0.029672306, 0.0787436292, -0.0250547919, -0.0649730563, -0.0084290113, -0.0724047944, 0.0339892693, 0.0119672837, -0.0420494266, 0.1460117847, 0.0080943098, 0.0480057448, 0.1144269034, 0.0862300172, -0.1495090723, -0.0444811359, 0.0299728531, -0.0199318118, 0.0401368476, -0.0630604774, -0.0477051996, 0.0258198231, -0.0681424737, 0.0783064738, 0.0369674303, -0.055901967, 0.1338805705, -0.0674867332, -0.0058777668, -0.0261067115, 0.0553281941, 0.0459565558, -0.0378963985, -0.1022410393, 0.0139276776, 0.0488527454, -0.0156694911, 0.0293444339, 0.0243034214, -0.1009295508, 0.0862846598, -0.052213423, -0.0051263962, 0.1343177259, -0.058579579, 0.0153142978, 0.0269673709, -0.0407652669, 0.154427141, -0.0021157912, -0.0949185863, -0.0232515018, -0.0737162828, -0.0578691922, 0.0660113171, -0.0622408018, -0.0159563776, 0.037951041, -0.1405472755, -0.1477604359, -0.0149591044, -0.083224535, -0.0758474395, 0.104536131, -0.0297542736, 0.0042793965, -0.0442079082, -0.0326504633, -0.0361204296, -0.0568309352, 0.0854103342, -0.0924049169, 0.075191699, -0.0148634752, 0.0854103342, -0.0157514587, -0.0819676965, -0.0553281941, -0.0378417522, 0.0657380894, -0.0081284633, -0.0087158978, 0.0243034214, -0.0267351288, -0.005686509, -0.0341258831, 0.1081427112, 0.0500822626, 0.1135525778, 0.0300001763, 0.0170629416, 0.0820769817, 0.0107787522, 0.0512024872, 0.0515303575, -0.069235377, 0.0727873147, 0.0653555766, 0.0076093343, -0.0793993697, 0.058579579, 0.077268213, 0.0384428501, -0.0659566745, 0.0210110527, 0.0595085472, -0.0080669876, -0.0185656827, 0.034235172, -0.05486371, -0.17978248, 0.0792900845, -0.0761206672, -0.0748638287, 0.0042486587, -0.1021863893, -0.1389079243, -0.0293717571, 0.1151919365, 0.0311750472, -0.0744813085, -0.1354106367, -0.0405740105, 0.0757927969, 0.0212296322, 0.0395084284, 0.0007210596, -0.0139549999, 0.0022780187, -0.0420767479, -0.0107377684, 0.1206564456, -0.0750824064, -0.0363936573, 0.0044672391, 0.0863939524, 0.0271586291, 0.0968858153, -0.0317214988, -0.0950278789, 0.0949732363, 0.0434428789, -0.0440439731, -0.0683064088, -0.0023514482, -0.0093238251, -0.0116803963, 0.0192624088, -0.0260247421, 0.0024368311, 0.039890945, -0.0235930346, -0.043306265, -0.0263935979, 0.0608200282, -0.0074522295, 0.0460385233, 0.0517489389, -0.0240575187, -0.0953557491, -0.0251230989, -0.0027886094, 0.0940442681, 0.1622960418, -0.0331695937, 0.0068750405, -0.023142213, 0.0960661396, -0.0301914345, 0.0404373966, 0.0412843935, -0.1100006476, 0.0693446696, -0.0080943098, -0.0066632903, 0.0169946346, 0.0456013605, -0.0793993697, -0.0195356347, -0.0133470725, -0.01534162, -0.0250547919, 0.033688724, -0.0800551176, -0.1204378679, 0.019494649, -0.030109467, 0.0819130465, -0.047322683, 0.0286613703, -0.0681424737, -0.0225957613, 0.0211203434, 0.0055191582, -0.0728419572, -0.0182924569, 0.0360384621, 0.0437980704, 0.0312570147, -0.0251504201 ]
802.117
Mario Rodriguez-Meza
M.A. Rodriguez-Meza
Scalar-tensor cosmological simulations
6 pages, 6 figures. Recent Developments in Gravitation and Experimental Physics: 3rd Mexican Meeting of Mathematical and Experimental Physics. Edited by A. Macias, C. Laemmerzahl, and A. Camacho. (American Institute of Physics, 2008). Pag. 302
AIP Conf.Proc.977:302-309,2008
10.1063/1.2902793
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We present $N$-body cosmlogical simulations in the framework of the Newtonian limit of scalar-tensor theories of gravity. The scalar field is described by a modified Helmholtz equation with a source that is coupled to the standard Poisson equation of Newtonian gravity. The effective gravitational force is given by two contributions: the standard Newtonian potential plus a Yukawa potential stemming from massive scalar fields. In particular, we consider simulations of $\Lambda$CDM models and compute the density and velocity profiles of the most massive groups found at z=0.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:52:57 GMT" } ]
2009-06-23T00:00:00
[ [ "Rodriguez-Meza", "M. A.", "" ] ]
[ 0.0973148197, 0.0803625658, 0.0078892224, -0.0562439114, 0.0004965515, -0.0555519834, -0.0420099534, 0.0573806539, -0.1378914863, -0.0292586964, -0.0930643976, 0.0228460003, -0.1540035456, -0.0464086421, 0.0375618413, 0.0638057068, 0.0032187037, -0.0193122216, 0.0123373345, 0.033830367, 0.0010579713, -0.1073477864, 0.0353130698, -0.037759535, -0.0515486822, -0.0398106091, -0.0016973874, 0.0299506243, 0.0264909808, -0.051301565, -0.0063694501, -0.0528831147, -0.090098992, -0.0135173202, -0.0926690102, 0.1374960989, 0.0121705299, 0.0502389595, -0.0728501976, -0.0809062272, 0.0480890386, 0.0402307063, -0.1376937926, 0.0400577262, 0.0039600558, -0.0212768055, -0.052685421, -0.0779902413, 0.0890610963, -0.0054334933, -0.1343329996, -0.0278254151, 0.0213632956, -0.0546129383, -0.0931138247, 0.0013243946, -0.0527842678, 0.0414910056, 0.0306672659, -0.0331137255, -0.0609885678, -0.1240529194, -0.0546623617, 0.044011604, -0.0686492026, 0.0142586725, -0.0081734071, -0.0119295912, -0.0175576881, 0.0861451104, -0.0808073804, -0.0139868427, 0.0710709542, 0.0311367884, 0.0153089212, -0.1057662293, -0.0568369925, 0.0729490444, -0.0811039209, 0.0055786744, 0.0123620462, 0.0333361328, -0.0137767931, -0.0052605108, -0.0285420567, -0.0386244431, 0.0295552369, -0.0536738932, -0.09766078, 0.0809062272, 0.0070799123, 0.0333114192, -0.0001855311, -0.0118183885, 0.0492752045, -0.0865405053, 0.0407496542, -0.0186450053, 0.1221748292, -0.0041330378, 0.0166927781, 0.0436409265, 0.0952884555, -0.0799177587, 0.1144647673, 0.0084143467, 0.0229819156, -0.0284926333, 0.0344728716, 0.109621264, 0.0336326733, -0.0235008616, 0.0135173202, -0.0559967943, -0.1163428575, -0.0005587169, -0.0961780772, 0.0574795008, -0.0627678111, 0.0594070144, 0.0529819615, -0.0615816489, 0.0744317472, 0.0132825589, 0.0612356849, -0.0596047081, -0.1098189577, -0.0675124675, -0.0536738932, 0.1562770158, 0.0330643021, -0.0354860537, -0.0399341658, -0.0151853617, -0.1226690635, 0.0000299726, -0.0215980578, -0.0182001945, 0.0852060691, 0.0385997333, 0.0303460117, 0.0532785058, 0.0423312038, 0.0573806539, -0.0312603451, 0.0489786603, -0.1005273461, 0.0608402938, 0.0109967226, -0.0124485372, -0.0720594227, 0.054810632, -0.0087726666, 0.0079757133, -0.0463592187, -0.1705109775, 0.0126647651, 0.057973735, 0.0286161918, -0.1232621446, -0.0180519242, 0.0378830917, -0.012677121, -0.0472735539, -0.0143080959, -0.0288138855, 0.002054163, -0.0484102927, -0.0963263512, -0.071861729, 0.0681549683, -0.0635091662, -0.066227451, -0.0963263512, 0.1332456768, 0.0527842678, -0.007240539, -0.1477761865, -0.0750248358, 0.0351647995, 0.0145305013, 0.0255519357, -0.0945965275, -0.0233278796, -0.0417381227, 0.0194975603, -0.0236120652, 0.1322572082, -0.054464668, -0.10260313, -0.0371911637, 0.0873312801, 0.0560956411, 0.0847118348, -0.0848106816, -0.0902472585, -0.0386738665, 0.0844647139, -0.0153212771, 0.0447282419, 0.0893576369, -0.0169275403, 0.1385834217, -0.0404036902, -0.0829325914, -0.0567381456, 0.0471005701, 0.0766063854, -0.0873806998, -0.0087479549, 0.0240198076, 0.0450742058, 0.0556508303, -0.0303213, -0.0841187537, -0.0278007034, -0.1370018721, -0.0023692378, 0.0464333519, 0.0388221368, -0.015753733, 0.1191105694, 0.0235873535, 0.0316557363, 0.0748271421, -0.0620264597, 0.0645470545, -0.0092977909, 0.0441598743, -0.0352636464, 0.0010942665, 0.0718123093, 0.0097364243, 0.0344728716, 0.0159020033, -0.065535523, -0.0221540723, 0.0764086917, -0.015926715, -0.0803625658, -0.0429489985, -0.0202389117, 0.051301565, -0.0036758708, -0.0228954237, -0.0025437644, -0.03872329, -0.0189168341, 0.0938551724, -0.0454943068, -0.0109905452, 0.1164417043, -0.0217586849, -0.0077162399, -0.0384020396, 0.0034750879 ]
802.1171
Masoud Yari
Masoud Yari
Attractor Bifurcation and Final Patterns of the N-Dimensional and Generalized Swift-Hohenberg Equations
null
DCDS-B, vol. 7, no. 2, (2007) 441-456
null
null
math-ph math.DS math.MP
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
In this paper I will investigate the bifurcation and asymptotic behavior of solutions of the Swift-Hohenberg equation and the generalized Swift-Hohenberg equation with the Dirichlet boundary condition on a one- dimensional domain $(0,L)$. I will also study the bifurcation and stability of patterns in the n-dimensional Swift-Hohenberg equation with the odd-periodic and periodic boundary conditions. It is shown that each equation bifurcates from the trivial solution to an attractor, when the control parameter crosses the principal eigenvalue of the linearized equation. The local behavior of solutions and their bifurcation to an invariant set near higher eigenvalues are analyzed as well.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:17:29 GMT" } ]
2008-02-11T00:00:00
[ [ "Yari", "Masoud", "" ] ]
[ -0.0113988332, -0.0023799934, 0.0504464358, 0.0302125644, -0.0196683295, -0.0011035943, -0.0389847644, -0.028151473, -0.1025517955, 0.0598721504, 0.005460632, -0.0767127648, -0.1484990269, 0.0259144362, -0.0351390727, 0.0999879986, 0.0423277505, 0.0276990384, 0.1480968595, 0.0476815589, -0.0511250868, -0.0698759779, 0.0614305362, 0.0163002051, 0.0216665808, -0.0595705286, 0.0202841423, -0.0025795044, 0.0759587064, -0.0526331998, 0.0583137684, -0.0291317478, -0.0967204198, -0.0918944553, -0.0345358253, 0.1504092962, 0.0340331197, 0.0648991987, -0.0148297939, 0.024343485, -0.052130498, -0.0326255485, -0.0931512117, 0.0980777219, -0.0075405734, 0.0061581349, -0.03081581, 0.0170416962, 0.0333796032, -0.0003185107, -0.1131085977, 0.0099535566, 0.0350887999, -0.0246325396, -0.1054674834, -0.0062303985, 0.0875209197, 0.0946593285, 0.0420009941, -0.0517283343, 0.089883633, -0.1265810877, 0.0006397705, -0.0235265885, -0.0036037657, 0.0048856633, -0.1295973212, 0.0233255066, -0.0009739907, 0.0108207231, 0.013736411, -0.0271711983, 0.0999377295, 0.0362198874, 0.0376525968, -0.0129195154, -0.0181602146, -0.0018442986, 0.0366974585, 0.0147543885, 0.0545937493, 0.0155461486, -0.0366723202, -0.0297349934, -0.0238282122, -0.0016573552, -0.0148800649, -0.0587159321, -0.1286924481, -0.0335052796, 0.0103871394, 0.1116004884, -0.0428053215, 0.0026721905, 0.1411595345, -0.0873701125, 0.0704792216, -0.026794171, -0.0386328697, -0.0315447301, -0.0218550954, 0.0785727724, 0.0519294143, -0.0323993303, 0.149403885, -0.0619332418, -0.0263165999, -0.0098907184, -0.0767127648, 0.0306147281, 0.025072407, 0.0087407809, 0.0239287522, 0.0576602519, 0.049516432, -0.0108584259, -0.0531861782, -0.0279252566, -0.0586153902, 0.0690213814, 0.0084768608, -0.0898333639, 0.0517283343, -0.0197563022, 0.0480585881, -0.0265679527, -0.0278247148, 0.0411212593, -0.165088281, -0.0187760275, 0.0471788533, 0.0029172592, -0.1071766838, -0.0822425187, -0.0242932141, -0.0475056134, 0.0085145636, -0.0340833925, 0.0467766896, 0.059067823, 0.046902366, 0.0976252854, 0.1428687274, -0.0903360695, 0.0994853005, 0.1238664836, -0.0341839306, 0.0406185538, 0.0016495005, 0.0488126427, -0.0145030357, -0.1076793894, 0.0702278763, 0.0358931273, 0.0254745707, -0.0308660809, -0.0239036176, -0.0163630433, 0.0007092852, 0.0481842645, -0.0099095702, 0.0065288795, -0.0524823889, 0.0269198474, 0.0681165084, -0.0569564626, -0.0794273689, -0.0691721886, -0.0438358672, -0.121654585, -0.0192158949, -0.0874203816, -0.1403551996, -0.0763106048, 0.0768133029, 0.0815387294, -0.0622851364, -0.1502082199, -0.0370996222, 0.0384317897, 0.0431823507, 0.0561521351, -0.056453757, -0.0668597519, -0.009482271, 0.0064660418, 0.0165138561, 0.0006048168, 0.0514015742, -0.0252609197, -0.0187383238, 0.0359182656, 0.1043615341, 0.0533369891, 0.0488629155, -0.0838009045, 0.0269449819, -0.0248084869, 0.0386328697, 0.0235768594, 0.1037582904, -0.0818403587, 0.1306027323, 0.0260149781, -0.0932517573, 0.0756570846, 0.0138746547, 0.0670105591, -0.000382527, -0.0692224652, 0.054945644, -0.0367728621, 0.072138153, 0.0275482275, -0.100390166, 0.0765116811, -0.0800808892, 0.00898585, 0.0940058157, 0.1012447625, -0.0042792754, 0.0384317897, 0.0433080271, 0.073445186, 0.1095896661, 0.0170291271, 0.0940058157, -0.0313939191, 0.0588164702, 0.0288049895, 0.1107961535, 0.0098844348, 0.0222949609, 0.0004237645, 0.0294333715, -0.0720878839, -0.0151062822, 0.0286793131, -0.0491142683, -0.1041604504, -0.0438610017, 0.0511502214, 0.0520802252, 0.0672619119, 0.0092560537, -0.0176952127, -0.0208496843, 0.0439615436, 0.0660554245, -0.0765116811, -0.0475056134, 0.066910021, -0.0337063633, 0.1487001032, -0.0560013242, 0.0431823507 ]
802.1172
Anne Queguiner-Mathieu
Skip Garibaldi, Anne Qu\'eguiner-Mathieu (LAGA)
Pfister's Theorem for orthogonal involutions of degree 12
null
Proc. Amer. Math. Soc. 137 (2009), 1215-1222
10.1090/S0002-9939-08-09674-3
null
math.RA math.GR
null
We use the fact that a projective half-spin representation of $Spin_{12}$ has an open orbit to generalize Pfister's result on quadratic forms of dimension 12 in $I^3$ to orthogonal involutions.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:32:51 GMT" } ]
2010-02-17T00:00:00
[ [ "Garibaldi", "Skip", "", "LAGA" ], [ "Quéguiner-Mathieu", "Anne", "", "LAGA" ] ]
[ -0.0073099164, -0.0266730171, 0.0771001205, -0.0152740767, -0.0589322709, -0.0289377086, -0.0865614936, -0.084095493, -0.0505529158, -0.0706080049, 0.0434820503, -0.0086876033, -0.027755037, -0.0164819118, 0.0799687281, 0.0362853706, 0.053647995, -0.0391288139, -0.0079012522, 0.1167573631, -0.0267233439, -0.1031692177, 0.0009208167, -0.0328631699, -0.0426013395, 0.0142046399, 0.0581270494, -0.0777040347, 0.1323585659, 0.0262704063, 0.0168971047, -0.0152363321, -0.043532379, -0.1133351624, -0.1310500652, 0.0579257421, -0.0259432849, 0.0265975278, -0.0674877688, 0.0142423846, 0.0229488611, 0.0340961702, -0.1324592084, 0.0446898863, 0.1933542192, 0.0546545237, 0.0370151028, 0.0047306861, -0.0435072146, 0.0200676713, 0.0442872755, 0.1731229872, 0.0433059074, -0.002892198, -0.0647198111, 0.0327121913, -0.0896817297, 0.050150305, 0.0362098813, -0.0087693837, 0.0562649705, -0.0835922286, 0.0483888797, -0.0317056626, -0.0363608599, 0.0296926051, -0.0787608922, 0.0820321143, 0.160138756, 0.0496973693, -0.1576224416, 0.1637622565, 0.1113221049, 0.0299693998, 0.0005909426, 0.050150305, 0.0159534849, 0.0520878732, 0.0241944399, 0.0321837626, -0.0201431606, 0.0297177676, 0.0690478906, 0.03324062, 0.0267485082, -0.0456460901, 0.0716145337, 0.0618008785, -0.0999483243, -0.0020964111, -0.0184572246, 0.0317559876, -0.0255532544, -0.0314791948, 0.0724700838, -0.0650720969, 0.1141403839, 0.0058756131, 0.0029692606, 0.0861085504, -0.0827870071, 0.0278305262, 0.0807739496, 0.0511568338, 0.0756406486, 0.0143933641, 0.0261194278, 0.0867124721, -0.0208225679, 0.0264213849, -0.0706080049, -0.020105416, -0.0852530003, -0.0092915203, -0.0295919515, -0.030221032, -0.0919464231, -0.0889268368, -0.046250008, -0.0032004477, 0.0147833945, -0.0829883143, -0.0123173986, -0.0344232917, 0.0031391121, -0.115650177, -0.1103155762, -0.0680916831, 0.0663805827, -0.0119336592, 0.062807411, -0.0171487369, 0.06658189, -0.0060832095, 0.021489393, 0.0554597452, 0.1116240621, -0.0442872755, 0.1166567057, 0.0180671941, 0.0093733007, 0.0579760671, 0.0283589531, 0.0541512594, -0.050150305, 0.0858065933, 0.0117763886, 0.0379461423, 0.0814785212, 0.0505025908, -0.0721681267, -0.0407140963, -0.0280569959, -0.0182055924, -0.0895810798, 0.0425761752, 0.0099457642, 0.0124683781, 0.069400169, 0.0510310195, 0.0028544532, 0.0392043032, 0.0441614576, -0.0223826878, 0.0157647599, 0.021489393, -0.002966115, -0.0127074281, 0.0068947235, -0.0878699794, -0.0284596067, -0.0619015321, -0.1126305908, 0.0029267976, 0.0090650516, 0.071161598, -0.0039978074, -0.0958718881, -0.0535473414, -0.122393921, -0.0036895578, 0.0920470729, 0.0123740155, -0.0482127368, -0.0475836582, 0.0984888598, 0.0313030519, -0.0343981273, 0.0407392606, 0.1167573631, 0.0156389438, 0.0121790003, 0.1231991425, 0.096526131, 0.0860582292, -0.0977339596, 0.0379964672, -0.0398585461, 0.0294158086, 0.0014044225, -0.0154628018, 0.0388771817, -0.0296422783, -0.075087063, -0.0760432631, -0.0509052016, 0.0815288499, -0.0363356955, -0.0888261795, 0.0910908729, -0.0053754938, -0.0722687766, 0.0431800932, -0.0344232917, 0.0359330848, 0.0332154557, 0.079113178, -0.0399843641, 0.0160918813, 0.0894804224, -0.0967777595, 0.0452686399, -0.0190485604, 0.0316301733, 0.0665315688, 0.0861085504, 0.0808745995, 0.0176771656, 0.0318818055, -0.0656760186, 0.0401353426, -0.0082409559, -0.0162931886, -0.0578250885, 0.02684916, -0.0511819981, 0.0008830719, -0.0214139037, -0.1344722658, -0.0986901671, -0.0322340913, 0.0707086623, 0.1050816253, 0.0425761752, -0.1148449555, 0.0013029833, -0.0393552817, 0.0182810817, -0.0037839198, 0.0049477192, -0.1001999602, 0.0693498477, -0.0069073052, 0.0321082734, -0.0672864616, 0.0230117682 ]
802.1173
Peter Haissinsky
Peter Ha\"issinsky (LATP), Kevin M. Pilgrim
Finite type coarse expanding conformal dynamics
Updated version
Groups Geom. Dyn. 5 (2011), 603 -- 661
null
null
math.DS
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We continue the study of non-invertible topological dynamical systems with expanding behavior. We introduce the class of {\em finite type} systems which are characterized by the condition that, up to rescaling and uniformly bounded distortion, there are only finitely many iterates. We show that subhyperbolic rational maps and finite subdivision rules (in the sense of Cannon, Floyd, Kenyon, and Parry) with bounded valence and mesh going to zero are of finite type. In addition, we show that the limit dynamical system associated to a selfsimilar, contracting, recurrent, level-transitive group action (in the sense of V. Nekrashevych) is of finite type. The proof makes essential use of an analog of the finiteness of cone types property enjoyed by hyperbolic groups.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:34:20 GMT" }, { "version": "v2", "created": "Thu, 23 Jun 2011 07:18:01 GMT" } ]
2016-06-22T00:00:00
[ [ "Haïssinsky", "Peter", "", "LATP" ], [ "Pilgrim", "Kevin M.", "" ] ]
[ -0.0463111103, 0.0866915062, 0.0448671095, -0.0295246225, -0.0398646854, -0.0037937204, -0.0137308827, 0.0042095147, -0.0385496132, 0.0250121243, 0.0354295447, -0.0569348149, -0.0582756735, 0.0680742338, 0.0761193708, 0.0213892348, -0.0227945559, -0.0083610117, 0.1340856105, 0.0672490969, -0.0289057642, -0.1006673574, 0.0492506772, 0.047239393, 0.0327220485, -0.0551813878, 0.0388332568, 0.0983466431, 0.0566769578, -0.019700272, 0.1104659215, -0.0497406088, 0.0004427887, -0.0741596594, -0.087155655, 0.1473910362, 0.0710138083, 0.050694678, 0.0124287056, -0.0175600592, -0.024444839, -0.0026688194, -0.0955102146, 0.0272554811, 0.0260564461, 0.0422627553, -0.0060725315, 0.0595133863, -0.1200582013, 0.0680226684, -0.1256279051, 0.0427784696, 0.0663208067, -0.1057213545, -0.0082901008, 0.0225495901, -0.0090701189, 0.0125060622, 0.0063142721, -0.083545655, 0.0687446669, -0.1110847741, -0.0026188598, 0.0292151924, -0.1410993338, 0.0747785196, -0.1922581494, 0.0257599093, 0.018501237, 0.1746207327, -0.0242127683, 0.0223690905, -0.0226269476, 0.0397357568, 0.0534795336, -0.0211313777, -0.0176632013, 0.0613183826, -0.0519066043, 0.0931379348, 0.0453828238, 0.072303094, 0.0461563952, -0.0139371688, 0.0200870577, -0.0622466691, -0.0155229885, 0.0039903363, -0.0595649555, -0.0070523876, 0.0695698038, 0.0253602322, -0.0085157258, 0.0349654034, 0.0991717875, -0.0927769318, 0.055748675, 0.0426237546, -0.0066720489, 0.0180757735, -0.0495343208, -0.0258243736, 0.01247383, -0.0231813397, 0.1391396075, 0.1423370391, -0.0334698334, 0.000605158, 0.0048960592, 0.0081869587, -0.0383949019, -0.0823079422, 0.0188493431, 0.0963353589, 0.0124480445, -0.0643095225, -0.049044393, -0.0156777035, -0.1193362027, -0.0355584733, 0.0363836177, -0.0115713309, 0.0071232985, 0.0297051221, 0.0627108142, -0.0643095225, 0.0283900518, 0.0279774796, -0.0276164804, -0.0583788157, 0.1179953441, -0.0152909178, -0.0436036102, -0.0275391228, -0.0774602294, -0.008425476, -0.068641521, -0.0438872539, 0.0281064082, -0.0152651323, 0.0348364748, 0.0782853737, 0.0546656735, -0.0323094763, -0.0026978285, 0.0221628062, -0.0758099481, 0.0861757919, -0.0389363989, -0.003726033, 0.0453054681, 0.0023432751, 0.0683836639, 0.0145689184, -0.0047993627, -0.0846286565, 0.0005773578, 0.0973667875, 0.0644126683, -0.0230781976, 0.0190427359, 0.0762740895, -0.0105463499, 0.0245093033, 0.0580693856, 0.0233102683, 0.0347333327, -0.0303755496, -0.0632265285, -0.0124609377, 0.0273070522, -0.0514940359, -0.1671944559, -0.0075681019, 0.0381370448, 0.1385207623, -0.0953039303, -0.0500242487, -0.0833909363, 0.0233618412, 0.0179597363, 0.1372830421, -0.0731798038, -0.0419533253, -0.0425206125, -0.0399162583, -0.018501237, 0.0228848048, 0.1280001998, -0.1251121908, -0.1429558992, 0.0313038342, -0.019094307, 0.0672490969, 0.0173666663, -0.0931895077, 0.0603900999, 0.0022820341, 0.030246621, -0.0028654353, 0.0810702294, -0.0407156125, 0.1350139081, 0.0289057642, -0.0280548371, 0.0919517875, 0.027951695, 0.0954586491, -0.0892700776, -0.0922612175, -0.0057244245, 0.0241869818, -0.000339646, 0.0511846058, -0.0373119004, 0.0510041043, 0.0038130598, 0.0408703275, 0.1005126387, 0.1552298814, -0.0255278386, -0.003157136, 0.021195842, -0.0032554441, 0.0561096743, -0.0006897674, 0.0324384049, -0.0293699075, -0.0913329348, 0.0628655255, -0.0062207989, -0.0810702294, -0.0786979422, -0.0480387509, -0.0544078164, 0.005411773, -0.012699455, -0.0537373908, -0.0029556854, -0.0807092264, -0.0480129644, 0.1011830717, -0.1025754958, -0.0762225166, 0.0411281846, 0.1095376387, -0.0733345151, 0.0008493164, -0.0216728766, -0.0405609012, 0.0071877628, 0.0305044781, 0.052138675, 0.0724578053, -0.0335214026, -0.0362031162 ]
802.1174
Andrzej A. Zdziarski
A. A. Zdziarski, A. Neronov and M. Chernyakova
A compact pulsar wind nebula model of the gamma-ray loud binary LS I +61 303
MNRAS, in press
null
10.1111/j.1365-2966.2010.16263.x
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We study a model of of LS I +61 303 in which its radio to TeV emission is due to interaction of a relativistic wind from a young pulsar with the wind from its companion Be star. We assume the fast polar wind is clumpy, which is typical for radiatively-driven winds. The clumpiness cause the two winds to mix. The relativistic electrons from the pulsar wind are retained in the moving clumps by inhomogeneities of the magnetic field, which explains the X-ray variability observed on time scales much shorter than the orbital period. We calculate detailed inhomogeneous spectral models reproducing the average broad-band spectrum from radio to TeVs. Given the uncertainties the form of the distribution of relativistic electrons, the X-ray spectrum could be dominated by either Compton or synchrotron emission. The recent Fermi observations constrain the high-energy cut-off in the electron distribution to be at the Lorentz factor of 2 10^4 or 10^8 in the former and latter model, respectively. We provide formulae comparing the losses of the relativistic electrons due to Compton, synchrotron and Coulomb processes vs. the distance from the Be star. We calculate the optical depth of the wind to free-free absorption, showing that it will suppress most of the radio emission within the orbit. We point out the importance of Compton and Coulomb heating of the stellar wind within and around the gamma-ray emitting region. Then, we find the most likely mechanism explaining the orbital modulation at TeV energies is anisotropy of emission.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:34:36 GMT" }, { "version": "v2", "created": "Wed, 30 Dec 2009 14:41:14 GMT" } ]
2015-05-13T00:00:00
[ [ "Zdziarski", "A. A.", "" ], [ "Neronov", "A.", "" ], [ "Chernyakova", "M.", "" ] ]
[ 0.0088327117, 0.0191002451, -0.0048342971, -0.0550234504, -0.0706616938, 0.0596570037, 0.0241813585, -0.0244972818, 0.0439397804, -0.032698147, -0.0475992337, 0.071030274, -0.1483790278, -0.0775067136, -0.0031822773, 0.0052028755, -0.0379898734, -0.0052160388, -0.048625987, 0.0446242802, -0.0635007471, -0.0928290337, -0.0253134202, -0.0067923684, -0.130581975, 0.0195478052, -0.0312238336, 0.007832285, 0.0918812677, -0.0665546805, 0.0613419339, -0.0164148901, -0.0415966772, -0.1030439138, -0.1416393071, 0.0472043268, 0.0251817852, 0.0896171406, -0.0733997002, 0.0211274251, -0.0655542538, -0.0771381408, -0.041412387, 0.0384900868, 0.0291176736, 0.0299864635, 0.1116265208, -0.0571822636, 0.0645011738, 0.0081942817, -0.1233157143, 0.0638693273, 0.0613419339, -0.0112942876, -0.0267350785, -0.0082403542, 0.0454667471, 0.0706616938, -0.0625529736, -0.0054233642, -0.0012061062, -0.0655016005, -0.0128804892, 0.0306972936, 0.0014389356, -0.0261163935, 0.0609207004, 0.0566557236, -0.0085760234, 0.0070358934, 0.0772961006, -0.0719780475, -0.0391482636, -0.0311711803, 0.0238391068, 0.0274327435, 0.0185210519, -0.0497053936, 0.0575508438, -0.0175601151, 0.058919847, 0.0051304759, 0.072609894, -0.0311448518, -0.0372790471, 0.0519958436, 0.0963568538, 0.1089938208, -0.0561291836, -0.0818770006, 0.0022015963, -0.0015681025, -0.0303287152, 0.0087471493, -0.0048145521, -0.0599202737, 0.0237732902, -0.0935661942, 0.1677557081, -0.0124921659, 0.0218514185, 0.040701557, 0.0523907505, -0.0764009804, 0.0634480938, 0.0198768917, -0.0262085386, -0.0009592904, -0.0240233969, 0.0358837135, 0.0727152005, 0.0310921986, -0.0315397568, 0.1062031612, -0.0729258209, -0.0460459404, -0.0810345337, 0.0036397092, -0.085246861, 0.0753479004, -0.0412017703, 0.0775593743, 0.0305656586, 0.065606907, 0.0388849936, -0.0668706074, 0.0775067136, -0.0906702206, 0.0163095817, -0.0299864635, 0.118471548, -0.1247900277, 0.0174811352, -0.0055615809, -0.1444826275, -0.0029239436, 0.1081513539, -0.1035178006, 0.0649750605, 0.0069634942, 0.0560238771, 0.0479414836, 0.007832285, 0.0388849936, -0.0131766684, 0.1090991274, -0.0310921986, -0.1051500738, -0.0673444942, -0.0315924101, -0.0056306892, -0.0590251572, 0.0233915485, -0.0241287053, 0.0137558626, -0.0837198943, 0.0541283339, 0.051969517, -0.0565504171, -0.156277135, 0.0187843218, 0.0075426884, -0.1291076541, -0.0109388726, 0.0990948677, 0.0113601051, -0.0354888104, 0.0102017159, -0.1405862272, -0.0855627805, -0.0240233969, -0.0195741318, -0.0419126004, -0.0365155637, -0.0178497136, 0.0576561503, 0.0389113203, -0.1252112538, -0.0930396542, -0.0469147302, -0.0125711476, 0.0395958237, 0.085773401, -0.00653568, 0.0240760501, 0.0322505869, 0.0285121519, 0.0243788119, -0.0173231717, -0.0776120275, 0.0170862302, 0.1768122017, 0.0834039673, 0.0934608877, -0.144798547, -0.0158751868, -0.0180866551, 0.0038733613, 0.0058939592, 0.0210616086, 0.0448612235, 0.144587934, 0.0242471769, -0.0786124542, -0.0397011302, -0.0165860169, 0.0554973371, 0.0440714136, -0.0365945436, 0.0622897036, 0.0666073337, -0.0845097005, 0.0762430206, -0.0786124542, -0.0359363668, -0.0472569838, 0.0135452468, 0.1357420683, 0.0706616938, -0.0355677903, -0.0309868902, 0.0245631002, 0.0246157534, 0.0746107474, 0.1225785613, 0.1075721607, 0.0904596075, 0.0238127802, 0.145641014, 0.0553920269, 0.0276696868, -0.0181788001, -0.0481257737, -0.0032777127, 0.0373053737, 0.0087800575, 0.0096751759, 0.0528646372, 0.0165201984, -0.1478524804, -0.0412017703, 0.0552867204, -0.0008696141, 0.0021045154, -0.0513903238, -0.0322505869, -0.0165860169, -0.0082140267, -0.0018083365, -0.0176522601, 0.0844570473, 0.0353571735, -0.0685028806, -0.0388849936, -0.0228518452, 0.0435712002 ]
802.1175
Seungwon Baek
Maxime Imbeault, Seungwon Baek, David London
The B-->pi K Puzzle and Supersymmetry
14 pages, 2 figures; added references
Phys.Lett.B663:410-415,2008
10.1016/j.physletb.2008.04.039
UdeM-GPP-TH-07-164
hep-ph
null
At present, there are discrepancies between the measurements of several observables in B-->pi K decays and the predictions of the standard model (the ``B-->pi K puzzle''). Although the effect is not yet statistically significant -- it is at the level of $\gsim 3\sigma$ -- it does hint at the presence of new physics. In this paper, we explore whether supersymmetry (SUSY) can explain the B-->pi K puzzle. In particular, we consider the SUSY model of Grossman, Neubert and Kagan (GNK). We find that it is extremely unlikely that GNK explains the B-->pi K data. We also find a similar conclusion in many other models of SUSY. And there are serious criticisms of the two SUSY models that do reproduce the B-->pi K data. If the B-->pi K puzzle remains, it could pose a problem for SUSY models.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:39:04 GMT" }, { "version": "v2", "created": "Thu, 14 Feb 2008 03:03:51 GMT" } ]
2008-11-26T00:00:00
[ [ "Imbeault", "Maxime", "" ], [ "Baek", "Seungwon", "" ], [ "London", "David", "" ] ]
[ -0.0066784793, 0.036747247, 0.0356648117, -0.0616709851, -0.1251182705, 0.1003055498, -0.0391063988, 0.0230919253, 0.015792435, -0.0872608349, -0.0716071725, -0.0457397737, -0.123675026, -0.0139328688, 0.0880934745, 0.036663983, -0.0601167195, 0.0460173227, 0.0202331897, 0.0526507013, -0.0524841733, -0.0529282466, 0.0326395482, 0.0585624538, 0.059728153, 0.0181654636, 0.003909946, -0.0488760583, 0.0335554555, -0.0066646016, 0.0103872037, -0.029642038, -0.0747157037, -0.1231199279, -0.0985292494, 0.1476550996, -0.0054468634, 0.051845815, -0.0212046038, -0.0322787389, 0.0106647508, -0.0129614538, -0.1751877815, 0.0600057021, -0.0305579454, 0.0259645395, -0.0060539977, -0.0652235895, -0.041382283, 0.0123577882, -0.0766030252, 0.0751042664, 0.0239106901, 0.0461005867, -0.0504580773, 0.0188870858, 0.0092423214, -0.020746652, -0.0236192644, -0.0347489081, 0.0368027575, -0.0918681175, -0.079989098, 0.0832641572, -0.0843743458, -0.0394672081, 0.0081321327, 0.1074662656, -0.0566196255, -0.0057452265, -0.0299750958, 0.0344158523, 0.0096933357, 0.0778797418, 0.0053323754, 0.0509854183, 0.0271579921, 0.0682766065, 0.0494589061, 0.0253400579, -0.0774356648, -0.0316958874, 0.0526784547, -0.0505413413, -0.0777132139, -0.0462393612, -0.0207050201, 0.0803221539, -0.1194563061, -0.0200805385, 0.0618930198, -0.0709965676, -0.0381349809, 0.038329266, 0.0877049118, -0.069719851, 0.0362754166, -0.0530670211, 0.0266584065, 0.0776576996, -0.0246600676, -0.0019671156, 0.046211604, -0.0373856053, 0.1120735481, 0.0025968009, 0.0123716658, 0.0181377083, -0.0047599343, 0.0090966085, 0.0335832089, 0.0255759731, -0.153317064, 0.0273522753, -0.1429923028, -0.0834306851, -0.1195673272, -0.0106786275, 0.0612269081, 0.0520678498, 0.0281849168, 0.0148626519, 0.0956427604, -0.0106855668, 0.0257563777, -0.0501527749, 0.031668134, -0.0996949449, 0.0204691049, -0.0333611704, 0.0413545296, -0.0487927943, -0.019123001, 0.03630317, -0.0821539685, 0.0476826057, -0.045267947, 0.0598391704, -0.0007372347, -0.0480711721, -0.0099361893, -0.0397725105, -0.0188315772, 0.0507911332, -0.0164169166, 0.0524841733, 0.0709965676, -0.0305301901, 0.0739385709, 0.0414933041, -0.0540384352, -0.0038509672, 0.022453567, 0.0498752296, -0.073772043, -0.0984737426, -0.009887618, 0.0819319263, -0.0226894822, -0.0192617737, 0.0494589061, 0.0884265304, -0.0068484768, 0.0186095387, 0.0213295016, 0.1375523806, -0.1244521588, -0.0813213214, -0.0642799288, -0.1211215928, 0.1062450632, -0.0605607964, -0.0412435122, 0.016930379, 0.027449416, 0.0655566454, -0.048320964, -0.1324455142, -0.0272412561, -0.0719957352, 0.0077574439, 0.0182070956, 0.063225247, -0.0096725188, -0.0872053206, -0.0289759263, 0.0829866081, 0.0177491419, 0.0074868351, -0.0615044571, 0.0842633247, 0.025825765, 0.1295590252, 0.0698308721, 0.0107688308, -0.1264504939, -0.0004605548, 0.1101862341, -0.0050791134, 0.093311362, 0.019816868, -0.0371635668, 0.1161257401, -0.1488763094, -0.0699974, -0.0222454071, 0.116458796, -0.0224813223, -0.0915350616, -0.0484874919, 0.043047566, -0.050263796, 0.0301416237, 0.0834861919, -0.0190952457, -0.0200389065, -0.1508746445, 0.036663983, 0.0408826992, 0.1459898204, -0.0561477952, 0.1068001539, 0.0519568324, 0.0459618121, 0.0497087017, 0.0155565199, 0.1094646081, 0.0675549805, -0.0574522652, 0.0652790964, -0.011511269, -0.0037226016, -0.0102345524, 0.0272273794, -0.0406051539, -0.0284763407, 0.0188870858, 0.0062239957, -0.0450459085, 0.0008226672, -0.0273245201, 0.0153622366, -0.0860951319, 0.1810717881, -0.046211604, 0.0693867952, -0.0117610618, 0.0120941186, 0.0237719156, -0.0114349434, -0.0275188033, 0.0514017381, -0.0448516235, -0.024160482, -0.0271163601, -0.0506801158 ]
802.1176
Thomas Begin
Thomas Begin (LIP6), Alexandre Brandwajn (UCSC)
Note sur les temps de service r\'esiduels dans les syst\`emes type M/G/c
null
Colloque Francophone sur l'Ing\'enierie des Protocoles (CFIP), Les Arcs : France (2008)
null
null
cs.NI cs.PF
null
Approximations for the mean performance indices for the M/G/c queue rely on the approximate computation of the probability that an arriving request has to wait for service and of the minimum of residual service times if all servers are found busy. Using numerical examples, we investigate properties of these two quantities. In particular, we show that the minimum of residual service times depends on higher order properties, beyond the first two moments, of the service time distribution. Improved knowledge of the properties of the two quantities studied in this paper provides insight into avenues for improving the accuracy of approximations for the M/G/c queue.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:40:26 GMT" }, { "version": "v2", "created": "Fri, 14 Mar 2008 08:36:11 GMT" } ]
2008-03-14T00:00:00
[ [ "Begin", "Thomas", "", "LIP6" ], [ "Brandwajn", "Alexandre", "", "UCSC" ] ]
[ -0.0283373147, 0.1276533753, 0.1560448706, -0.0590044633, 0.0268202107, -0.0125499628, 0.04077214, 0.0781849772, -0.0265899375, 0.0545615219, 0.0357602835, -0.0144124776, -0.0349746384, 0.0291500483, -0.0207382534, 0.0393363088, 0.0726042092, 0.0055367481, -0.0126515543, 0.0512834936, -0.0406366847, -0.0192482434, -0.0228378158, 0.0688114539, -0.0130511485, -0.0099492148, -0.0252624713, -0.004260079, -0.0026210661, -0.1316628605, 0.0975280404, -0.0546698868, -0.0617677607, -0.0035218459, -0.0086827045, 0.1100983247, 0.0353268236, 0.1205013096, 0.0201151576, 0.057812456, -0.1337217838, -0.0165391304, -0.0555909835, 0.0041584871, -0.0342160873, -0.0461361818, 0.0337013565, -0.0330782607, -0.022851361, 0.0822486505, -0.013911291, 0.0859872252, -0.0575957261, 0.0319133438, 0.0314527936, -0.0935727358, 0.0185303278, -0.0348391831, 0.1251609921, -0.0628514066, 0.1389232725, -0.1287370175, -0.026969213, -0.0623637624, -0.1030004472, 0.0392821282, 0.0739045814, 0.0669692531, -0.0347579084, 0.0358415544, -0.1414156556, 0.0000193262, 0.0633932278, -0.0580833666, -0.0459736362, 0.0348391831, -0.0444836244, 0.0175956842, -0.08907561, 0.0384423025, 0.0623637624, -0.0832239315, 0.0468134582, 0.0316966139, 0.0290958658, -0.0770471543, -0.0373315662, 0.0003627671, -0.0639892295, -0.0124619165, -0.0224991776, 0.0291229561, 0.0214832593, 0.1810770631, 0.132854864, -0.0568913557, 0.0762344152, -0.0580833666, 0.0036505288, 0.0675652623, -0.0590044633, 0.000343507, 0.0535862409, -0.0772638842, 0.1181172952, -0.1003997028, -0.0150491185, -0.0024856105, -0.144991681, -0.042695608, 0.0510938577, -0.024693558, -0.0489807501, 0.0113511803, 0.0452421755, 0.0215374418, -0.0982865915, -0.0865832269, 0.0143176578, 0.0952523872, 0.0566204451, 0.0327802598, -0.1061430201, -0.0998036936, -0.0006599228, 0.0146156605, 0.0162546728, -0.1402236521, -0.054886613, -0.0232035462, 0.0652354211, -0.0618219413, 0.0176905021, -0.0710871071, 0.0117643196, -0.0590586476, 0.0804064497, -0.0018811398, -0.006793099, -0.0550220683, 0.0583000965, 0.0269827582, 0.0144802053, 0.0421266966, -0.0591670126, 0.0359499194, -0.0526651405, 0.04464617, 0.0041991239, -0.0716831088, 0.0022824272, -0.0291500483, -0.0095631666, -0.0737420321, -0.0576499104, -0.1066306606, -0.0136674717, 0.0607924797, 0.040880505, -0.0461090915, -0.0232441835, 0.0109109497, -0.0864206776, -0.0571080856, 0.0886421502, 0.0091161625, -0.0545344278, 0.0259397496, -0.0161869451, -0.0584084615, 0.0552929826, -0.0761260539, 0.0390924886, -0.0579750016, 0.0441043489, 0.0505249426, -0.1069015712, -0.0835490227, 0.0237860046, 0.0252218358, -0.020277705, 0.0785100758, 0.0831697434, -0.0054182247, -0.035055913, 0.0183542352, -0.0131730586, -0.0057805683, -0.0659939721, -0.0208872557, -0.0291500483, -0.0275245812, -0.0042397608, 0.0982865915, -0.0559160784, 0.0344057269, 0.0234744567, -0.0765595138, -0.0183135979, -0.0148052983, -0.0091432538, 0.0536404215, 0.149868086, -0.0750965923, 0.0123806428, -0.0572706312, 0.084199205, 0.0438334346, -0.1315544844, 0.022756543, -0.0283102226, 0.0587335527, 0.0143718403, 0.0396343134, -0.0729293004, 0.0585710071, -0.1372978091, 0.0564037152, -0.0249644686, 0.0027158849, -0.0033863904, 0.0366542898, -0.0834948421, 0.0728751197, 0.0145479329, 0.1257028133, 0.0747173131, -0.1025128067, -0.0075719687, -0.1220184192, 0.0199797023, 0.0233660936, -0.0632848591, -0.0436167084, -0.0181375071, 0.0275652166, -0.0054554748, 0.0480596498, -0.0328886211, -0.0370606557, -0.0166881308, 0.0077345152, -0.0715747476, -0.0189231485, 0.0566204451, -0.037006475, -0.1382730901, -0.1335050464, -0.0080663813, -0.0605757497, 0.0103420364, -0.0824111924, 0.0474907383, -0.0328073502, -0.0574873611, 0.109231405 ]
802.1177
Solveig Skadhauge
Solveig Skadhauge, Renata Zukanovich Funchal
Learning more about what can be concluded from the observation of neutrinos from a galactic supernova
17 pages. References added and updated, additions in acknowledgment
null
null
NORDITA-2008-7
hep-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We investigate what one can hope to learn about the parameters that describe the neutrino fluxes emitted by the explosion of a galactic supernova using the observations of a megaton-size Water-Cherenkov detector. We calculate the allowed regions that can be obtained by fitting these parameters to a simulated observation of events by such a detector. All four available detection channels (inverse beta decay, charge and neutral current on oxygen and elastic scattering on electrons) are included in the fit and we use a ten dimensional parameters space. Nine parameters describe the initial neutrino fluxes and are referred to as the supernova parameters. Furthermore, we include the dependence on the Chooz mixing angle $\theta_{13}$, which controls the matter effects that the neutrino undergoes in the outer-parts of the supernova. If we do not make any extra assumption on these parameters, we show that one can hope to determine $\theta_{13}$ quite well whereas, except for the parameters describing the $\bar\nu_e$ flux, most of the supernova parameters are rather difficult to constrain, even if the four detection channels could be completely separated.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:43:23 GMT" }, { "version": "v2", "created": "Thu, 21 Feb 2008 15:35:35 GMT" } ]
2008-02-21T00:00:00
[ [ "Skadhauge", "Solveig", "" ], [ "Funchal", "Renata Zukanovich", "" ] ]
[ 0.0397830196, -0.0317210332, -0.0615451224, -0.0941619352, -0.006876403, 0.0504533015, 0.0009674059, -0.0277690757, 0.0558543094, 0.0706082731, -0.0102684982, 0.0577512458, -0.1273056716, 0.0257404055, 0.0159922484, 0.006876403, -0.092370376, 0.0748763904, 0.0427338146, 0.1033304706, -0.1312049329, -0.0853095502, 0.0569081642, -0.0453157574, 0.0129624149, -0.0857837871, 0.031220451, 0.0053548999, 0.0975869596, 0.0437086299, -0.0334335454, -0.0418907292, -0.1200340688, -0.0397566743, -0.0583835579, 0.0997473598, -0.0126199117, -0.0069686151, -0.1172940433, -0.0279271547, -0.0254769418, -0.065233618, -0.0448942184, 0.1089685932, -0.059332028, -0.0176784154, -0.1088632047, -0.0095308004, -0.0762990937, -0.0410213023, -0.0388082042, 0.0659186244, -0.0191933326, -0.0993785113, -0.0029705535, -0.0803037435, 0.0161898453, 0.0904734433, -0.1004850641, 0.0101235937, -0.1085470542, -0.1382657588, 0.0555381514, 0.0209190194, -0.0021900421, 0.0476869345, 0.0113816326, 0.0267020483, 0.0167431198, 0.0037609446, 0.0229213424, -0.0609655045, 0.0853095502, -0.1217202395, -0.0408895686, 0.0852568597, 0.0566447005, -0.0280061923, -0.0785648823, 0.0525346659, -0.0100972466, 0.0585943311, -0.0720836744, -0.0277163833, -0.0597008765, 0.0268732999, 0.0561177731, -0.0709771216, -0.1262518167, -0.0123301018, 0.009925996, -0.0154389739, -0.0144246388, 0.0296396688, 0.0387028195, -0.040468026, 0.0515598506, -0.0585943311, 0.1179263592, -0.0077853529, 0.0299558248, -0.0042351792, 0.0735590681, -0.1612397879, 0.1050693318, 0.0294025503, -0.0546423756, -0.0008529638, -0.0243045278, -0.0393351316, 0.1132894009, 0.0406787992, -0.136790365, 0.0837287679, -0.0954265594, -0.0308516007, -0.0291127414, 0.022486629, 0.0336706638, 0.0516125411, -0.0822006762, -0.0049926373, 0.1023293063, 0.09547925, 0.0380441621, -0.0561177731, 0.062704362, -0.0393878259, -0.0182712078, -0.0199573766, 0.1257248819, -0.0154389739, -0.0299294777, -0.0734009892, -0.0409949534, 0.0504269563, 0.0501371436, -0.1207717657, -0.0116516827, -0.0013947111, 0.0604912676, 0.0336970091, 0.0514544621, 0.0844664648, -0.000715057, -0.0058719474, -0.0416009203, 0.0534040965, 0.0839922354, 0.0468175039, 0.0337760486, -0.0091751236, -0.015373108, -0.0211693104, 0.0538519844, -0.0258589629, 0.0046270816, 0.0149779124, -0.0328275785, -0.0826749131, 0.0547477603, 0.0380441621, -0.0795660391, 0.0523765869, -0.037227422, 0.0283750426, -0.0330910422, -0.0747183114, -0.1499635428, -0.0819899067, -0.0331173874, 0.0233560577, 0.0618612804, -0.0174149517, 0.0513490774, 0.0386764742, 0.0090763252, -0.0582254827, -0.0376226194, 0.0195885282, -0.1106547639, 0.021406427, 0.034302976, -0.0257799253, -0.032906618, 0.0586997159, -0.0066261124, 0.0369903073, 0.0486617498, -0.0838868469, -0.0828856826, -0.0498473346, 0.1058597192, 0.1362634301, -0.011434325, -0.0133971302, 0.0325641148, 0.0376753099, 0.006178224, -0.0133971302, 0.0235800035, 0.1324695498, 0.0899465159, -0.1733591259, -0.0123827951, -0.0359627977, 0.142902717, 0.0187322702, -0.0206950754, 0.0104397498, 0.03137853, 0.0602804981, 0.0471073128, 0.0061354111, -0.0885238051, 0.0141084818, -0.1259356588, 0.0306408294, -0.0150174322, 0.0078907385, -0.0247919355, 0.0419434234, 0.0418907292, -0.0056875232, 0.0272948407, 0.0082530007, 0.112973243, 0.0758775473, 0.0184292868, 0.0163479242, -0.009814023, 0.0708717406, -0.1048058644, -0.0651282296, 0.0137132863, -0.0407051444, 0.0668144003, 0.0009031866, -0.0220255665, -0.0364897251, -0.0385974348, 0.0757194757, -0.0106110014, 0.0869430229, -0.0634420663, 0.1037520096, 0.0109600909, -0.05082215, 0.0637582168, 0.0621247441, 0.0905788243, 0.0493204072, 0.0441565178, -0.0883657336, -0.0191933326, -0.0777744874 ]
802.1178
Francesco Hautmann
F. Hautmann
Hadron structure for x << 1 and upcoming collider measurements
Latex. 12 pages. Presented at IX Workshop on Nonperturbative QCD, IAP, Paris, 4-8 June 2007
ECONFC0706044:11,2007
null
null
hep-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We discuss theoretical aspects of parton distribution functions for very high energy scattering in relation with upcoming measurements in DIS and hadron-hadron collisions.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:50:08 GMT" } ]
2008-11-26T00:00:00
[ [ "Hautmann", "F.", "" ] ]
[ -0.0726687908, -0.0073217764, 0.0623531938, -0.0235930998, 0.0405985154, 0.0753242895, -0.0597487614, 0.0509907156, -0.0207843985, -0.0204779934, -0.0255591925, 0.0220866147, -0.0868655071, -0.0116816489, -0.0316362046, -0.0010492738, 0.0926871821, 0.0684302077, 0.066898182, 0.0285210963, -0.0792054087, -0.0883975253, 0.0655704364, -0.06240426, -0.0380962193, -0.071953848, 0.0467010625, -0.0261719991, 0.1154121384, 0.0789500698, -0.0115922811, -0.0626085326, -0.0429476127, -0.0681748688, -0.081605576, 0.1184761748, -0.0311510637, 0.105505079, -0.0174011886, 0.0358747914, 0.0528546721, 0.0427433439, -0.1377796233, -0.0001487136, -0.0151542267, -0.0852313489, 0.0030129717, -0.09059342, -0.0569400601, -0.0015431904, -0.0661321729, -0.0004236992, -0.0237846021, 0.0807374269, -0.0661832392, 0.0463946573, 0.0160096046, -0.0440455601, -0.0041970951, -0.0460627191, 0.0075515793, -0.0904912874, 0.0432540178, 0.071953848, -0.0983556509, -0.029925447, 0.0127859795, 0.0818609074, 0.0802778229, 0.0261975341, 0.0346236415, 0.008668677, -0.0132647352, 0.04529671, 0.0570421927, -0.0755285621, 0.0038970746, -0.0500970371, -0.0163160078, 0.044326432, 0.0006658699, -0.0275252834, -0.046573393, -0.1404351145, -0.0370238051, -0.0333214253, 0.0668471158, 0.0102836806, -0.0567868575, 0.0255847257, 0.0717495829, 0.0500970371, -0.0187800061, 0.0273210146, 0.0708303675, -0.1478909552, 0.0293637067, 0.0039896341, -0.0007320979, -0.0385813564, 0.0889592692, 0.04103259, -0.0024384644, -0.0916658342, 0.1419671476, -0.1422735453, -0.1397201717, -0.0236952342, -0.0591870211, -0.0753242895, -0.0395771712, -0.051629059, -0.1673986614, 0.0773669854, -0.0569911264, -0.0482586138, -0.0348279104, 0.0041077272, -0.0215504076, 0.1218466163, 0.0023794179, 0.0400367752, 0.112245962, 0.042819947, -0.0021942987, -0.0955469534, 0.0129774818, -0.0905423537, -0.1489122957, -0.0016644753, 0.1796548218, -0.0542845577, -0.0490756929, -0.0092304172, -0.0396282375, -0.0150520913, 0.0275252834, -0.0303850528, 0.0092431847, -0.0733326674, 0.0077622323, -0.0335767604, 0.0420539342, 0.0476713404, 0.0642937496, 0.090133816, 0.0176565256, -0.0033736345, 0.094627738, -0.0266060717, -0.0316106677, -0.0538249537, 0.0439944938, -0.0576039329, -0.0474926047, -0.1412522048, 0.0578592718, 0.0593912899, 0.0185757373, -0.0818609074, -0.0203503259, 0.002922008, -0.029925447, 0.0221759826, 0.058369942, -0.0051163067, -0.0454754457, -0.0378408805, -0.051118385, -0.0908487588, -0.0482075475, -0.0766520426, -0.0046694679, 0.0345981084, 0.03676847, -0.0180139951, -0.1043305248, -0.1014196947, -0.1597385705, 0.0545398928, 0.0477734767, 0.0234143641, 0.0219206456, -0.0299765151, -0.0476713404, -0.0959044248, -0.008994231, 0.0792054087, 0.0260060318, -0.0063068136, -0.0589827523, 0.1269533485, 0.0580124706, 0.1284853667, 0.0143116154, -0.1253191978, 0.0631702691, 0.0432540178, 0.0547441654, 0.018499136, -0.0024049515, 0.0134945381, 0.0184097681, 0.0239505712, 0.0412879251, 0.0279593561, 0.0487948209, 0.0225462206, -0.0500204377, -0.0381217524, -0.0140562793, -0.0243208092, 0.0559187122, 0.0370238051, -0.1227658316, -0.0155882984, -0.0733837336, 0.0118731512, 0.1004494131, 0.0786436647, -0.0375344791, 0.0129455645, 0.1203145981, 0.0457563177, -0.0021208895, -0.0483607501, 0.0244867783, -0.0960576236, 0.0250740517, -0.0002325957, 0.0031821323, 0.0093963863, -0.0937085301, -0.0114965299, -0.0617403872, 0.0297467113, -0.0136477407, -0.0467521288, -0.0165841114, -0.0809927657, -0.0882443264, -0.0524461344, 0.0298999138, 0.0507098474, 0.06245533, -0.0242442079, -0.0402665809, 0.0351087786, 0.1731182039, -0.0108007379, 0.0727198571, 0.0260826312, 0.0197119843, 0.0330150202, -0.0201077554, -0.0291339047 ]
802.1179
Kiyotaka Miyoshi
K. Miyoshi, Y. Takaichi, Y. Takamatsu, M. Miura, J. Takeuchi
Superconducting Transition in the $\beta$-Pyrochlore AOs$_2$O$_6$ (A=Cs, Rb, K) under Pressure
4 pages, 4 figures, to be published in J. Phys. Soc. Jpn. Vol. 77, No. 4 (2008)
J. Phys. Soc. Jpn. 77, 043704 (2008)
10.1143/JPSJ.77.043704
null
cond-mat.supr-con
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Pressure dependence of superconducting transition temperature $T_{\rm c}$ has been determined through the DC magnetic measurements under pressure up to $P$=10 GPa for $\beta$-pyrochlore oxides AOs$_2$O$_6$ with A=Cs ($T_{\rm c}$=3.3 K), Rb (6.3 K) and K (9.6 K). Both for A=Rb and Cs, $T_{\rm c}$ increases with increasing $P$ and shows a saturation at $T_{\rm cm}$$\sim$8.8 K, which is considered as the upper limit of $T_{\rm c}$ inherent in AOs$_2$O$_6$. In contrast, the $T_{\rm c}-P$ curve for KOs$_2$O$_6$ shows a sharp maximum of $\sim$10 K at $P$$\sim$0.5 GPa, and $T_{\rm c}$ is higher than $T_{\rm cm}$ for 0$\leq$$P$$\leq$1.5GPa, suggesting the enhanced superconductivity due to the rattling of K ions.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:51:01 GMT" } ]
2009-11-13T00:00:00
[ [ "Miyoshi", "K.", "" ], [ "Takaichi", "Y.", "" ], [ "Takamatsu", "Y.", "" ], [ "Miura", "M.", "" ], [ "Takeuchi", "J.", "" ] ]
[ 0.0840505511, -0.1502679288, -0.0074207108, 0.006018695, -0.0478914492, 0.1224857271, -0.0086878045, -0.0307387542, 0.0508714654, -0.1034323871, 0.0087347338, -0.0289085079, -0.0570192188, 0.0277118087, 0.0095090689, -0.0835343227, -0.0491350777, 0.0356194116, -0.0285096094, -0.0832996815, -0.0971438512, -0.1050279886, 0.005942435, 0.034516573, 0.0607266389, -0.084472917, 0.0643871352, -0.0223266613, 0.0749931782, -0.0410866886, 0.036511071, -0.0334137306, -0.0405235328, -0.0237110779, -0.0915123224, -0.0259988867, -0.0283688195, -0.0099255675, 0.0181030147, -0.0030797417, -0.0077374843, -0.1197638214, -0.0564560629, 0.0833935365, -0.0025781838, 0.029542055, -0.0065231863, -0.0032703923, -0.0565499216, -0.0042764414, 0.0696432218, 0.0421425998, 0.0455919094, -0.1168541983, 0.0052032969, 0.0364406779, 0.0251776222, 0.1039016843, 0.0743830949, -0.0579108745, -0.0722712725, -0.1153524593, -0.0324282125, -0.0633546859, -0.0846137032, -0.0084238267, -0.0332025476, 0.1085946262, 0.0523732081, 0.0578170158, -0.0385759659, -0.0148648862, -0.0378250927, -0.062416099, 0.0315365531, -0.0285330731, -0.0213059466, 0.056737639, -0.0181382112, 0.0092098946, -0.0606327802, -0.0094034774, 0.0543911718, 0.0469059311, 0.0598349795, -0.0353378356, -0.0424241759, 0.0519977733, -0.0833935365, -0.053311795, -0.0082243765, -0.0332729407, -0.0299878847, 0.048759643, 0.0186661668, -0.013163696, -0.0077374843, -0.0210243706, 0.0329679027, -0.0317712016, -0.0412509404, -0.0363233536, 0.0378954895, 0.1151647419, 0.1052157059, 0.1565564722, -0.0053059547, -0.0782313049, -0.1039955467, -0.0606797114, 0.1952262968, 0.010817226, -0.0512469001, 0.0945158079, -0.0865378082, -0.0624630265, 0.0042999061, -0.1128182709, -0.0591779687, 0.0443013497, -0.0664989576, 0.0208249204, 0.0141726779, -0.0133396806, 0.0405939296, 0.0776681527, 0.0461550616, -0.1120674014, 0.022138942, -0.0286973268, 0.0615244396, -0.1537407041, -0.0423772447, -0.0747115985, 0.0041532516, 0.1198576763, 0.0384821035, -0.0589902513, 0.0833466053, -0.008218511, 0.010999077, 0.0521385595, 0.0388810039, 0.0871009603, -0.0403827466, 0.0960644782, 0.0056315274, 0.1022122279, 0.0152637865, 0.0911368877, 0.0030357454, -0.0031530689, 0.0368865058, -0.0151933925, 0.088414982, -0.0367691815, 0.0871478915, 0.1331856251, 0.0204729494, -0.0705348849, 0.1197638214, -0.0359713808, 0.0410162918, 0.0700655878, 0.1116919667, 0.0181147475, -0.0958767608, -0.0008975247, -0.1057788581, -0.0267732199, 0.0809532106, 0.0000648029, -0.0750870332, 0.0730221421, 0.0942811593, 0.0401246324, -0.0057224534, 0.0062826732, -0.0945627317, 0.0899636522, -0.0172817502, -0.0483842082, 0.0594126172, 0.0481495596, 0.0112219919, -0.0096850544, 0.0838628337, -0.0140436217, 0.0261162091, 0.0675783306, 0.0018493115, 0.0349389352, 0.0582863092, -0.0447471812, -0.0376373753, -0.140882045, 0.0179856904, 0.0896351486, -0.1179805025, -0.0612428635, 0.0235702898, 0.0487127155, -0.0000146425, -0.0557990521, 0.042283386, 0.0233943034, 0.0286973268, 0.006617045, -0.0948912427, -0.0192410517, 0.022561308, 0.0093389498, 0.0287442561, 0.1499863565, 0.032874044, -0.0203556251, -0.0701594502, -0.0462254547, -0.003431712, 0.0306214318, -0.0580516644, 0.0511999726, -0.0217987057, 0.1532714069, 0.0209891722, 0.0357836634, -0.0093389498, -0.0031413366, 0.0532179363, 0.0375669822, -0.0258815624, -0.0026001818, 0.0017481201, 0.0645748526, 0.0003565534, -0.0181382112, -0.0351970494, 0.0008835925, 0.0471875072, -0.1043709815, -0.029542055, -0.0942811593, -0.0640117005, 0.1376908571, -0.0758379027, -0.029753238, 0.0197690092, -0.102869235, 0.0488535017, -0.046413172, -0.0099900952, -0.061712157, 0.0450991504, -0.0403358154, -0.0493697263, -0.0951258838 ]
802.118
Nicolai Krylov
I. Gyongy and N. Krylov
First derivatives estimates for finite-difference schemes
34 pages
null
10.1090/S0025-5718-09-02229-7
null
math.NA math.AP
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We give sufficient conditions under which solutions of discretized in space second-order parabolic and elliptic equations, perhaps degenerate, admit estimates of the first derivatives in the space variables independent of the mesh size.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:51:30 GMT" } ]
2015-05-13T00:00:00
[ [ "Gyongy", "I.", "" ], [ "Krylov", "N.", "" ] ]
[ 0.0271344315, 0.08284612, 0.0220612697, -0.058364626, 0.0424470007, 0.0050586164, -0.0441458113, -0.0414696038, 0.0298804548, 0.0278093014, 0.0193850603, -0.0429356992, -0.1207319275, -0.0133577734, -0.0118567692, 0.0324170366, 0.052779492, -0.0055211354, -0.0062541841, 0.1047212183, -0.0081100762, -0.0951799527, 0.0436105691, -0.0536638051, 0.066928491, -0.0091281999, 0.0986706614, -0.0129854307, 0.0805189833, -0.0805655271, 0.0050789793, -0.0131599661, -0.0372807533, -0.0849405453, 0.0832184628, 0.1390697807, -0.0217703767, 0.1576868892, -0.0823806897, 0.0235971808, 0.0224801544, -0.041097261, -0.138790518, 0.0391191915, -0.1011839658, -0.0438432842, 0.0083137015, -0.0471710898, 0.0163597818, -0.0406318344, -0.0462867767, -0.0314396359, -0.0216423851, -0.0546877459, -0.0057654846, -0.0270878877, 0.014428257, 0.0643686429, -0.0201064739, -0.1344155073, 0.077586785, -0.0701864883, 0.0397475213, 0.0481717587, -0.082520321, -0.0065567116, 0.0925735533, 0.0742822513, 0.0265759174, 0.1365564615, -0.1016493961, 0.0214213077, 0.0830322877, -0.0279722009, -0.0397009775, -0.0257148761, -0.0333944336, 0.0512901247, 0.0302295256, 0.1160776541, 0.0841958597, 0.0120894825, -0.032649748, -0.0159176253, -0.0624138452, -0.1031387672, 0.0570614263, -0.0000984489, -0.0804258958, 0.0079006338, 0.0065159868, 0.0221892633, 0.0018311668, 0.0336969607, 0.1378596723, 0.068743661, 0.0841027722, 0.0222241692, 0.0277162157, -0.0037525103, -0.0710707977, 0.0908514708, 0.0414928719, -0.0581319109, 0.1936178952, -0.0001152661, -0.0557116866, 0.0650667846, -0.0380021669, 0.0593885668, 0.031067295, -0.0301364399, 0.0801466405, -0.0402594917, 0.0093143703, -0.0344416462, -0.2040434778, 0.0350467004, -0.1210111827, -0.0032027238, -0.0139977364, -0.054920461, 0.1010908857, 0.0270180739, 0.0578526556, -0.0617157035, 0.0366989672, -0.0225499682, 0.0087093143, -0.0261803046, 0.0555255152, -0.0516159236, -0.0181167703, -0.0683247745, 0.0069755968, 0.0245047659, -0.0515228398, 0.0256217904, 0.1585246474, 0.0098554306, 0.0398406051, 0.0562702008, 0.0101754116, -0.0104895756, 0.0493818708, 0.0151962126, 0.0158827174, 0.0688367486, 0.0484044738, -0.0672077537, -0.0082962476, 0.0306716803, 0.080053553, -0.0563632883, -0.0391890071, 0.0228175893, 0.0614364482, 0.0008835852, 0.1276202649, 0.0660907254, -0.0664165244, 0.1403729767, -0.0382814221, -0.1054659039, -0.0068301507, -0.0297873691, -0.1282718629, -0.0880589113, -0.0325333923, -0.068743661, 0.0567356274, -0.0683713183, -0.0713965967, -0.0224336125, 0.030741496, 0.0047560888, 0.0447275974, -0.101463221, -0.02508655, 0.0326032043, 0.0462402366, 0.0628792718, 0.1575007141, 0.1054659039, 0.0843354911, 0.085312888, -0.037397109, -0.0246443935, -0.0060040164, 0.0102045005, 0.0120545756, -0.0504058115, 0.0189661756, -0.0108793713, -0.0595281944, -0.0746080503, 0.0235855449, -0.0813567489, -0.0138581078, 0.0355353989, 0.0605986789, 0.0140326433, 0.0126014529, 0.0550135449, 0.0136137586, -0.0125200031, -0.0276929438, 0.0417721309, -0.0533380061, 0.0142886285, -0.0238182601, 0.0363964401, -0.0073130317, -0.0137650222, -0.0597143658, 0.1211973578, -0.0785176456, 0.0388399363, 0.0034907074, 0.1534049511, -0.0252959915, 0.0302527957, -0.0620415024, 0.0463798642, 0.017558258, -0.0153358402, 0.0661372691, -0.0382814221, -0.0611106493, -0.0901067927, 0.0908514708, -0.0394915342, 0.001301743, 0.0142420856, 0.0505919829, -0.0045379195, 0.0246211216, 0.0069523253, -0.1256654561, -0.0200482961, -0.0632050708, 0.0532914661, -0.1022079065, -0.0314396359, 0.0444483384, -0.0011555696, -0.0310440231, -0.0549670048, 0.0260872189, 0.0105303004, -0.0722809136, 0.0911772773, 0.1094685793, 0.0147191491, -0.0739564523, -0.0344649181 ]
802.1181
Caleb O'Loan
Caleb J O'Loan
Estimation of n non-identical unitary channels
4 pages
null
null
null
quant-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We investigate the simultaneous estimation of $n$ not necessarily identical unitary channels using multi-partite entanglement. We examine whether it is possible for the rate at which the mean square error decreases to be greater than that using the channels individually. For a reasonably general situation, in which there is no functional dependence between the channels, we show that this is not possible. We look at a case in which the channels are not necessarily identical but depend on a common variable. In this case, the mean square error decreases more rapidly using multi-partite entanglement.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 16:55:27 GMT" } ]
2008-02-11T00:00:00
[ [ "O'Loan", "Caleb J", "" ] ]
[ 0.027603643, -0.0901479572, 0.0022206693, 0.0209720973, -0.0076833558, 0.0619799234, 0.0336836278, 0.0185734536, -0.0890191793, 0.0471006371, 0.075576514, -0.0116468901, -0.0258976556, 0.0858893991, 0.0620825402, -0.0611589998, 0.0291685332, -0.0209207907, -0.0447661281, 0.0640835464, -0.1145192012, 0.0256154612, 0.0338632055, -0.0179962404, -0.0289889555, -0.0478189476, 0.0691117197, 0.0391222611, 0.0809125379, 0.0082926368, 0.0824517682, -0.0286041461, -0.0332988165, -0.0054193954, -0.026269637, 0.1900444031, -0.0384809151, 0.0518979244, -0.109798871, -0.0213056002, 0.0416876562, 0.0015961563, -0.1225232333, 0.0735241994, 0.0542837419, -0.0420468114, 0.029578995, -0.0211773291, 0.0027706258, -0.0165724475, -0.1357606649, 0.0977415219, -0.0532575846, -0.1222153828, 0.0087351678, -0.0344019383, 0.0111466376, 0.0753199756, -0.0460231714, -0.0958944336, -0.0110183684, -0.1212918386, 0.0002493243, 0.0668541715, -0.0123395463, -0.0437656268, -0.0607485361, 0.0369929858, 0.0480241813, 0.0444069728, -0.1470483989, 0.0171881411, 0.0671107173, 0.0406101905, 0.031682618, 0.0575674474, -0.1864528507, 0.0656740963, 0.0070612477, -0.0004032479, 0.0633139312, -0.000645357, 0.0637757033, 0.0156745594, -0.0531549677, -0.0547455139, 0.0191250145, -0.0250254218, -0.0451509394, 0.0070163533, -0.0202537868, 0.1330926567, -0.0813743025, -0.0029790641, 0.0404049605, -0.0664950162, 0.1169819757, -0.0373008326, 0.0283476058, -0.011306975, -0.0655714795, 0.0760382861, -0.0342736654, -0.0488194525, 0.0472802147, -0.067162022, -0.0286298003, 0.0214851778, -0.0837857798, 0.0360437892, 0.0597223788, -0.0227037389, -0.072805889, -0.0033767002, 0.0490246825, -0.0606972277, -0.0683421046, -0.0188428201, 0.0381987207, 0.0049576242, -0.019727882, -0.0265005231, 0.1283723265, -0.0158028286, -0.041559387, -0.0373264849, -0.0230757222, -0.0009580144, 0.0573622137, 0.012301065, 0.1245755479, 0.0860433206, 0.0360181369, 0.1088753343, -0.0189454369, 0.0361464061, 0.026372252, 0.0172651038, -0.0052301977, -0.0522570796, -0.0365312137, 0.0001677527, 0.0844014734, 0.0239864364, -0.0373008326, 0.1220101491, -0.0642374754, 0.0010237526, 0.0184323583, -0.0617746934, -0.0933803543, -0.0902505666, -0.0088185426, -0.0299381502, -0.0514618084, -0.0857354775, -0.0632113144, 0.0175472964, 0.0093765156, -0.0845040902, 0.0217801966, -0.0124614025, -0.0123267192, 0.0387631059, 0.0482294112, 0.0532062761, -0.0871207863, 0.0136222439, -0.0715745017, -0.0080232704, 0.0013195747, -0.008202848, -0.0735755041, 0.0151614798, 0.1352475882, -0.1204709113, -0.0192917641, -0.2423784435, -0.0592092983, -0.0856328607, -0.0301177278, 0.0504356511, 0.0153410574, -0.0343506299, 0.0028668281, 0.0338632055, 0.0493838377, 0.0174061991, 0.0384552591, -0.0557716712, -0.0367620997, 0.0188556481, 0.0162132923, 0.0682907924, 0.0249869395, -0.0531036593, 0.0545402803, 0.1256017089, -0.0124293352, -0.1521791816, -0.0337349363, -0.0765000582, 0.0939447358, -0.0232039914, 0.0579779111, -0.0947656631, 0.055207286, -0.0143149002, -0.0856328607, 0.0811177641, 0.0395840332, 0.0866590142, 0.0287580695, -0.0765513629, 0.0221906602, -0.0925081149, -0.1339135766, 0.0328883529, -0.1010765359, 0.0776288286, -0.0374291018, 0.0073819221, -0.002132484, 0.0398405716, -0.0965614393, 0.0178166628, 0.0234477036, -0.1031288505, 0.0943038911, -0.0712153465, 0.0264492147, 0.0467158295, 0.0054610828, 0.0449970141, -0.0548481308, 0.028039759, 0.0286298003, -0.0497173406, -0.1104145721, -0.0813229978, -0.0482807197, 0.0300151128, -0.0411745794, -0.011749506, -0.0406614989, -0.0545915887, -0.0383782983, 0.0012305876, 0.0290146098, 0.0041591455, -0.0861459374, 0.0659819394, -0.0348380543, -0.033581011, -0.0736268163, 0.0442017429 ]
802.1182
Terry Jay Jones
Terry Jay Jones, David Stark, Charles E. Woodward, Michael S. Kelley, Ludmilla Kolokolova, Dan Clemens, and April Pinnick
Evidence of Fragmenting Dust Particles from Near-Simultaneous Optical and Near-IR Photometry and Polarimetry of Comet 73P/Schwassmann-Wachmann 3
40 pages including 11 figures
null
10.1088/0004-6256/135/4/1318
null
astro-ph
http://creativecommons.org/licenses/by-nc-sa/3.0/
We report imaging polarimetry of segments B and C of the Jupiter-family Comet 73P/Schwassmann-Wachmann 3 in the I and H bandpasses at solar phase angles of approximately 35 and 85deg. The level of polarization was typical for active comets, but larger than expected for a Jupiter-family comet. The polarimetric color was slightly red (dP/dL = +1.2 +/- 0.4) at a phase angle of ~ 35deg and either neutral or slightly blue at a phase angle of ~ 85deg. Observations during the closest approach from 2006 May 11-13 achieved a resolution of 35 km at the nucleus. Both segments clearly depart from a 1/rho surface brightness for the first 50 - 200 km from the nucleus. Simulations of radiation driven dust dynamics can reproduce some of the observed coma morphology, but only with a wide distribution of initial dust velocities (at least a factor of 10) for a given grain radius. Grain aggregate breakup and fragmentation are able to reproduce the observed profile perpendicular to the Sun-Comet axis, but fit the observations less well along this axis (into the tail). The required fragmentation is significant, with a reduction in the mean grain aggregate size by about a factor of 10. A combination of the two processes could possibly explain the surface brightness profile of the comet.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 17:15:05 GMT" } ]
2009-11-13T00:00:00
[ [ "Jones", "Terry Jay", "" ], [ "Stark", "David", "" ], [ "Woodward", "Charles E.", "" ], [ "Kelley", "Michael S.", "" ], [ "Kolokolova", "Ludmilla", "" ], [ "Clemens", "Dan", "" ], [ "Pinnick", "April", "" ] ]
[ 0.0467530116, 0.0289058425, 0.0121330637, 0.045083262, -0.0334223807, 0.0757683441, 0.046944622, 0.051981248, 0.0214056522, 0.0518443808, 0.0526655689, 0.040046636, -0.0185999237, -0.0691440925, -0.0003582008, 0.0691988394, -0.025169434, -0.003500317, -0.0050845267, 0.0658593327, 0.0080681788, -0.0174913201, -0.0614249147, -0.0410594344, -0.0354206078, -0.0921921209, -0.0279341023, 0.0047218353, 0.144310236, -0.0717171505, 0.0113187181, -0.0658593327, -0.085020408, -0.0975024775, -0.1386166513, 0.0823926032, -0.1164993048, 0.0563335456, -0.1117364094, 0.1127765849, 0.0192158166, 0.0222542137, -0.0391980745, 0.032628566, 0.0650381446, -0.0021145609, 0.0196400974, -0.0370082371, 0.0197359025, -0.0407857075, -0.0021504879, 0.0988711193, 0.0611511879, -0.0664067939, -0.020844508, -0.0305755939, -0.0285773668, 0.0638337359, -0.0837065056, -0.0312051717, 0.0030965658, -0.0988711193, 0.0272087194, -0.0167248771, -0.0346541628, 0.0061452291, 0.0452748723, -0.0250051972, -0.0011565074, 0.0466708913, 0.028467875, -0.0096831834, -0.0013737803, -0.0444810539, 0.0173544548, -0.0159994941, -0.0449737683, -0.0287416056, -0.0430029146, 0.0105591184, 0.0445905477, -0.011503485, -0.0381031558, -0.0164785199, 0.0096694976, 0.049818784, 0.0677206963, 0.0078218225, -0.0992543399, 0.0013156128, 0.0122836148, -0.0223500188, -0.0525834523, -0.0193663668, -0.0500651374, -0.0666805208, -0.0347636566, -0.0528024361, 0.0948746726, -0.026045369, -0.0111750094, 0.0128721334, -0.0305208471, -0.0033891143, 0.0872102454, 0.0628483072, 0.004643138, -0.0065660882, 0.0442347005, -0.0159173738, 0.0525560789, -0.0221036635, -0.0873197317, 0.0023403878, -0.053377267, 0.0818998888, -0.1624858677, 0.0319168679, -0.0902760103, 0.0156710185, -0.0746734291, 0.0436872393, 0.0169028006, 0.0272771511, 0.1223023757, -0.1089443713, 0.0642717034, -0.1751869321, -0.0049818782, -0.0563335456, 0.0728120655, -0.1406970024, -0.0098747946, -0.1318281591, -0.1125575975, 0.0234449375, 0.1240542457, -0.0625745803, 0.0406762138, 0.0990901068, -0.0741259679, 0.0535415038, 0.0480121672, 0.0294533018, 0.0068740337, 0.0281393994, -0.0589613505, 0.0431945249, -0.073852241, -0.0065318719, -0.0218025614, -0.0891263485, 0.0231848955, -0.0164511483, 0.0799290389, -0.1083421633, 0.1363173276, -0.0130637437, 0.0062239263, -0.0827210769, -0.0250462554, -0.0389790908, -0.1414634436, 0.0607132204, -0.0326833129, 0.0127078956, 0.0657498464, 0.0520633645, -0.150770247, -0.067227982, -0.0433587655, -0.138726145, 0.0202696752, 0.0141928783, -0.0541984551, 0.0639979765, -0.0872649848, -0.0177103039, -0.0702937543, 0.0287963506, -0.0162869096, 0.0174092017, 0.1103677675, 0.0597277917, -0.04940819, -0.0185178053, 0.0336687379, 0.1139809936, 0.0093615511, -0.031342037, -0.0201054364, 0.0283583831, -0.0244440511, 0.0669542551, -0.0349826403, -0.0353384875, 0.1140904874, -0.0039382842, -0.0469993688, 0.1173752397, 0.0272360928, 0.1398210675, 0.0157394502, -0.0180661511, -0.0649833977, -0.0613154247, 0.0569904968, -0.0929038152, -0.0713886693, 0.0301649999, 0.1225213557, 0.0083761252, 0.0342709422, 0.0478753038, 0.0099842865, -0.0904949978, -0.0366797633, 0.0388422273, -0.0136864791, 0.0141655058, -0.0306303389, 0.0393075682, 0.1158423573, 0.1156233698, -0.0040204031, -0.0153151695, 0.1563543379, -0.0137754409, 0.0303566102, 0.0416890159, -0.040922571, -0.0087935627, -0.0941082239, -0.019968573, -0.0229932833, -0.0271950327, -0.0923016146, -0.0168617424, -0.0179840326, -0.0295901671, -0.0027544037, 0.0713339299, -0.0792173371, 0.0647096708, -0.0224047657, 0.0111065777, -0.0727573186, -0.0788888633, -0.0090946648, -0.108451657, 0.1370837688, 0.0148498295, -0.1227403432, -0.0201191232, 0.0148087703, 0.0374188311 ]
802.1183
Marco Frasca
Marco Frasca
Infrared behavior of the running coupling in scalar field theory
19 pages, 2 figures. Completely revised version introducing for the first time a covariant version of our strong coupling expansion in quantum field theory
null
null
null
hep-th hep-lat hep-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We compute the Green function of the massless scalar field theory in the infrared till the next-to-leading order, providing a fully covariant strong coupling expansion. Applying Callan-Symanzik equation we obtain the exact running coupling for this case by computing the beta function. This result is applied using a recently proved mapping theorem between a massless scalar field theory and Yang-Mills theory. This beta function gives a running coupling going to zero as $p^4$ in agreement with lattice results presented in Boucaud et al. [JHEP 0304 (2003) 005] and showing that the right definition of the running coupling for a Yang-Mills theory in the infrared is given in a MOM scheme. The emerging scenario is supporting a quantum field theory based on instantons.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 17:19:18 GMT" }, { "version": "v2", "created": "Mon, 11 Feb 2008 14:47:40 GMT" }, { "version": "v3", "created": "Thu, 6 May 2010 13:28:53 GMT" }, { "version": "v4", "created": "Sun, 3 Oct 2010 18:05:02 GMT" } ]
2015-03-13T00:00:00
[ [ "Frasca", "Marco", "" ] ]
[ 0.0139020262, 0.0352748223, -0.0083674891, -0.0248111766, 0.0167920943, 0.035320513, 0.0779975653, 0.0286493693, -0.0295632239, 0.0227093082, -0.004092359, 0.1008896455, -0.0937615708, 0.0380620807, 0.0328531042, -0.0050947443, -0.042128738, 0.0394100174, 0.0148615744, -0.0025373767, -0.0516328327, -0.1066469327, 0.0350006633, 0.0043807947, -0.042128738, -0.0724687353, -0.0151014617, -0.0427455902, 0.081058979, -0.0091842478, 0.0770380124, 0.0155698126, -0.1286708564, -0.1443891674, -0.0836177766, 0.0766267776, -0.0008317513, 0.0233718529, -0.0315965526, 0.0457384661, -0.0482058749, 0.0359373651, -0.123370491, 0.0325332545, 0.151060313, -0.0078534456, 0.0700927153, -0.0157868527, 0.0731998235, -0.0094526922, -0.003569748, -0.1250154227, -0.0073051322, -0.0149415368, -0.083115153, 0.0380849279, 0.0801451281, 0.0731541291, 0.0268673506, -0.0725601241, 0.0059857531, -0.0372853018, -0.0177173726, -0.0320306346, -0.135890305, -0.0018091482, 0.0178087577, 0.0588065982, 0.0882784352, 0.0412148833, -0.0298145339, 0.0180143751, 0.0392957851, 0.0139934123, 0.1249240413, -0.0229606181, -0.0221952647, -0.018357072, -0.0342010409, 0.0726515129, 0.0466066301, -0.031116778, 0.0554710254, -0.0143361073, -0.0369882993, 0.037056841, 0.0016877768, 0.0455785431, -0.0371482261, 0.040072564, 0.0620507859, 0.0911113918, -0.0013265184, 0.0282609798, 0.1006154865, -0.0478403345, 0.0771294013, -0.0576642789, 0.0076592513, -0.0230748504, 0.0225493833, -0.0074764802, 0.1614782661, -0.11139898, 0.1351592243, 0.0108577451, -0.0604058467, 0.0160610098, -0.0262733456, 0.0463096276, 0.0175231788, -0.0122799324, -0.0601316914, 0.0541459359, -0.1205375344, -0.0652035847, -0.0739765987, -0.0692245513, -0.1453943998, 0.033858344, -0.0091271317, -0.0203904007, 0.017705949, 0.022869233, 0.085765332, -0.0584410578, -0.0337441117, -0.057435818, -0.0491197295, 0.0028929238, 0.1136836186, -0.1104851291, -0.0663916022, 0.0163694359, -0.0573444292, -0.0499422029, 0.0390444733, -0.0107834945, 0.1113075987, -0.0433852896, -0.0121885473, 0.0344523527, 0.0670313016, 0.0361658297, 0.0778147951, 0.1057330742, -0.0369654521, 0.039798405, 0.1231877208, -0.0182314161, -0.0248568691, 0.0552882552, 0.0691788569, 0.0248340219, 0.0320991725, -0.0821556076, 0.0334928036, 0.0790484995, 0.1111248285, -0.0747533739, 0.0374680758, 0.0703668743, -0.067671001, -0.0156726204, 0.1193495244, 0.0030614159, -0.0583039783, 0.0030756949, -0.0802365094, -0.0558365695, -0.0017620276, -0.0340639614, -0.1261120588, 0.0225722305, 0.0913855433, 0.0306141581, 0.0115374252, -0.082246989, -0.014655957, 0.0587609075, 0.0065569128, 0.0945840403, -0.0445961468, 0.0383590832, -0.0582582876, 0.0006386279, -0.0111204786, 0.0436137505, 0.0114060584, -0.0091614006, -0.0472920202, 0.0865421146, 0.0776777118, 0.1206289232, -0.0618223213, -0.0738852173, -0.0439792946, -0.0031042527, -0.0479774103, 0.0331958011, 0.0823383778, -0.0169063266, 0.1009810269, 0.0108177643, -0.0532777719, -0.0595833771, 0.0416489616, 0.0926649421, -0.0718290433, 0.004729202, 0.0281695947, -0.0116459457, 0.0940357298, 0.0645638853, -0.0861765742, 0.0611826219, -0.0380163863, 0.0014835872, 0.0497594289, 0.037308149, 0.0278268997, 0.0732455179, 0.0678080767, 0.1215427741, 0.0826582238, 0.0564305745, 0.1156027168, -0.0083446428, 0.0022403738, -0.0579384379, 0.0635129586, 0.0090300348, 0.0280096699, -0.1017121151, 0.1319607347, -0.1024431959, -0.055105485, -0.0217840299, -0.0377879255, -0.1682407856, -0.0606343113, -0.0081161791, 0.0155469663, -0.0144846095, -0.0724230483, 0.0461497009, 0.01985351, 0.0114745973, 0.1217255518, -0.0547856353, -0.088095665, 0.1014379561, -0.021441333, -0.007545019, -0.0284437519, 0.039638482 ]
802.1184
John K. Cannizzo
J. K. Cannizzo, N. Gehrels, E. T. Vishniac
Glimm's Method for Relativistic Hydrodynamics
42 pages, 18 figures - to appear in the Astrophysical Journal, June 1, 2008, v. 679
null
10.1086/587164
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We present the results of standard one-dimensional test problems in relativistic hydrodynamics using Glimm's (random choice) method, and compare them to results obtained using finite differencing methods. For problems containing profiles with sharp edges, such as shocks, we find Glimm's method yields global errors ~1-3 orders of magnitude smaller than the traditional techniques. The strongest differences are seen for problems in which a shear field is superposed. For smooth flows, Glimm's method is inferior to standard methods. The location of specific features can be off by up to two grid points with respect to an exact solution in Glimm's method, and furthermore curved states are not modeled optimally since the method idealizes solutions as being composed of piecewise constant states. Thus although Glimm's method is superior at correctly resolving sharp features, especially in the presence of shear, for realistic applications in which one typically finds smooth flows plus strong gradients or discontinuities, standard FD methods yield smaller global errors. Glimm's method may prove useful in certain applications such as GRB afterglow shock propagation into a uniform medium.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 19:49:22 GMT" } ]
2009-11-13T00:00:00
[ [ "Cannizzo", "J. K.", "" ], [ "Gehrels", "N.", "" ], [ "Vishniac", "E. T.", "" ] ]
[ -0.0146383243, 0.069987461, 0.0584668927, 0.021874683, 0.0361169875, -0.0685473904, -0.0539162681, -0.0423956998, -0.0245676152, 0.0820840597, 0.0079203919, 0.0115997745, -0.1161849499, 0.1021298543, 0.0037441852, 0.0653216317, 0.0468311161, -0.0462838896, 0.0517849624, 0.1373251975, -0.0252876505, -0.0353105478, 0.0080427984, 0.0729828104, -0.0868650973, -0.0529946238, 0.069181025, 0.0367218181, 0.0889964029, -0.0667041019, 0.0887659937, -0.0324592069, 0.0212842524, -0.1111735031, -0.0015399762, 0.152532354, 0.0002925145, 0.1627856493, -0.0339856818, 0.0015273755, -0.0447862148, -0.0495960526, -0.1122679561, 0.0372978449, -0.0395155549, -0.0227963272, 0.0321423896, 0.0018099896, 0.0358577743, 0.0104981195, -0.085943453, 0.0190665442, -0.0427989177, -0.0615198463, -0.0136230746, 0.047263138, 0.0751141161, -0.0036451805, -0.0370962359, -0.0801831707, -0.0223643072, -0.0747684985, -0.0241067931, -0.011261357, -0.0814504325, 0.0440661795, -0.0081364028, 0.0301550925, 0.0726371929, 0.0936622322, -0.079261519, -0.0026731323, 0.0583228879, -0.0877291411, -0.0719459578, -0.0007956394, 0.0516409539, -0.0165464189, 0.0197289772, 0.0554139428, 0.0493080392, 0.0155527694, 0.0015993791, -0.0913581178, -0.0720035657, -0.0149623407, -0.011938191, -0.0576892532, -0.0941806585, -0.0611166246, -0.0189369377, 0.0328048244, -0.0407540165, -0.0097996853, 0.0062247082, -0.0957359374, 0.0616926514, -0.017669674, 0.0749413073, 0.0423956998, -0.0177848805, 0.0960239545, 0.0570844263, -0.0501720831, 0.2238446772, 0.0059438939, -0.0875563323, 0.0712547228, 0.0138894869, 0.077763848, 0.0493944436, -0.0402355902, -0.0758053511, 0.0583804883, -0.0084244171, 0.0197001752, -0.0813928246, 0.0098572876, -0.14585042, 0.0487896129, -0.0821416676, -0.0534842461, 0.085540235, -0.0315087587, 0.0769574121, -0.1097334325, 0.0668769106, -0.1157817319, -0.0738468543, 0.0490200259, 0.0622686818, -0.0219754875, -0.0522457846, -0.1152633056, 0.0246396195, 0.0001560452, 0.0056270785, 0.0203338061, 0.0538874678, -0.0028909431, -0.0211114455, 0.1062772572, 0.0609438159, -0.0345617086, 0.1489609778, 0.0980400518, -0.0612318292, 0.0266845208, -0.0026407307, 0.0081580039, -0.0279085804, 0.085943453, 0.0379314758, -0.1044915691, -0.0239627864, -0.0401491858, 0.0519865714, 0.0147103276, -0.0122766076, -0.0663584843, -0.0398323722, 0.0155815715, -0.0389107242, 0.0053246636, -0.0533978418, -0.0735588372, -0.0701026693, -0.0876715407, -0.0723491833, -0.0271309428, -0.0093604634, -0.0206074193, -0.0171080474, -0.050805714, 0.0993073136, 0.0444694012, 0.0250572395, -0.0430869311, -0.0119093889, 0.0612894334, -0.0370674357, 0.0335824601, 0.0743652806, -0.0853098184, -0.0994225219, 0.0766117945, -0.0634207353, 0.040408399, -0.0170792453, -0.0653792322, -0.0654944405, 0.0565948002, 0.0227819271, 0.079261519, -0.093431823, -0.0521017797, 0.0889388025, 0.0232427511, 0.0207370259, -0.0144943176, 0.0231995489, -0.0189657379, 0.0769574121, -0.1052980125, -0.0854826272, 0.0022519114, 0.0733860284, 0.0484151952, -0.0721763745, 0.0065127225, 0.0348209217, 0.0588413104, 0.0001594204, 0.1224636585, -0.0639967695, 0.0067755352, -0.0916461349, 0.0600221716, 0.0569980219, 0.0877291411, -0.0411572382, 0.0557883605, -0.0467159115, 0.0557307564, -0.0234587602, -0.039083533, 0.1577166021, -0.0858282447, 0.0228395294, 0.0223499052, 0.0736740455, 0.0016992841, -0.0851370096, 0.0263821054, 0.0430293307, -0.0539450683, 0.0785126835, 0.0071679549, 0.0193257555, -0.0694114342, -0.0373842493, 0.0365778096, -0.0895724297, -0.0502296872, -0.0741348714, -0.0266557187, -0.097464025, -0.0358289741, 0.0526202023, -0.0254892614, -0.0417908691, -0.0698146522, 0.0577180572, -0.0872107148, -0.0561339781, -0.0442677923 ]
802.1185
Joan Verdera
Joan Mateu, Joan Orobitg and Joan Verdera
Extra cancellation of even Calderon-Zygmund operators and quasiconformal mappings
44 pages, 7 figures, new references, new results
J. Math. Pures Appl. (9) 91 (2009), no. 4, 402-431
null
null
math.CA
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We discuss a special class of Beltrami coefficients whose associated quasiconformal mapping is bilipschitz. These are of the form the characteristic function of a planar bounded domain with smooth boundary of class C 1+epsilon times a density of class Lip epsilon on the domain. The crucial fact in the argument is the special extracancellation property of even Calderon-Zygmund kernels, namely that they have zero integral on half the unit ball. This property is expressed in a particularly suggestive way and is shown to have far-reaching consequences. The main result may also be viewed as a Lipschitz regularity result for the Beltrami equation, and so for certain planar second order elliptic equations in divergence form.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 17:24:52 GMT" }, { "version": "v2", "created": "Wed, 1 Oct 2008 11:03:15 GMT" } ]
2010-12-21T00:00:00
[ [ "Mateu", "Joan", "" ], [ "Orobitg", "Joan", "" ], [ "Verdera", "Joan", "" ] ]
[ 0.1107181013, 0.0586031526, 0.0405512899, 0.0636262819, -0.0869628936, 0.0210997518, -0.0015607341, 0.0172800813, -0.0730969682, -0.0418070704, 0.0545218624, -0.0569287762, -0.0350049175, 0.0944975838, 0.0408390723, 0.161995858, -0.0117337117, 0.0740388036, 0.0143891675, 0.0504928939, 0.0150170578, -0.1005671993, -0.0097584715, 0.0022008885, -0.0246708803, -0.108939074, 0.0601205565, 0.0140621401, 0.0557776429, -0.0312898979, 0.1252642423, -0.0447110683, -0.071265623, -0.1634609401, -0.102032274, 0.0830909014, 0.0640971959, 0.1252642423, -0.0414407998, 0.0486615486, -0.0759747997, 0.0050329384, -0.0675505996, 0.0666610897, 0.0162466783, 0.1426358819, -0.0097388495, 0.0521672703, -0.0166391097, 0.0437169075, -0.0586554781, 0.0666610897, 0.0607484467, -0.0635739565, -0.0304265469, 0.0389030762, -0.0131987901, 0.032571841, 0.0528736487, -0.1113459915, -0.0246839616, -0.0353450254, 0.047772035, -0.0028549416, -0.130392015, 0.0593880154, -0.0574520193, -0.0104975514, -0.0355543233, 0.0766550153, -0.0188367274, 0.0192945655, -0.0359467566, 0.1015090346, 0.0013857749, -0.0068675568, 0.0822537094, 0.0750329643, -0.0117860362, 0.0408913977, 0.080579333, 0.0646727681, 0.1213922426, -0.0316300057, -0.001479795, -0.0353450254, -0.0956487209, 0.0568764545, -0.0870675445, 0.1374034584, 0.0510946251, -0.0152263548, -0.0035711296, -0.0027829958, 0.1145900935, 0.0344293527, 0.0949161798, -0.0275225528, 0.0188498087, 0.0023758477, -0.0603821762, -0.0667134076, 0.1258921325, -0.0487923585, 0.106846109, 0.0306620076, -0.0237944499, 0.0114066852, -0.0706900507, -0.022381695, 0.0088754995, -0.0169530548, -0.0039112372, 0.0244746655, 0.1113459915, -0.0409437194, -0.1313338578, -0.0501789488, -0.1184620857, -0.0210474264, -0.0170446225, -0.0793235525, 0.0355804861, 0.0437953919, -0.0332520567, -0.0671320036, -0.0300341155, -0.0159065705, -0.0180387832, -0.1426358819, -0.0012590521, -0.0186535921, 0.0361822136, -0.1077879444, -0.0703237802, 0.0856024623, -0.0425134487, -0.0071422593, 0.0454697683, -0.0081364196, 0.0301649272, 0.0506760292, 0.1104041561, 0.0310806017, -0.0332782194, 0.0229834244, -0.013473493, -0.0164298117, 0.0448680408, -0.0121457651, 0.0673936233, -0.0078355558, -0.0094576068, 0.0008559919, -0.0432983115, -0.0672366545, 0.0254295822, 0.0601205565, 0.0342723802, 0.0053141811, 0.0802130625, 0.1030787602, 0.0272609312, -0.0130810607, 0.0866489485, -0.0241868813, -0.0255211499, 0.080997929, -0.0656669289, -0.1064275131, -0.0005256952, -0.0043200203, -0.0750852898, -0.0561439134, 0.0283335783, 0.0808932781, -0.0615856349, -0.1607400775, -0.0728353485, -0.0615856349, 0.0400542095, 0.1195085719, 0.027705688, -0.0691203251, -0.0292754136, 0.0811549053, 0.0137351137, 0.0809456035, 0.0327288136, 0.0454174429, -0.0430890135, 0.0485307351, 0.0556729957, 0.2012390494, -0.0211651567, -0.0765503719, 0.0445802547, 0.0155664627, -0.0447110683, 0.0229049381, 0.0182480793, -0.0401065312, 0.1094623208, 0.004696101, -0.0011993698, 0.0070049083, 0.0760271251, 0.0375164822, -0.1051717326, -0.0470394939, -0.0314991958, -0.0462546311, 0.1135436073, -0.0023333342, -0.0122504132, 0.0954917446, -0.0137089519, 0.0867012739, 0.0181695931, 0.0916720778, -0.0549927801, 0.023179641, -0.0037673456, -0.0270516332, 0.0159981381, 0.0085550137, 0.040655937, -0.0427489057, -0.0300341155, -0.0247362871, 0.0568764545, -0.0074823671, 0.0164428931, -0.0001476729, 0.0683354661, -0.0508853272, -0.0503359213, 0.0384844802, 0.0066288277, -0.0612193644, -0.0095033906, 0.0212567244, 0.0067367465, 0.0003505316, 0.0088035539, 0.0678122193, -0.0462807938, -0.0460191742, 0.0266199596, -0.0409437194, -0.0107133891, 0.1523682028, -0.0464900918, 0.0675505996, -0.0641495213, 0.090677917 ]
802.1186
Philip Best
P. N. Best and the LOFAR-UK Consortium
LOFAR-UK White Paper: A Science case for UK involvement in LOFAR
86 pages. To constrain file-size, many figures are reduced resolution or attached as separate jpg files. A version with all full-resolution figures included is available at http://www.roe.ac.uk/~pnb/lofaruk_whitepaper.pdf
null
null
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
LOFAR, the Low-Frequency Array, is a next-generation software-driven radio telescope operating between 30 and 240MHz, currently under construction by ASTRON in the Netherlands. This low frequency radio band is one of the few largely unexplored regions of the electromagnetic spectrum. The sensitivity and angular resolution offered by LOFAR will be two to three orders of magnitude better than existing telescopes, and as such it will open up this new window on the Universe. LOFAR will impact on a broad range of astrophysics, from cosmology to solar system studies. There is growing European involvement in LOFAR, driven by the need to add stations far from the main core in order to improve angular resolution. LOFAR-UK is a project aimed at cementing UK participation in LOFAR via the operation of four stations within the UK. LOFAR-UK ground stations will allow LOFAR observations to reach sub-arcsecond scales at the highest frequencies, and as a result will also improve the (confusion-limited) sensitivity limit of the telescope for deep surveys. LOFAR-UK will achieve involvement for UK astronomers in a world-leading science facility operating in the immediate future. It will allow the UK to build up important scientific and technical expertise in `next generation' radio astronomy in preparation for the Square Kilometre Array (SKA), and will play an important role in broadening the UK community that has an interest in radio astronomy. This White Paper outlines the strategic importance to the UK astronomy community of gaining involvement in the LOFAR project, the scientific interests of UK researchers in using the telescope, and the technical challenges that will need to be overcome [abridged].
[ { "version": "v1", "created": "Fri, 8 Feb 2008 17:28:34 GMT" } ]
2008-02-11T00:00:00
[ [ "Best", "P. N.", "" ], [ "Consortium", "the LOFAR-UK", "" ] ]
[ -0.0987533927, 0.0465392321, 0.0202017613, -0.0243730731, -0.0366929956, 0.0363777205, -0.0648978576, -0.0721248984, -0.0185890161, 0.0525779352, 0.0125866923, -0.1030217111, -0.1143715605, -0.0013846271, 0.139011398, 0.0688751563, -0.0418101288, 0.0851238668, -0.006566179, 0.0380268469, -0.0459329374, -0.0674200431, 0.0082516801, -0.073191978, -0.1014695913, -0.1194159389, -0.0316728689, -0.0429499634, 0.0023645519, 0.080273509, -0.013981171, -0.0671290234, -0.1165057197, 0.1007905453, -0.0886161327, 0.0522869118, 0.011380164, -0.0665469766, -0.034583088, -0.069505699, -0.0318911374, -0.1353251338, 0.0285928901, -0.0689721629, -0.0061811814, -0.0009397579, -0.0458601825, -0.0004213753, -0.0199713688, -0.1145655736, 0.0446718447, 0.0000786763, 0.0236212686, -0.0141024301, -0.0585923865, -0.0097249774, 0.0425134301, 0.0377600752, -0.0290051699, 0.0668380037, -0.0125745656, 0.0804190189, 0.0089792348, 0.0187709052, -0.0844933242, 0.0100523774, -0.0290051699, 0.0687296465, -0.0080940435, 0.12494535, 0.0125260623, 0.0126836989, 0.0071179075, -0.0417131223, 0.0832807347, -0.0305815395, -0.0224329289, 0.1226171777, 0.0033285616, -0.0424164236, -0.0128292097, -0.0546635911, 0.0019765228, -0.1007905453, 0.0237182751, -0.115244627, -0.0297812279, 0.0811950788, -0.1111703217, 0.0431924835, 0.0183586236, -0.0589319095, -0.0998204723, 0.0518018752, 0.0206261687, 0.0119682709, 0.1287286282, -0.0087245908, 0.1003055051, 0.050443776, 0.031915389, -0.0423436686, -0.0464664772, -0.1393994391, 0.0620361418, 0.0354076512, 0.0633457378, -0.0894891992, 0.1234902442, -0.061114572, -0.1615170836, 0.0241669342, 0.049400948, 0.037638817, -0.003934857, -0.0925934315, -0.0997234657, -0.0578163266, 0.0650918707, -0.0160789527, -0.0482611135, 0.0693116859, 0.0646068379, 0.1399814785, 0.0878885761, 0.0045441836, 0.1158266664, -0.0702817589, 0.0618906319, -0.0020401839, 0.1935294867, -0.0181767344, 0.0178978387, -0.0236940235, -0.030557286, 0.0079606585, -0.0552456342, -0.062084645, 0.0293689482, 0.0167580042, 0.0395547114, -0.0039742664, 0.060775049, 0.0312120859, 0.0114044156, 0.1088421419, -0.0278653353, -0.0118773263, 0.0181646086, 0.0299509913, -0.0086639607, -0.0475820601, -0.0365717374, 0.0213052202, 0.0570887737, -0.0539360382, 0.0773632899, 0.0313575976, -0.0159698203, -0.0049776849, -0.0438715331, 0.0520443954, 0.0260464493, 0.0390939265, 0.070475772, 0.0275258105, -0.0036013946, 0.0042561935, -0.1233932376, 0.0317698792, -0.1072900295, -0.0090580527, -0.0769267604, 0.0253916495, -0.0489886664, 0.0687296465, 0.0460784473, -0.0899257287, 0.0318183824, -0.109909229, -0.0332977436, -0.0020492785, 0.065479897, -0.0489886664, -0.0708638057, 0.0237667784, 0.0497647226, -0.0376145653, -0.0104707209, 0.0362079591, 0.0627636984, 0.0065419269, 0.1430857033, 0.1183488593, 0.0733374879, -0.0374690555, 0.023657646, 0.0513168387, -0.0155939171, 0.0192074366, 0.0076696365, -0.0219357666, 0.0517048687, -0.0679535866, 0.0214264784, -0.0230634753, 0.106416963, 0.0297569763, 0.006078111, -0.0564582236, 0.0313090943, 0.0639762878, 0.1203860119, 0.0613085888, -0.0785758793, 0.0034164744, -0.1206770316, -0.0019886489, 0.0509288125, -0.0050201258, 0.0156545471, 0.0030830121, 0.0800794959, -0.0156302955, -0.0724159181, 0.0218630116, 0.0320123956, -0.0728039518, 0.125042364, -0.0556336641, 0.0038984793, 0.0025297673, -0.0272105355, 0.0587378964, -0.0264587309, -0.0613085888, 0.0826501846, -0.0281321052, -0.0465634838, -0.0675170496, -0.0260949526, -0.0071724742, -0.0151695106, 0.0033619078, -0.0567007437, -0.0532084815, -0.0628122017, -0.0941455439, 0.140078485, -0.0182252396, 0.140078485, 0.0099856844, -0.0195469633, -0.0127079515, 0.0314061008, 0.0529174618 ]
802.1187
Joshua Stoker
K. Minamisono, R.R. Weerasiri, H.L. Crawford, P.F. Mantica, K. Matsuta, T. Minamisono, J.S. Pinter, J.B. Stoker
Fast switching NMR system for measurements of ground-state quadrupole moments of short-lived nuclei
null
Nucl.Instrum.Meth.A589:185-192,2008
10.1016/j.nima.2008.01.105
null
nucl-ex
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
A beta-ray detecting nuclear quadrupole resonance system has been developed at NSCL/MSU to measure ground-state electric quadrupole moments of short-lived nuclei produced as fast rare isotope beams. This system enables quick and sequential application of multiple transition frequencies over a wide range. Fast switching between variable capacitors in resonance circuits ensures sufficient power delivery to the coil in the beta-ray detecting nuclear magnetic resonance technique. The fast switching technique enhances detection efficiency of resonance signals and is especially useful when the polarization and/or production rate of the nucleus of interest are small and when the nuclear spin is large.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 17:28:37 GMT" } ]
2008-11-26T00:00:00
[ [ "Minamisono", "K.", "" ], [ "Weerasiri", "R. R.", "" ], [ "Crawford", "H. L.", "" ], [ "Mantica", "P. F.", "" ], [ "Matsuta", "K.", "" ], [ "Minamisono", "T.", "" ], [ "Pinter", "J. S.", "" ], [ "Stoker", "J. B.", "" ] ]
[ -0.1019783393, 0.072184667, 0.0258445106, -0.0000492327, -0.0729844943, 0.0818826109, -0.0728845224, 0.0832823142, 0.048839625, -0.0615869202, 0.1141757518, 0.0225702059, -0.077033639, 0.0464901254, 0.0616369098, -0.0467650667, -0.0146093974, 0.0240698867, -0.0151467826, -0.0116912667, -0.0779334456, -0.044290591, 0.0376420058, -0.0246322677, -0.0093855066, -0.0138095664, -0.049289532, -0.0659359917, -0.0198082924, -0.0695352331, 0.0551382899, -0.0821825415, -0.1148755997, -0.0857817829, -0.0738343149, 0.1014784425, -0.0047802348, 0.0649861991, -0.1406701207, 0.0212704819, -0.0700851157, -0.093780078, -0.0401164778, 0.0380169265, 0.0204831492, 0.0170713738, -0.1181749031, -0.0833822861, 0.0645862818, 0.0552382655, 0.0148593439, 0.0020042618, -0.1009285599, -0.0133346673, -0.0049989382, -0.0582376309, 0.0934801474, 0.0961295813, 0.0787832662, -0.0091480566, 0.0176087599, -0.0929802507, -0.0593373962, 0.072134681, -0.0079795551, 0.0623367578, -0.0107977064, 0.0437657051, -0.0266193468, -0.0309934169, 0.0578877032, 0.0629366338, -0.0709849223, -0.0388667434, 0.0900308788, -0.0024135499, -0.0846320242, 0.0592374168, -0.0420410708, 0.0560880862, 0.1236737296, -0.0351425372, 0.0551382899, -0.0590874515, -0.0081295231, 0.0804829076, 0.0112163676, 0.0058018928, -0.0504142903, 0.0242073592, -0.0162590463, 0.0601372272, -0.0046927533, 0.0819825903, 0.0710349083, -0.0331929512, 0.0031587041, -0.0092042945, 0.0646862611, 0.1266730875, 0.0008021733, 0.0058425092, 0.0380919091, 0.0000583372, 0.1071772352, 0.0152967507, -0.0524888523, -0.0172588341, -0.122773923, 0.0394666158, 0.0688353777, -0.0836322382, -0.0212329905, -0.002961871, -0.0297686774, -0.1350713074, -0.0238574333, -0.1293725222, -0.04444056, 0.0386167988, -0.0736343563, 0.0649861991, 0.0065673552, -0.0263444036, 0.0849819481, -0.0303935446, 0.0592374168, -0.0042897137, 0.0265693571, 0.0256445538, 0.076683715, -0.0949298367, 0.0077608516, -0.0492645353, -0.0391666815, 0.1209743023, -0.0262444261, -0.0893810168, -0.0003657426, 0.0416161604, 0.1234737709, 0.0034211483, 0.0974293053, 0.0450654291, 0.0801329762, 0.0355174541, -0.0636864752, 0.0176087599, 0.0610870235, 0.0227701627, 0.0249322038, -0.0601872168, -0.0041584917, 0.0048645916, 0.0058487579, -0.0194333717, 0.0378419608, 0.0324431099, -0.0566379689, -0.049164556, 0.0456653014, -0.0297936723, -0.0235699937, 0.0220078249, 0.0278690811, 0.0032180664, -0.0952297747, -0.0310684014, -0.1847607493, 0.0440406464, 0.0230950937, -0.1197745577, -0.0064798738, 0.0369921438, 0.0504642799, 0.0685854331, 0.0008209194, -0.1455690861, -0.0716347843, 0.0195958372, -0.0150343068, -0.1088768765, 0.0105540082, 0.0596873239, -0.0107602142, -0.1286726743, -0.0185210668, 0.0268942881, 0.0062299268, -0.0250071883, -0.0491145663, 0.1318719834, -0.070235081, 0.0930302367, -0.0007213312, -0.1521676779, 0.0404913984, 0.0172838289, 0.0022307762, -0.0729345083, -0.0661859438, -0.0243823212, 0.0146593861, -0.1136758551, -0.0103852944, 0.0467650667, 0.0243823212, 0.0263943933, -0.1469687819, -0.0577377379, 0.0454403497, 0.0697351918, 0.0586375445, 0.0197458062, -0.077983439, -0.0499143973, -0.0317432582, -0.0133971544, 0.0382168815, 0.0019558347, -0.0971793607, 0.0267443191, -0.011228865, 0.1455690861, -0.1181749031, 0.0553382449, 0.0496894456, 0.0431658328, 0.0767337009, -0.0279440638, -0.0387167782, -0.0026916158, 0.0428159051, 0.0591874272, -0.0509641767, 0.0292937774, 0.0088668671, -0.0338928029, -0.0286689103, -0.1146756411, 0.0523388833, 0.0406413674, -0.0024010525, 0.068935357, -0.0014246973, 0.0137845725, -0.04816477, -0.0527387969, 0.0839321762, -0.0229201317, -0.0152592584, 0.1325718462, -0.0519889556, -0.0831823349, 0.0131097157, 0.0646862611 ]
802.1188
Matteo Cacciari
Matteo Cacciari, Gavin P. Salam and Gregory Soyez
The Catchment Area of Jets
42 pages, 17 figures. Improved text. Added a summary table of all definitions in Conclusions. Version published in JHEP
JHEP0804:005,2008
10.1088/1126-6708/2008/04/005
LPTHE-07-02
hep-ph
null
The area of a jet is a measure of its susceptibility to radiation, like pileup or underlying event (UE), that on average, in the jet's neighbourhood, is uniform in rapidity and azimuth. In this article we establish a theoretical grounding for the discussion of jet areas, introducing two main definitions, passive and active areas, which respectively characterise the sensitivity to pointlike or diffuse pileup and UE radiation. We investigate the properties of jet areas for three standard jet algorithms, k_t, Cambridge/Aachen and SISCone. Passive areas for single-particle jets are equal to the naive geometrical expectation \pi R^2, but acquire an anomalous dimension at higher orders in the coupling, calculated here at leading order. The more physically relevant active areas differ from \pi R^2 even for single-particle jets, substantially so in the case of the cone algorithms like SISCone with a Tevatron Run-II split--merge procedure. We compare our results with direct measures of areas in parton-shower Monte Carlo simulations and find good agreement with the main features of the analytical predictions. We furthermore justify the use of jet areas to subtract the contamination from pileup.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 17:56:57 GMT" }, { "version": "v2", "created": "Sun, 20 Apr 2008 17:38:02 GMT" } ]
2008-11-26T00:00:00
[ [ "Cacciari", "Matteo", "" ], [ "Salam", "Gavin P.", "" ], [ "Soyez", "Gregory", "" ] ]
[ -0.0450031869, -0.0336984284, 0.1218431592, 0.0098815449, -0.0785667151, -0.0588171147, -0.0151629439, -0.0222992394, 0.0671810135, 0.014272593, -0.0120399706, 0.0328080766, -0.0721993521, 0.0099422503, -0.0230951607, 0.0582235456, 0.0217326526, -0.0059896326, 0.0292736553, -0.0020437597, -0.0380692407, -0.0287610292, -0.0126402834, 0.0377184972, 0.012545852, -0.0452190265, 0.0002249063, 0.0514245033, 0.0896826088, 0.0379883014, 0.0964816511, -0.041738566, -0.0531512424, -0.1067341715, -0.0147312582, 0.0559032373, -0.0632418841, 0.1111589447, -0.0513435639, 0.0237561781, 0.0518292077, 0.0695013255, -0.0887113139, 0.0450571477, -0.0332667418, -0.0679904222, 0.0368821062, -0.0927044004, 0.0758686811, -0.0255233888, -0.0158644319, 0.0184410531, -0.0173078794, -0.0056726136, 0.0634037703, -0.0092205266, 0.0218540654, 0.0752211511, 0.0062122205, -0.151629433, 0.0060233581, -0.1064643711, -0.0474044345, 0.0278167166, -0.0847721845, 0.0234998651, 0.0799157321, 0.0254694279, -0.0139353387, -0.0382850841, 0.0902761742, 0.0483757257, -0.0062358282, -0.0426289178, 0.0632958487, 0.0134092225, 0.0819662362, 0.0220699068, -0.0383120626, 0.0417115837, 0.1641483158, -0.0138004376, -0.007682648, -0.0832073316, -0.0231221411, -0.002456896, 0.0417655446, -0.0533401072, -0.1112668663, -0.0032899135, -0.0832612887, 0.1479601115, -0.1075975448, 0.062864162, 0.0625943616, 0.0280865207, 0.1109431013, -0.0680443868, 0.1470967382, 0.0259820558, -0.0457586348, -0.0329969414, 0.0514514819, -0.1201164126, 0.1827107817, -0.0819662362, 0.0019459561, 0.0293815769, 0.0407672748, 0.0303528681, 0.0664795265, -0.033725407, -0.0058311233, 0.123354055, -0.1275629848, -0.0755988732, -0.1088386402, 0.0838548541, -0.0243632346, 0.050372269, -0.0450571477, -0.0161747057, 0.0418464877, 0.0260090344, 0.0757067949, 0.0008372333, -0.0382850841, -0.1002588943, -0.1312323064, -0.0142456125, 0.0675047785, -0.060489893, -0.0012992714, -0.0971291736, -0.0049913605, -0.0446794219, 0.0122558139, 0.0387977101, -0.0230277088, -0.0769478902, 0.01811729, 0.1032806933, -0.0082829604, 0.0578997806, -0.0095780157, 0.0012048403, -0.0836390108, 0.1183896735, 0.0331858024, 0.0502103902, -0.0690696388, -0.022339711, -0.0551208071, -0.057360176, -0.0634037703, -0.0695552826, 0.1190372035, 0.0346967019, -0.0689617172, -0.1030108854, -0.1252966374, -0.0606517754, -0.1146124303, 0.0109877381, 0.0218001045, 0.0156485904, -0.1224906817, -0.0075140209, -0.1056549624, -0.0817503929, -0.0184815247, -0.0746815428, -0.047053691, -0.0265351515, 0.0501564294, -0.0135845942, -0.0747355074, 0.016768273, -0.0731166899, -0.0088967625, -0.0187243465, 0.0622166358, 0.0746275857, 0.0123300096, 0.0708503351, 0.0879558697, 0.0787825584, 0.0806172192, -0.047566317, 0.0050891642, 0.0166063905, -0.0260360148, 0.0867147744, 0.1137490571, -0.0096387221, -0.0943771824, 0.0625943616, 0.073170647, -0.0371249318, 0.0296243988, 0.0897905305, -0.0476202779, 0.0368281454, -0.0393373184, -0.0490502343, -0.0082762158, 0.0492660776, -0.003298345, -0.0029324242, -0.0251321755, 0.0356140323, 0.0493739992, 0.0250242539, 0.0308924746, -0.0567666069, -0.0199384615, -0.0130112628, 0.123354055, -0.0359377973, -0.0136790257, -0.0474314131, 0.0647527874, 0.0046406165, 0.0833152533, -0.057360176, 0.0317828245, 0.1326352805, -0.079106316, -0.0241878629, -0.0282484032, -0.0292466749, 0.0686919093, -0.0117836576, -0.1112668663, -0.0909237042, -0.0122355781, -0.0002767591, -0.0355330892, -0.07182163, -0.1254045665, -0.0289498903, -0.0220564175, -0.0825598016, 0.0439509526, 0.0132743213, 0.0248084106, -0.0471346304, 0.0412529185, 0.0414687619, -0.0160263143, 0.0605438538, -0.0441398136, -0.0579537414, -0.0118848337, 0.0172674097, -0.0056827315 ]
802.1189
Matteo Cacciari
Matteo Cacciari, Gavin P. Salam and Gregory Soyez
The anti-k_t jet clustering algorithm
12 pages, 5 figures. Small changes made for publication. Version published in JHEP
JHEP 0804:063,2008
10.1088/1126-6708/2008/04/063
LPTHE-07-03
hep-ph
null
The k_t and Cambridge/Aachen inclusive jet finding algorithms for hadron-hadron collisions can be seen as belonging to a broader class of sequential recombination jet algorithms, parametrised by the power of the energy scale in the distance measure. We examine some properties of a new member of this class, for which the power is negative. This ``anti-k_t'' algorithm essentially behaves like an idealised cone algorithm, in that jets with only soft fragmentation are conical, active and passive areas are equal, the area anomalous dimensions are zero, the non-global logarithms are those of a rigid boundary and the Milan factor is universal. None of these properties hold for existing sequential recombination algorithms, nor for cone algorithms with split--merge steps, such as SISCone. They are however the identifying characteristics of the collinear unsafe plain ``iterative cone'' algorithm, for which the anti-k_t algorithm provides a natural, fast, infrared and collinear safe replacement.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:17:17 GMT" }, { "version": "v2", "created": "Mon, 21 Apr 2008 21:44:17 GMT" } ]
2011-01-13T00:00:00
[ [ "Cacciari", "Matteo", "" ], [ "Salam", "Gavin P.", "" ], [ "Soyez", "Gregory", "" ] ]
[ -0.0401270762, -0.0517338477, 0.0537770949, -0.0278676022, -0.0161898844, 0.0531243905, -0.0458027609, 0.038878426, -0.0241216514, 0.0331743658, -0.0548838526, -0.0657244101, -0.0497757383, 0.0744082034, -0.0253703017, 0.0095138634, 0.0420568101, -0.0168993454, -0.0122523801, 0.0573527738, -0.0719109029, -0.0756000951, 0.0016220037, 0.0113939336, -0.0517338477, -0.0276405755, -0.0115358252, -0.0799703747, 0.0640216991, -0.0149128567, 0.0626595393, -0.0444973521, -0.0883703828, -0.0851920024, -0.0427946486, 0.1295190752, -0.0639649481, 0.1165785268, -0.0899595693, 0.0113797439, 0.0269027371, 0.0198790785, -0.0943298489, 0.1256596148, -0.0628865659, -0.05474196, 0.0549406111, -0.0900163278, 0.011585488, -0.0256824642, 0.0038275386, 0.0580622368, -0.0627162978, -0.0156506952, -0.0653838664, -0.0512230359, -0.0197088085, 0.029258145, 0.0669163018, -0.0287473332, 0.0259236805, -0.0724784732, -0.0103864996, 0.0796865895, -0.1384866685, -0.0426243767, 0.0212412439, 0.0107270405, -0.0581757501, 0.0266189519, -0.0544865541, 0.0198932681, -0.1381461173, -0.0520743914, -0.047306817, 0.0345081501, -0.0297689568, 0.0568703413, -0.034337882, 0.048441954, 0.106078513, 0.0720244125, 0.0782676637, -0.0622054823, 0.0034586191, -0.0322095007, 0.0018011425, -0.0291446317, -0.1589191258, 0.0055444324, -0.0990406647, 0.0758271217, -0.0241642203, 0.0777001008, 0.1395082772, 0.035643287, 0.1220271811, -0.0616946742, 0.1101650074, 0.0385946445, -0.0318973362, -0.0318405814, 0.0436743796, -0.087859571, 0.2040975541, -0.0531527698, -0.0443554595, 0.0448946506, -0.0065731504, 0.0772460401, 0.0433338396, -0.1047731042, -0.0546000674, 0.1221406981, -0.0746919885, -0.0732730627, -0.0481865481, 0.1053406745, -0.0706054941, 0.0056579462, -0.0787784755, -0.061751429, 0.0224473253, -0.0351040997, -0.0077402126, -0.0293432809, 0.0551392585, -0.1204379871, -0.0950109288, -0.0156365056, 0.0880865976, -0.0098685939, -0.1016514823, 0.0359270722, -0.0375446416, -0.0418581627, -0.0577784516, 0.0257959776, 0.0337986909, -0.0376014002, -0.0435041077, 0.0326067992, -0.0467960052, 0.0247317888, -0.0115571087, 0.0150263701, -0.0133946119, 0.0444973521, 0.040637888, 0.0034195988, -0.0903568715, -0.0554514229, 0.0335716642, 0.0415459983, -0.079516314, -0.0536352023, 0.0117628528, 0.0085844705, 0.000174372, -0.0386230201, -0.0469095185, -0.0500311442, -0.0345649086, 0.0765649602, -0.1473407298, 0.0538338535, -0.0671433285, 0.051847361, -0.1210055575, -0.0685054883, 0.0678811669, -0.1038082391, -0.0564446673, 0.0118550826, 0.0254270583, 0.0374878868, -0.0783244222, -0.0026853075, -0.0950676873, -0.0291446317, -0.0018392759, 0.0121388668, 0.0446960032, -0.0267750341, -0.0771325305, 0.0351324752, 0.0357000455, 0.0446108654, -0.0462851934, 0.0615244024, 0.0064170691, -0.0117060961, -0.0110746762, 0.1485893726, 0.0490378998, -0.0869514644, 0.0769055039, 0.094613634, 0.059651427, 0.0372892357, 0.0283074677, -0.0493500605, 0.0399568081, -0.0420284308, -0.0182756986, 0.001087248, 0.0347919352, 0.0033912205, -0.0551392585, -0.0948406607, 0.0562743954, 0.0438162722, 0.0822406411, 0.1193028539, 0.0633406192, -0.0100601474, 0.0080098072, 0.0805379376, -0.0015058296, 0.0364662632, -0.1319028735, 0.0983028263, -0.0269594938, 0.0859865919, 0.0065944339, 0.0079033887, 0.1106190607, -0.0957487673, -0.056841962, -0.0030542267, -0.049321685, 0.0372041017, -0.0168851558, -0.0591406152, -0.0437595136, -0.081275776, -0.0668027848, -0.1038082391, -0.0918893069, -0.1233893484, -0.0351040997, -0.0135010304, -0.0347068012, 0.0590838566, -0.0912082195, 0.0278250352, -0.073840633, 0.0481014103, 0.0083361594, -0.0134868417, 0.033117611, 0.0156790745, -0.0325784199, -0.0038239914, 0.0081942668, 0.0505135767 ]
802.119
Norbert Kaiser
N. Kaiser and W. Weise
Note on spin-orbit interactions in nuclei and hypernuclei
10 pages, 7 figures, to be published in Nuclear Physics A, Special Issue on "Strangeness Nuclear Physics (ed. A. Gal)
Nucl.Phys.A804:60-70,2008
10.1016/j.nuclphysa.2008.02.299
null
nucl-th
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
A detailed comparison is made between the spin-orbit interactions in $\Lambda$ hypernuclei and ordinary nuclei. We argue that there are three major contributions to the spin-orbit interaction: 1) a short-range component involving scalar and vector mean fields; 2) a ''wrong-sign'' spin-orbit term generated by the pion exchange tensor force in second order; and 3) a three-body term induced by two-pion exchange with excitation of virtual $\Delta(1232)$-isobars (a la Fujita-Miyazawa). For nucleons in nuclei the long-range pieces related to the pion-exchange dynamics tend to cancel, leaving room dominantly for spin-orbit mechanisms of short-range origin (parametrized e.g. in terms of relativistic scalar and vector mean fields terms). In contrast, the absence of an analogous $2\pi$-exchange three-body contribution for $\Lambda$ hyperons in hypernuclei leads to an almost complete cancellation between the short-range (relativistic mean-field) component and the ''wrong-sign'' spin-orbit interaction generated by second order $\pi$-exchange with an intermediate $\Sigma$ hyperon. These different balancing mechanisms between short- and long-range components are able to explain simultaneously the very strong spin-orbit interaction in ordinary nuclei and the remarkably weak spin-orbit splitting in $\Lambda$ hypernuclei.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 17:38:49 GMT" } ]
2008-11-26T00:00:00
[ [ "Kaiser", "N.", "" ], [ "Weise", "W.", "" ] ]
[ -0.1042405143, 0.0181943793, 0.0077625914, -0.0590060093, 0.0353056081, 0.0960395038, -0.0000220116, -0.002240449, 0.02015437, 0.0231588278, -0.0617912598, 0.0171628054, -0.1488560736, 0.0435066186, -0.008194563, 0.066794388, -0.064421773, 0.0248222407, 0.0497476384, -0.0343256108, -0.098773174, -0.1160520315, 0.0397155844, 0.0612238944, 0.0079237744, -0.0353829749, -0.0057284571, -0.0820101053, 0.0562723391, -0.0802048445, 0.0790701136, -0.0527907796, 0.0132170366, -0.1408098042, -0.0924289972, 0.1046531424, 0.0048419484, 0.0621523112, -0.1025899947, -0.0244225059, -0.0258280244, -0.0472460724, -0.095111087, 0.0236617196, -0.0297351088, 0.0203864742, 0.0076981182, -0.1338982582, 0.0835574642, -0.0558081307, -0.00572201, 0.0652986094, 0.1019194722, 0.008458904, -0.1259551346, 0.022655936, 0.0747890845, 0.0198964756, -0.0240872446, -0.046781864, -0.0418818891, -0.104601562, 0.0283424854, 0.057510227, -0.1027447283, 0.0095420554, 0.0757175013, 0.0467044935, 0.043532405, 0.0036008367, 0.0238938238, 0.0463692322, 0.0462918654, 0.0244482942, 0.0019616017, -0.0785027519, -0.040721368, -0.020889366, -0.0329329856, 0.073912248, 0.0001692425, 0.0090069268, 0.0580775924, -0.0950079262, 0.0122370422, -0.0070147007, 0.0295287948, 0.0676196516, -0.0952658206, -0.0128946705, 0.0289356392, -0.0078141699, -0.0589544326, -0.004487345, 0.0710754246, -0.0230814591, 0.0818037838, -0.0016174752, 0.009767713, 0.0788122267, -0.0183233265, 0.0078657484, 0.0015207651, 0.0299156345, 0.1058394536, -0.0593670607, 0.0410824195, -0.001968049, 0.0371366516, -0.0553955026, 0.0167501774, -0.0032011019, -0.1191467494, 0.0005169957, -0.1071804985, -0.0657112375, -0.1279151291, 0.0410566293, -0.073705934, 0.0968131796, 0.0405408442, -0.0231717229, 0.0766974986, 0.0486129075, 0.0087877177, -0.1221383139, 0.0025934405, -0.0225527771, -0.0168146491, -0.0173820145, 0.1194562241, -0.0109733641, -0.1664959788, -0.0720038414, -0.0709722638, 0.1398813874, 0.0519139431, 0.0000155391, 0.0801532716, 0.0355377123, 0.0131461164, -0.0354345553, 0.1025384143, 0.0284198523, 0.0139778219, 0.0636480898, 0.0869100764, -0.1272961795, 0.0208119974, 0.0307924729, -0.0213148892, -0.0507534221, 0.037704017, -0.0152801843, -0.111306794, -0.0704049021, 0.0395866372, 0.0192130581, 0.061172314, -0.0108702071, -0.0295803733, 0.1002173796, -0.043429248, 0.0091552157, 0.0412113667, 0.0450539775, -0.1413255781, -0.0531260408, -0.1179088652, -0.1313193142, 0.0019664371, -0.0567365475, -0.0746343508, 0.0718491003, 0.0947500393, -0.0109862592, 0.0248609241, -0.0821132585, -0.0606565289, 0.0801016912, -0.0083944304, 0.0852595568, -0.0305345785, -0.0552923456, -0.0599860065, 0.0272335429, 0.0273882784, 0.104601562, 0.0123208575, -0.0203091055, 0.0305603687, 0.0598312691, 0.0676712319, 0.1284309179, -0.028084591, -0.0688059628, 0.0239582974, 0.0210183114, 0.0174722783, 0.0147901867, 0.0757175013, -0.0109346807, 0.0644733533, -0.0631838813, -0.0289356392, -0.0269240718, 0.1336919367, -0.022140149, -0.0997531712, 0.0583354868, 0.0310503654, 0.03133405, 0.1539107859, 0.0160022862, -0.0565818138, -0.0141841369, -0.0647312403, 0.028703535, -0.01659544, 0.0215469934, -0.0747375041, 0.0690122768, 0.0282651167, 0.0832479894, -0.0733448863, -0.0211730488, 0.1416350603, -0.0027368937, -0.0013450753, 0.0388903245, -0.0054254322, 0.0327524617, -0.0682385936, -0.0584386438, -0.0258022342, -0.0830416754, -0.0140294014, 0.0081816679, -0.0463950224, -0.0566333905, 0.0501086898, -0.007885091, -0.0178978015, 0.0703017414, -0.1045499817, -0.026098812, -0.0153575521, -0.0036427444, 0.0587996952, -0.1014552638, -0.0812364221, 0.0366982296, 0.0014522622, -0.0478908047, -0.0601407401, -0.0096129766 ]
802.1191
Shinae Park
S. Q. Park, P. Barmby, G. G. Fazio, K. Nandra, E. S. Laird, A. Georgakakis, D. Rosario, S. P. Willner, G. H. Rieke, M. L. N. Ashby, R. J. Ivison, A. L. Coil, and S. Miyazaki
AEGIS: Radio and Mid-Infrared Selection of Obscured AGN Candidates
20 pages, 3 figures, Accepted to ApJ
null
10.1086/587136
null
astro-ph
null
The application of multi-wavelength selection techniques is crucial for discovering a complete and unbiased set of Active Galactic Nuclei (AGNs). Here, we select a sample of 72 AGN candidates in the Extended Groth Strip (EGS) using deep radio and mid-infrared data from the Very Large Array (VLA) and the Spitzer Space Telescope, and analyze their properties across other wavelengths. Only 30% of these sources are detected in deep 200 ks Chandra X-ray Observatory pointings. The X-ray detected sources demonstrate moderate obscuration with column densities of N_H > 10^22 cm^-2. A stacked image of sources undetected by Chandra shows low levels of X-ray activity, suggesting they may be faint or obscured AGNs. Less than 40% of our sample are selected as AGNs with optical broad lines, mid-infrared power laws, or X-ray detections. Thus, if our candidates are indeed AGNs, the radio/mid-infrared selection criteria we use provide a powerful tool for identifying sources missed by other surveys.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 20:41:50 GMT" } ]
2009-11-13T00:00:00
[ [ "Park", "S. Q.", "" ], [ "Barmby", "P.", "" ], [ "Fazio", "G. G.", "" ], [ "Nandra", "K.", "" ], [ "Laird", "E. S.", "" ], [ "Georgakakis", "A.", "" ], [ "Rosario", "D.", "" ], [ "Willner", "S. P.", "" ], [ "Rieke", "G. H.", "" ], [ "Ashby", "M. L. N.", "" ], [ "Ivison", "R. J.", "" ], [ "Coil", "A. L.", "" ], [ "Miyazaki", "S.", "" ] ]
[ -0.0017823821, 0.0112633472, -0.0044804835, -0.0885893032, -0.0354775824, 0.0647282749, -0.0495011695, -0.0472511165, -0.0249860547, 0.0053634988, -0.0602281652, -0.0805309713, -0.0813682005, -0.0181443244, 0.1076885909, 0.1315496117, -0.0532948636, -0.0223827958, -0.0308466572, 0.0485854484, -0.0795890838, 0.0525622852, -0.0580304377, -0.0236386396, -0.101880312, -0.0673969388, -0.0319978483, 0.0378584526, 0.0580827668, 0.0444254652, 0.0179480985, -0.0304018799, -0.0651992112, -0.1005198136, -0.1225493997, 0.0445562825, 0.0344572067, -0.0068155676, -0.0750889778, -0.072734274, 0.0647806004, -0.0021208713, -0.0720540285, -0.0492395349, 0.0556757338, -0.0045753261, 0.027445415, -0.0651468858, 0.0035516827, -0.063734062, -0.1150143445, 0.0381985754, -0.0378061235, -0.0697516426, 0.0010121969, -0.0316315591, -0.0267651659, 0.027523905, -0.0645712912, -0.0061516715, -0.128828615, -0.0794844329, 0.0661934242, 0.0762924999, -0.0111783165, -0.0246590115, 0.0070902836, 0.0738854632, 0.0774960145, 0.003999731, 0.0401085056, 0.0098439818, -0.0662457496, -0.0165876001, 0.1343752593, -0.008352668, -0.0072407234, -0.0885893032, -0.0698039755, 0.0094384495, 0.0446086116, 0.0182489771, -0.0234947409, -0.016705336, -0.0101383207, -0.0266997572, -0.0226705931, 0.0358438678, -0.1915161461, 0.000554746, 0.0176079739, 0.0064394688, -0.0060895332, -0.0385387018, -0.003891807, 0.0595479161, 0.1164794937, -0.1204563305, 0.1897370368, 0.0588676669, 0.0468586646, -0.0212316047, -0.0081041157, -0.1335380375, 0.0889555886, -0.105386205, 0.0111979386, 0.0788041875, 0.0761878416, -0.0143506294, 0.0340909213, -0.0525622852, -0.0026163408, 0.0621119291, -0.022788329, -0.0176603012, -0.1021419466, 0.000277373, 0.0159335155, 0.017647218, -0.0333583467, 0.0668736696, 0.0529808998, 0.003355457, 0.07817626, 0.1180492938, 0.0414166749, -0.1082118526, -0.1275727749, -0.0089675086, 0.1230726689, -0.0653038695, 0.070798181, 0.0514895879, -0.1059617996, 0.021715628, 0.0514372587, -0.0648329258, -0.0963336676, 0.0678678825, -0.0067239958, 0.0175948925, 0.0555710793, 0.0400561765, -0.0130489999, -0.0338816121, -0.0651992112, 0.0019001175, 0.0426986814, 0.1242238581, -0.0095561845, -0.0053667692, 0.0223827958, -0.0852927119, -0.0313175991, -0.0240310896, 0.0161297414, 0.0036661476, -0.0294861607, -0.1044966504, -0.0297477953, -0.0153840836, -0.0097524105, 0.059390936, 0.007463112, 0.0543152355, -0.0340647586, -0.0764494762, -0.1447359771, 0.0848217681, -0.1081072018, -0.0758215562, 0.0294338334, -0.0178696085, -0.0409195684, 0.0487947576, 0.0626875237, 0.0327042602, -0.0047290358, -0.0675015897, -0.061170049, 0.0395067446, 0.1243285164, -0.0256793853, -0.0266474318, -0.0358438678, -0.0283349715, -0.0402916484, 0.0232069436, -0.0942405984, -0.0020129471, 0.0557280593, 0.0188114904, 0.138980031, -0.1196191013, -0.1280960441, -0.0382770672, 0.0370212235, 0.0139058512, 0.0342479013, 0.0435359105, 0.0200411715, 0.105700165, -0.1135491878, -0.005252304, -0.070484221, 0.128828615, 0.0169669706, 0.0368642434, 0.0442423224, 0.1161655337, -0.1213982105, -0.0415736549, 0.0215978939, -0.0226836745, 0.0194917396, -0.0479051992, 0.0138404425, 0.1014093682, 0.0635770783, -0.0349281505, 0.0611177199, -0.031396091, 0.0682864934, 0.0469894819, 0.0335153267, 0.0348234959, -0.0778099746, 0.025313098, -0.0507308468, -0.0047682812, 0.0481406711, -0.0470156446, 0.0390096419, 0.019073125, 0.0215717293, 0.1037640795, 0.0884323195, -0.0442161597, -0.0652515367, -0.0152271036, 0.0441115052, 0.0192824323, -0.0437713824, -0.0726296231, 0.0012182337, 0.0448964089, -0.1200377196, 0.0270791277, 0.0086143017, 0.075926207, 0.0225659385, -0.0110409586, -0.0198580269, 0.0052621155, 0.0431957878 ]
802.1192
Grzegorz A Rempala
Grzegorz A. Rempala, Iwona Pawlikowska
Limit Theorems for Hybridization Reactions on Oligonucleotide Microarrays
null
null
null
null
math.PR math.ST q-bio.QM stat.TH
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We derive herein the limiting laws for certain stationary distributions of birth-and-death processes related to the classical model of chemical adsorption-desorption reactions due to Langmuir. The model has been recently considered in the context of a hybridization reaction on an oligonucleotide DNA microarray. Our results imply that the truncated gamma- and beta- type distributions can be used as approximations to the observed distributions of the fluorescence readings of the oligo-probes on a microarray. These findings might be useful in developing new model-based, probe-specific methods of extracting target concentrations from array fluorescence readings.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 17:53:56 GMT" } ]
2008-02-11T00:00:00
[ [ "Rempala", "Grzegorz A.", "" ], [ "Pawlikowska", "Iwona", "" ] ]
[ 0.0111520104, 0.0599022284, 0.0429256819, 0.0370629095, -0.1383614093, -0.0458060876, 0.00615591, -0.0320922993, -0.0581688881, 0.0860552862, 0.1006357446, -0.0702003166, -0.0187353771, 0.0846788138, -0.0224697087, -0.0317099467, 0.041982539, 0.0990553424, 0.0355844721, 0.0865650922, -0.0409884192, -0.0492982604, -0.0536316112, -0.0286001284, 0.0286765993, -0.0220873542, 0.0876866654, -0.0561806448, 0.0743807256, 0.0595453642, 0.0117765237, -0.0300530754, -0.0059201247, -0.1211299524, -0.0455511846, -0.0054358086, 0.0306903329, 0.1201103404, -0.0780003518, 0.0115279928, -0.0010682034, -0.0440727472, -0.0490178652, 0.1433575004, -0.0727493465, 0.1260240972, 0.0212971549, -0.0487884544, 0.016759878, -0.0123245651, -0.0896749124, 0.0414472446, 0.0382354669, -0.0577100627, -0.0891651064, 0.0319138691, 0.0096353376, 0.1623222977, 0.0305628814, -0.0670395121, 0.0292118955, -0.0793768242, 0.0743807256, 0.070914045, -0.1355064958, 0.0554159358, -0.0866160765, -0.0533767082, 0.0107887741, 0.0864121541, -0.0083034681, -0.0028644735, 0.0621963553, -0.0270452183, -0.0636238158, -0.0356864333, -0.0691297203, 0.089980796, -0.0831493884, 0.0696395263, 0.0936004221, -0.003122563, 0.0938553214, -0.0047666882, -0.02583443, 0.1202123016, 0.0667846128, 0.0069078743, -0.1712948829, -0.0093676886, -0.0503943413, 0.0196147934, 0.0066912062, -0.0238589309, 0.0035335943, -0.0830984116, 0.0917651132, -0.0200736187, -0.0429001935, -0.0690787435, -0.051159054, -0.0319138691, 0.0578120239, -0.0808042809, 0.0812121257, -0.0772356391, -0.1426437795, 0.0105338702, -0.0127132926, 0.1182750389, 0.0812121257, -0.0402237102, -0.0212716646, 0.0888592228, 0.0020392248, -0.0230814759, -0.0653061718, 0.0366550647, 0.0009471243, 0.0252354071, -0.1149103194, -0.0678552091, 0.0717297345, 0.0302824881, 0.1384633631, -0.0276569873, 0.0234001055, -0.073106207, -0.0314295515, -0.0922749192, 0.1564085484, -0.0317354351, -0.0505472831, -0.0902866796, -0.1173573881, -0.0376746766, 0.024037363, -0.0207491126, 0.0281158127, -0.0721885562, 0.0914592296, -0.0269177668, 0.0217559803, 0.0619924329, -0.1088946015, 0.0768787786, -0.0449139252, 0.0471825637, 0.0007372276, 0.0817219317, 0.033876624, -0.0551100522, 0.0395354703, 0.1420320123, 0.072596401, -0.0695885494, 0.0205324441, 0.1092004851, -0.0087686665, -0.0477943309, 0.0833533108, 0.1340790242, -0.0027099387, 0.0120314267, 0.0344883911, -0.0096034743, 0.0026796688, -0.0022670445, -0.0687218755, -0.0160079151, 0.0215138216, -0.0058181635, -0.0690787435, 0.0123755457, -0.0246363841, -0.0132167256, -0.0620434135, -0.0662238225, -0.0202647969, 0.0090426877, 0.0118338764, 0.0357883945, 0.017868707, -0.0706081614, 0.0096544549, -0.0894200057, -0.0762160271, 0.0152814407, -0.0474374667, 0.0162118375, 0.0408609658, 0.056792412, 0.0561806448, 0.0804474205, 0.0144912414, -0.1233730987, 0.0391276255, 0.0190922432, -0.0982906371, -0.0098711224, 0.0349981971, -0.0123245651, -0.0057608099, -0.022240296, -0.1003808379, 0.0567414314, 0.0143128093, -0.0165304653, 0.0102152415, 0.0031560189, 0.0641336218, -0.0257069785, 0.0471315831, 0.0237442236, 0.0038044287, -0.0086985687, -0.1555928588, 0.1064475328, 0.061227724, 0.0772866234, -0.0919690356, -0.0269177668, 0.0075897397, 0.0403001793, -0.0785611346, 0.0345393717, 0.081772916, 0.0055664466, 0.0538865142, -0.0055728192, 0.0215520579, -0.0054039457, 0.0425688177, -0.0621453747, 0.0853415579, 0.0153451664, 0.0045309025, -0.008290723, -0.0435629413, -0.092172958, -0.0421864614, 0.0111010298, 0.0128980968, -0.0207363665, -0.0184040032, 0.0103745563, -0.0467492305, -0.0676003024, 0.0122672115, -0.1119534448, -0.0607688986, -0.0109034805, 0.0594943836, -0.0357374139, -0.0139177097, 0.0202138163 ]
802.1193
Marcelo Guimar\~aes
L. S. Grigorio, M. S. Guimaraes, C. Wotzasek
Induced deformation of the canonical structure and UV/IR duality in $(1+1)D$
revtex4 file, 19 pages, typos corrected, reference added, appendix added, accepted for publication in Physical Review D
Phys.Rev.D77:105015,2008
10.1103/PhysRevD.77.105015
null
hep-th
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The purpose of this work is two fold. Working in the framework of $(1+1)D$ Lorentz violating field theories we will investigate in the first place the general claim that fermionic interactions may be equivalent to a deformation of the canonical structure of the theory. Second the deformed theory will be studied using duality reasoning to address the behavior of the Infra-Red and Ultra-Violet regimes.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:04:49 GMT" }, { "version": "v2", "created": "Tue, 1 Apr 2008 14:32:48 GMT" } ]
2008-11-26T00:00:00
[ [ "Grigorio", "L. S.", "" ], [ "Guimaraes", "M. S.", "" ], [ "Wotzasek", "C.", "" ] ]
[ 0.0067509003, -0.0258249249, -0.0204612873, 0.0314137042, -0.034883514, 0.0077474779, -0.0118264919, -0.0030311178, -0.1734375507, -0.020315608, 0.0381149426, 0.1183443815, -0.0515174158, 0.0062145367, 0.0540866666, 0.0799910501, 0.0097273886, 0.052762311, 0.0528682582, 0.083169505, 0.0010180981, -0.0727865621, 0.1167551503, -0.0065290709, -0.0378235839, -0.0533715151, -0.004837207, 0.0149122393, 0.1370972544, -0.00060134, 0.0884139538, -0.046378918, -0.0660058632, -0.056841325, -0.0498487279, 0.1295749098, -0.0148460213, 0.1550025344, -0.0366581529, 0.0070919218, -0.0282882266, -0.0253746454, -0.1323295683, -0.004751124, 0.0158922616, 0.0117867608, -0.0123496121, 0.0853944197, 0.0043273307, -0.0572651178, -0.0344067477, 0.0052411356, 0.0769185498, -0.0089195324, -0.1624189168, 0.0296655558, -0.0293212235, 0.07056164, -0.0043339524, -0.0704556927, -0.0192958545, -0.0876193345, 0.0617149509, 0.065264225, -0.0398895778, -0.0322612934, -0.0540072024, 0.0351218991, 0.0907448158, 0.0877782628, -0.0310693718, -0.0201037116, 0.0265135914, 0.015269815, 0.1267143041, -0.0172298606, 0.024288673, 0.0403398573, 0.0385122485, 0.0327115729, -0.0276790224, -0.073581174, 0.0107537638, -0.009959151, -0.0525768995, 0.0385122485, 0.0429620817, 0.0572121441, -0.0942411125, -0.0377441235, 0.0845468342, -0.0076878816, -0.0940821916, -0.0283147134, 0.0421939567, -0.0289239176, 0.0889966711, -0.0263016932, -0.05265636, 0.019176662, 0.0251495056, 0.0752233714, 0.0464054048, 0.0005818885, 0.1043062136, -0.0750114769, 0.0426177494, -0.0464054048, 0.0035194738, -0.0521795936, 0.0524179786, 0.0198388398, -0.1076435894, 0.0208718367, -0.0077143689, -0.0947708562, -0.0284736361, -0.0092042685, -0.0966779292, -0.0028341201, -0.0714622065, -0.0342743136, 0.1145302355, -0.0055192499, 0.0487892441, -0.150128901, 0.0462464839, -0.1508705467, -0.0941351652, -0.0568942986, 0.0638339221, -0.0086546615, -0.0338240303, -0.0205539931, -0.1039883643, 0.0111576924, -0.0040260395, -0.0309369359, 0.1647497863, 0.0205275044, 0.01737554, -0.0697140545, 0.0983201265, 0.0562586077, 0.1358258724, 0.1008099169, 0.03528082, 0.0592251644, 0.1431363076, -0.0268579237, -0.0579537824, -0.0151638668, 0.1257607639, 0.0036519093, -0.0125681302, -0.1199336052, 0.0729984567, 0.0507228039, 0.0708265156, -0.0245667882, 0.1230061054, 0.0661647841, -0.0584835261, -0.0074561196, 0.0282087643, -0.0493719615, -0.0580597296, 0.0182098839, -0.0440745391, -0.0051219435, -0.0554110222, -0.0264871027, -0.1703650504, 0.0042511802, 0.0257322211, 0.0210307594, -0.0441804901, -0.1340247393, -0.0071382741, 0.0557818413, 0.036552202, 0.0455578193, -0.0224345773, -0.0426442362, -0.1100803986, 0.004903425, -0.0342478231, 0.0634101257, -0.0718330219, -0.0032877116, -0.0763888061, 0.0946119353, 0.0939232707, 0.0864539072, -0.0221432187, -0.10578949, -0.0110980961, 0.0503784716, 0.0190442279, 0.0386446826, 0.0824808404, -0.0041419207, 0.0520736463, -0.101286687, -0.0207394026, -0.0500341393, 0.0927048624, -0.0155611737, -0.059913829, 0.0451870002, -0.0029185477, 0.010356457, -0.0527887978, -0.0063602156, -0.0327115729, -0.0266725123, -0.028738508, -0.0201964155, 0.0250170697, 0.0728395358, -0.0918572769, 0.0903740004, 0.0496103466, 0.0504049584, 0.0780310035, 0.0567883514, -0.007535581, -0.0197593793, -0.0257454645, 0.0543515347, 0.0408696011, -0.0675421134, -0.0184879974, 0.0364462547, -0.0374527648, -0.0477562472, -0.0068336725, 0.0228848569, 0.0520471595, -0.0547753312, -0.024527058, -0.0169649906, -0.0454253815, 0.0107603855, -0.0565764531, 0.0141176265, 0.0350159518, 0.0276790224, 0.0940821916, 0.00410219, 0.0181569103, 0.0823219195, 0.0556229167, -0.0589602925, -0.1031407788, 0.0740579441 ]
802.1194
Chandana Sinha
Susmita Roy and C. Sinha
Electron loss to the Continuum in the Projectile ionization for Positronium - Helium atom collision
21 pages, 10 figures
null
null
null
physics.atom-ph
http://creativecommons.org/licenses/by/3.0/
The dynamics of the electron loss to the continuum (ELC) from the light neutral projectile positronium (Ps) atom in collision with the He atom is studied in the framework of the post collisional Coulomb Distorted Eikonal Approximation (CDEA). Both the fully differential (TDCS) and the double differential (DDCS) cross sections are investigated in the intermediate and high incident energies. Results are compared with the existing experiment and other theories, where possible.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:09:11 GMT" } ]
2008-02-11T00:00:00
[ [ "Roy", "Susmita", "" ], [ "Sinha", "C.", "" ] ]
[ 0.0345680304, -0.0456398167, 0.0083727269, 0.0400037244, -0.0509252176, 0.1386729032, -0.0095187323, 0.1764472425, 0.01834861, 0.0412812419, 0.0955881178, -0.0027194142, -0.0159063023, -0.0390518531, 0.0563108176, 0.0454895236, -0.0480946489, 0.0753983781, 0.0185991023, 0.1200362295, -0.0955881178, 0.0071140002, 0.0692863539, 0.0413563885, -0.0255878568, -0.0772019327, 0.0312615223, -0.0544070713, 0.0440116152, -0.0426339023, 0.1043052673, -0.0522528328, -0.0365469232, -0.1013995484, -0.0983435363, 0.1365687698, -0.0989948213, 0.0955881178, -0.1220401749, 0.0425838046, 0.0245858841, -0.0515013523, -0.0796066597, 0.0159814507, -0.0291824304, 0.0334157608, -0.0265021548, 0.0083038416, 0.1048062518, -0.0535052978, -0.0319128036, 0.0608697906, 0.0809092298, 0.0393023454, -0.0371481068, -0.0726930574, 0.0360960364, 0.0647273809, -0.0640259981, -0.0941352546, -0.0717912838, -0.0583648607, -0.0309859794, 0.0409305505, -0.0786547884, 0.0247487053, -0.0558599308, 0.0024391753, -0.0114162164, -0.0739455223, 0.0610701852, 0.0007002061, -0.0594169311, -0.0297084656, 0.0025143232, -0.0256504789, 0.0249365736, 0.0038544605, 0.0068760319, 0.0094435848, 0.0940350592, -0.0505995788, -0.028531149, -0.0695368499, -0.0238093566, 0.0185490046, -0.0658295527, 0.0287816413, -0.1359675825, -0.0035820494, 0.0185239539, 0.0510254167, 0.0089989593, 0.0123806149, 0.0552086495, -0.0645269901, 0.0523029305, -0.0411058962, 0.0339167453, 0.0850674063, 0.0414816327, 0.0192253347, -0.0048533012, -0.0673325062, 0.1163289323, -0.0048063337, -0.0346431769, -0.0056674033, -0.0437611192, 0.0011906243, 0.0822117925, 0.0368976146, -0.0832137614, 0.0580141693, 0.0657293499, -0.0600682124, 0.0186116267, 0.0200143885, -0.091329731, 0.1084133536, -0.1259478629, 0.0531045087, 0.060969986, -0.0483451411, 0.0264270082, -0.0447380431, 0.0475185141, -0.1437829584, -0.0613707751, -0.0051914668, 0.1272504181, -0.0524532273, -0.0232833214, 0.0352193117, -0.0389266051, 0.0405798592, 0.0477189086, -0.0053041885, 0.0159689263, -0.0930330828, 0.0330650695, 0.0820113942, 0.104605861, 0.0895762816, -0.0122365812, 0.028405901, -0.0218429863, 0.025074346, 0.0703885257, -0.0349688157, -0.0000436895, -0.0771017373, 0.0301844012, -0.0127125178, 0.0080032498, -0.1265490502, 0.0572626926, 0.0992954075, -0.0212167539, -0.0626733378, 0.0542066768, -0.0078654792, -0.0056674033, -0.0362463333, 0.0597175211, 0.0332153663, 0.0085793836, -0.0403544158, -0.0834642574, -0.0499232486, -0.119535245, -0.0838149488, -0.0526536219, -0.0538559854, 0.0550583526, -0.0339918956, 0.0323887393, -0.0798571557, -0.0538559854, 0.0188495945, -0.007339444, 0.0673325062, 0.0581644662, 0.0309859794, -0.0352443606, -0.1348654181, 0.008347678, 0.077552624, -0.1051068455, -0.0006974664, 0.0483952388, 0.0655790567, 0.0570121966, 0.0282055084, -0.0984437317, -0.0575632825, 0.0496477038, 0.1337632388, -0.0369226635, 0.0477690063, 0.0334408097, 0.0915301293, 0.0936342701, 0.0173842125, 0.0603187047, 0.0718914792, 0.1272504181, -0.0290822331, 0.0106772622, -0.0206656698, 0.0949368328, -0.0258258246, 0.0263769086, -0.0250367709, -0.0823620856, -0.0533049032, -0.0410808474, 0.0405548103, 0.0839151442, 0.0034254913, -0.0736449286, 0.1249458864, 0.1217395812, 0.0442871563, 0.050850071, 0.0064063575, 0.029658366, -0.0246485081, 0.0091617797, -0.0833640546, -0.0811597183, -0.0398033299, -0.0962894931, -0.053054411, -0.0663305372, -0.0098882094, -0.0357202962, -0.0634248182, 0.034918718, -0.0761498585, -0.0286313463, -0.0502488874, 0.025287265, 0.0940350592, -0.0733944401, 0.0220559053, -0.012537173, 0.0477189086, 0.0675830022, -0.0225443672, 0.0421078652, 0.0869711563, 0.1621190459, -0.0051163188, 0.0357954428, 0.0235212892 ]
802.1195
R. Michael Porter
R. Michael Porter
Numerical Solution of the Beltrami Equation
This paper has been withdrawn by the author due to many critical errors, including the fact that the algorithm converges to a wrong result
null
null
null
math.CV math.NA
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
An effective algorithm is presented for solving the Beltrami equation fzbar = mu fz in a planar disk. The algorithm involves no evaluation of singular integrals. The strategy, working in concentric rings, is to construct a piecewise linear mu-conformal mapping and then correct the image using a known algorithm for conformal mappings. Numerical examples are provided and the computational complexity is analyzed.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:15:18 GMT" }, { "version": "v2", "created": "Tue, 3 Mar 2015 17:55:10 GMT" }, { "version": "v3", "created": "Thu, 8 Mar 2018 20:23:20 GMT" } ]
2018-03-12T00:00:00
[ [ "Porter", "R. Michael", "" ] ]
[ 0.0112232165, 0.0374781303, 0.0130162351, 0.0438143611, -0.1088213921, -0.0579697676, 0.0044656945, 0.0402822495, 0.0167033821, 0.0147890318, 0.0721521378, 0.0149912518, -0.0875747949, 0.0240237508, -0.0114861028, 0.0619063191, 0.033325877, -0.0378286429, 0.0460792258, 0.0794859901, 0.0453242697, -0.0559206046, 0.0724217668, 0.0280681532, -0.0699951276, 0.0086213183, 0.0701569021, 0.005153243, -0.0621759482, -0.1307150871, 0.0658967942, -0.0267604627, -0.0318968557, -0.1513145715, -0.0403631367, 0.1232733876, 0.0262346901, 0.0307913851, -0.0716128871, 0.0400126204, -0.0227160603, 0.0506628826, -0.0486406796, 0.0371545777, 0.0203298628, 0.0681077391, -0.0161910914, 0.009618937, 0.021475777, -0.0361030325, -0.0148564382, 0.0533591509, 0.0366692506, -0.0384218246, -0.0047285804, -0.0095313089, -0.0582393967, -0.010495224, 0.1499125212, 0.0301442798, 0.0206938591, -0.0142228156, -0.0491260104, -0.0499888137, -0.0915113464, -0.0095380489, -0.0905946121, -0.0482362397, -0.0034984082, -0.0066024871, -0.0240237508, 0.0010052025, 0.064332962, -0.0276097879, -0.0664899796, -0.0135622295, 0.0040342915, 0.0416303836, -0.0165011622, -0.0405788384, 0.0877904966, -0.0048566535, 0.0931830332, -0.081265524, -0.0248461124, -0.0328405499, -0.018172849, -0.0200467557, -0.0775446743, -0.0853638574, -0.0279063769, 0.006703597, -0.0385296755, 0.112056911, 0.084177494, -0.0778682306, -0.0411180928, 0.0543028452, 0.0593179017, 0.0763583183, -0.1086596102, -0.06783811, 0.1055319458, -0.0548690595, 0.1636095643, 0.0207208227, 0.0567834117, 0.0506898463, -0.099222675, 0.0902710631, 0.0731767192, -0.019049136, 0.0415764563, 0.0244821161, 0.0714511126, -0.004903838, -0.0230800565, 0.0431942195, -0.1047230586, -0.0702108294, -0.0859031081, -0.0250213705, 0.1031052992, -0.0228508748, 0.0647643656, -0.0935065821, -0.0509864353, -0.0351323746, -0.0235114601, -0.0322473682, -0.0664360523, -0.0413607545, -0.0141688902, -0.0111221066, -0.022931762, -0.0334606916, -0.0035220005, 0.0956635997, 0.1135668233, 0.0106570004, 0.0273266789, 0.0629848316, 0.0476430617, -0.0563520081, 0.0286074076, 0.0502584428, -0.0679998845, 0.0681077391, 0.071936436, 0.0574844405, -0.0139666703, -0.0483171269, -0.0542758815, 0.0587247238, 0.0138183748, -0.1417158693, -0.03828701, 0.0271109771, 0.0198175721, 0.0230530947, -0.0317081138, 0.0444345027, -0.1041298807, -0.0461331494, 0.0875747949, 0.1194986105, -0.0293623619, 0.0299825035, -0.0053318706, -0.0556509793, -0.0211252626, -0.0369388759, -0.030413907, -0.1075811088, 0.0038253306, 0.0452703461, 0.045297306, -0.1357840747, -0.0688087642, 0.0265852064, -0.0265447609, 0.0569451861, 0.1045612842, 0.0535748526, -0.0609356649, 0.1065026, 0.0318429284, -0.0894082561, 0.0154630989, 0.0629848316, -0.0110412184, 0.0999776274, 0.1183122545, 0.0217319224, -0.0666517541, -0.0285534821, 0.1079046577, -0.1147531793, 0.0016388256, 0.016528124, 0.0140610393, -0.0117961736, 0.0765740201, -0.0478048362, -0.1017571688, 0.0311418995, 0.0543567687, 0.015934946, -0.0015377156, 0.0897318125, -0.0335955024, 0.0516605005, 0.1146453321, -0.066112496, 0.0007073492, 0.0423314124, -0.143872872, 0.1227341369, -0.0002247592, 0.1010022089, -0.0973892137, 0.0838539451, 0.0625534281, 0.0088370191, 0.0064339703, 0.0086685028, 0.1254304051, -0.0533321872, -0.0274480116, 0.0482362397, 0.134813413, 0.0209904481, -0.0035051489, 0.0060430113, 0.0840696469, 0.027798526, -0.0737159774, 0.0347279347, -0.1142139286, -0.077760376, -0.0612052903, -0.0038253306, -0.0105356686, -0.104453437, -0.0640094131, 0.0433020703, -0.0873051658, 0.0280681532, 0.0595875308, -0.0572687387, -0.0325978845, 0.0018115552, 0.0255471431, 0.0397699587, -0.0485058688, 0.1464612931 ]
802.1196
Marc Lilley
Felipe T. Falciano, Marc Lilley, Patrick Peter
A classical bounce: constraints and consequences
Updated references, improved figure resolution
Phys.Rev.D77:083513,2008
10.1103/PhysRevD.77.083513
null
gr-qc
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We perform a detailed investigation of the simplest possible cosmological model in which a bounce can occur, namely that where the dynamics is led by a simple massive scalar field in a general self-interacting potential and a background spacetime with positively curved spatial sections. By means of a phase space analysis, we give the conditions under which an initially contracting phase can be followed by a bounce and an inflationary phase lasting long enough (i.e., at least 60-70 e-folds) to suppress spatial curvature in today's observable universe. We find that, quite generically, this realization requires some amount of fine-tuning of the initial conditions. We study the effect of this background evolution on scalar perturbations by propagating an initial power-law power spectrum through the contracting phase, the bounce and the inflationary phase. We find that it is drastically modified, both spectrally (k-mode mixing) and in amplitude. It also acquires, at leading order, an oscillatory component, which, once evolved through the radiation and matter dominated eras, happens to be compatible with the WMAP data.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:15:28 GMT" }, { "version": "v2", "created": "Wed, 18 Jun 2008 13:56:10 GMT" } ]
2008-11-26T00:00:00
[ [ "Falciano", "Felipe T.", "" ], [ "Lilley", "Marc", "" ], [ "Peter", "Patrick", "" ] ]
[ 0.021486463, 0.1028815582, 0.0722935945, -0.0247843172, -0.0262532309, -0.0246403068, -0.0385373831, 0.0066893175, -0.0440098047, 0.0419648476, -0.0310200006, -0.010966449, -0.1732742041, -0.0258932039, 0.0839296952, 0.0695285797, -0.054753039, 0.061982397, -0.0030458358, -0.0195135102, -0.0574604459, -0.103342399, 0.0192398895, 0.0444130376, -0.0078054043, -0.0982732028, -0.0224225353, -0.0261380225, 0.0302135386, 0.0521320328, 0.0460835658, -0.0448738709, -0.1351400614, -0.1230431199, -0.0352539271, 0.1868688613, -0.0231713932, -0.0032528518, 0.0246115047, -0.0721783862, -0.0565099716, -0.0247267131, -0.0947017297, 0.0614063516, 0.0338138156, 0.0687221214, -0.0370396674, 0.0295222849, 0.0105992202, 0.0824895874, -0.143895939, 0.0182462111, 0.0382493585, -0.0584109202, -0.1045520902, -0.0023869846, 0.0154091921, 0.0262964349, -0.0470052361, -0.0565099716, 0.0226385519, -0.058698941, -0.0595054068, -0.0162876602, -0.0706230626, 0.0697589964, -0.0098143592, 0.0505767129, -0.0105776181, 0.1482738703, -0.0140842898, -0.0252163522, -0.047754094, 0.0844481364, -0.0086766714, -0.0801854059, 0.0026192027, 0.0191822853, -0.0714871287, -0.0001091897, -0.0018415425, 0.0265124515, 0.018591838, -0.0391134284, 0.0131626185, 0.0168205015, -0.01214734, 0.038076546, -0.122006245, 0.0485029519, 0.0635953248, 0.0023689833, -0.0157260168, 0.0286870208, 0.0764411166, -0.126960218, 0.0937224552, -0.0110024512, 0.1638270766, 0.0319128707, 0.0250867419, -0.0601966567, 0.1147480831, -0.1027663499, 0.1268450171, 0.0453923121, -0.020262368, 0.0540041775, -0.1096788868, -0.001383407, -0.0350235105, 0.0206511989, -0.0431169383, -0.0152795827, -0.0533129275, 0.0080214208, -0.0898053497, -0.0078630084, -0.1253473014, -0.0548394434, 0.0320856832, 0.0111680645, -0.031164011, -0.0450178832, 0.0655538738, -0.1008078009, 0.0095191365, 0.0291046519, -0.0455363244, 0.0362620056, 0.0985036194, 0.0515271872, 0.0184334274, -0.0221633147, -0.1224670783, -0.0283269919, -0.0269012824, -0.0195711143, 0.0167628974, -0.002442789, 0.0317976624, 0.0078918105, 0.0383933708, -0.0273189135, 0.0103327995, 0.1122710854, 0.0130762123, 0.0339002237, 0.0413023978, 0.0294070765, 0.018635042, 0.0346490815, -0.0075533846, 0.0414752103, 0.0358299725, -0.0844481364, -0.069643788, 0.0048963791, -0.0249427296, -0.0009855763, -0.003243851, 0.1368681937, 0.0252739564, -0.0495974384, 0.040524736, 0.0322872996, -0.0678004473, -0.005054791, -0.1081811711, -0.0887108669, 0.0448162667, -0.1213149875, -0.1322598308, -0.0485605597, 0.1015566587, 0.139978826, -0.0090078972, -0.1407852918, 0.0398046821, -0.0522760451, 0.0621552095, 0.018231811, 0.0877315924, -0.0419072434, 0.0057136421, 0.041360002, -0.022667354, 0.081452705, 0.0125793731, -0.0512103625, -0.0830080211, 0.074885793, 0.083065629, 0.0464579947, 0.0024013859, -0.0996557102, 0.0072113583, -0.0480133146, -0.0102967964, 0.0751162097, -0.0241650697, -0.0159708355, 0.0726392195, -0.1103125364, -0.0131770195, -0.0407551527, -0.0067037186, 0.1311077476, -0.0869251266, -0.0358299725, 0.0756346509, -0.0081582312, 0.0406399444, 0.0225377437, -0.2063391656, -0.0021853691, -0.0165036768, 0.0544362143, 0.0767867416, 0.0659571066, 0.0038342967, 0.0676276311, 0.0702774376, 0.0633073002, 0.095162563, 0.0371836759, 0.025907604, -0.0382205583, -0.023877047, 0.0700470209, -0.0010890843, -0.0285718106, -0.0282117836, 0.0123777576, 0.0838144869, 0.0306455716, 0.0055876323, 0.0041655223, -0.0367228426, -0.1142872423, -0.0171517264, 0.0096775489, -0.0009324722, -0.0964298621, -0.0218032878, 0.0733304769, -0.0456803367, 0.0069485377, 0.0811646804, -0.0214000568, 0.0625584424, 0.0220049024, -0.0265556555, 0.0501734838, -0.0140770897, -0.0374140963 ]
802.1197
Chandana Sinha
S.Ghosh Deb, S. Roy and C. Sinha
Laser-assisted multiphoton ionization of a hydrogen atom by electron impact
20 pages, 22 figures
null
null
null
physics.atom-ph
http://creativecommons.org/licenses/by/3.0/
The dynamics of the electron impact multiphoton ionization of a hydrogen atom in the presence of an intense laser field has been studied theoretically, with a view to comparing (qualitatively) the results with the recent kinematically complete experiments of Horr et al [ Phys. Rev. Lett., vol. 94, 153201, (2005) ] for the He target. Significant laser modifications are noted in the present doubly (DDCS) and the fully differential cross sections (TDCS). For most of the explored kinematics (chosen in accordance with the experiment), the present binary peak intensity of the laser-assisted TDCS is significantly enhanced with respect to the field free ones, in agreement with the experiment but in contradiction with the existing first order theories. Importance of the multiphoton effects are also studied.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:15:43 GMT" } ]
2008-02-11T00:00:00
[ [ "Deb", "S. Ghosh", "" ], [ "Roy", "S.", "" ], [ "Sinha", "C.", "" ] ]
[ 0.0216416735, 0.0372690335, -0.0227755196, 0.0490265265, 0.0316244513, 0.0147276763, -0.0176608879, 0.1347798109, -0.0223441646, 0.0923838168, 0.061720673, 0.0403994359, -0.086270906, -0.0815383345, -0.0479173288, -0.0052994988, -0.0009289528, -0.00424268, 0.0284201019, -0.0074562714, -0.1080604792, 0.0047911163, 0.0298990328, 0.0323392674, -0.0743408725, -0.0516639501, -0.0192753859, -0.074538067, 0.1028349251, 0.011714357, 0.0262017082, -0.0508258902, -0.0376387648, -0.047720138, -0.1293570697, 0.1885142624, -0.0334977619, 0.1162438914, -0.0921866298, 0.0435544848, 0.0254868921, -0.0544246174, -0.1287654936, 0.0015012679, -0.0319448858, -0.05841773, -0.0198792815, 0.0286172926, -0.0072344318, 0.0069016726, -0.0304659549, 0.0576289669, -0.0210008044, 0.0493716076, -0.1149621457, -0.0345576629, 0.0238107704, 0.0302194674, -0.0865666941, -0.0388712063, 0.0265467912, -0.0255361889, -0.0015913901, -0.0045261416, -0.1100323796, 0.0158738475, -0.0276559889, -0.0041132737, 0.0077890307, 0.0204585306, 0.1291598827, 0.0548682995, -0.0623615421, -0.0205817744, 0.002107475, -0.081439741, -0.0439488664, 0.0068215639, 0.000602741, 0.0754254237, 0.1597244292, -0.102539137, -0.0248583462, -0.031673748, -0.0386000685, 0.0496920422, -0.0403994359, -0.0029701842, -0.1069759279, -0.0542767271, 0.065467298, 0.0804044902, -0.0628052205, -0.038279634, 0.0512202717, -0.0929260924, 0.0395613723, -0.0084360624, -0.0078814635, 0.0509244837, 0.0981516466, 0.0260291658, -0.0149125429, -0.0199532285, 0.1052998081, -0.0249199681, -0.0599459559, -0.0660588667, 0.0212226436, 0.0612276979, 0.1476957947, -0.0491990671, -0.0305891987, 0.0793692395, -0.0638897717, -0.0784818754, -0.0176855363, 0.0543753207, -0.0952923819, 0.0024078826, -0.1604145914, 0.0354203694, 0.0495441519, 0.0009466692, 0.1033279002, -0.0893273652, 0.1283711195, -0.162978068, 0.0135075599, -0.0012886717, 0.0127804186, 0.0204708539, -0.0357408039, -0.0588614084, 0.0498399362, 0.0206926931, 0.0484349541, 0.0493469611, -0.0047849542, -0.0494455546, 0.0702984631, -0.054818999, 0.1055955961, 0.0844468921, -0.0307124443, 0.0177594833, -0.0530935824, 0.06517151, -0.0039777053, -0.0023154495, -0.032807596, -0.1132860258, 0.018794734, -0.0923838168, 0.052649904, -0.1481887698, 0.0634460896, 0.0888836831, -0.1200891063, -0.0919894353, 0.0397092663, 0.0189672764, 0.002207611, -0.024636507, 0.0120656025, 0.0546711087, -0.0478433818, 0.003765109, -0.0561500378, -0.0648264289, -0.1216666326, -0.1729362011, 0.0678828806, 0.0380824432, 0.1289626807, 0.0253882967, 0.0006951741, -0.0756226107, -0.1049054265, -0.0479666255, 0.0394627787, 0.0511216745, 0.0748831481, -0.0193246845, -0.0301455203, -0.0851370618, -0.0116897086, 0.0706435516, -0.0369485989, -0.0307370927, -0.0150357867, 0.0765099749, 0.0237491485, -0.0023046657, -0.0351738818, -0.1127930507, 0.0157259535, 0.065023616, -0.0430122092, -0.0646292344, 0.0978558585, -0.0144565394, 0.0626573265, -0.0497413427, 0.0004868144, -0.0525513068, 0.0586642176, -0.0067722662, -0.0029178055, 0.0315751545, 0.0874540508, -0.0356668569, 0.1068773344, 0.0106914304, -0.0381563902, -0.1164410785, -0.0229234137, 0.008023195, 0.0512202717, 0.0204955023, -0.0207912885, 0.0602417439, 0.0850877687, 0.0774466246, -0.0046709534, -0.0139635624, 0.0329061896, -0.0672913119, 0.0401282981, -0.0562486313, -0.0231452528, -0.0181661882, -0.0682279617, -0.0468327776, -0.0638404712, 0.0347548537, 0.0044583571, -0.0611783974, 0.0467834808, -0.1181171983, -0.001853284, 0.013371991, 0.0388465561, -0.0154548176, -0.0531921759, -0.0357408039, -0.0373183303, 0.0573331825, 0.0424206369, -0.0412621424, -0.0128050679, -0.0354696698, 0.0202120412, -0.0934190676, 0.0037712711, 0.0199285802 ]
802.1198
Mercedes Siles
Gonzalo Aranda Pino, Dolores Martin Barquero, Candido Martin Gonzalez, Mercedes Siles Molina
Socle theory for Leavitt path algebras of arbitrary graphs
20 pgs
null
null
null
math.RA
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
The main aim of the paper is to give a socle theory for Leavitt path algebras of arbitrary graphs. We use both the desingularization process and combinatorial methods to study Morita invariant properties concerning the socle and to characterize it, respectively. Leavitt path algebras with nonzero socle are described as those which have line points, and it is shown that the line points generate the socle of a Leavitt path algebra, extending so the results for row-finite graphs in the previous paper [12] (but with different methods). A concrete description of the socle of a Leavitt path algebra is obtained: it is a direct sum of matrix rings (of finite or infinite size) over the base field. New proofs of the Graded Uniqueness and of the Cuntz-Krieger Uniqueness Theorems are given, shorthening significantly the original ones.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:17:02 GMT" } ]
2008-02-11T00:00:00
[ [ "Pino", "Gonzalo Aranda", "" ], [ "Barquero", "Dolores Martin", "" ], [ "Gonzalez", "Candido Martin", "" ], [ "Molina", "Mercedes Siles", "" ] ]
[ 0.0044444776, -0.0333725661, 0.0391945727, 0.0637821481, 0.0322549492, 0.005893481, 0.0179338567, -0.0149318846, -0.0835873634, -0.0171671193, 0.0087265102, -0.1298515201, -0.060403306, -0.0400002971, 0.0210527871, -0.0029792294, 0.1086427793, 0.0046394104, 0.0656015277, 0.0273686238, 0.1196630076, 0.0587918572, 0.0346201397, -0.03914259, 0.0357897393, -0.0490192063, 0.0512544401, 0.0629504323, 0.0862384588, 0.0256532114, 0.0493051074, -0.0570764467, -0.0297078229, -0.0483434387, -0.1366091967, 0.068356581, 0.0333725661, 0.0638861135, 0.0254452825, 0.050344754, 0.0191944242, 0.022456307, -0.0052502016, -0.0060234363, 0.1104101762, 0.0466800071, 0.0784931108, 0.075478144, 0.0069721113, -0.0045776819, -0.0244446248, 0.0625345781, 0.1276682615, -0.0788049996, -0.1378567666, 0.0249774437, -0.0146459825, -0.0135413613, 0.0801045597, -0.0045679351, 0.0323329233, 0.0066927071, 0.0303316079, 0.0013312314, -0.015490693, 0.0560887866, -0.141287595, -0.0252763405, 0.0048180996, 0.0996498615, -0.0472258218, 0.0347760879, 0.0240937453, 0.0697081164, -0.091384694, -0.0250814073, 0.0183497146, 0.041819673, -0.0041000955, -0.0384928137, 0.0172840785, 0.0301756617, 0.035841722, 0.0092398347, 0.0446527041, -0.0001124927, -0.0539055318, 0.0553090535, -0.1460699588, 0.0732429102, 0.037167266, -0.0288241245, -0.096219033, -0.0113516115, 0.1807940602, -0.0193763617, 0.095335342, 0.0176869407, 0.0583240204, -0.0457963124, -0.0211567525, -0.0792728439, 0.0253932998, -0.1366091967, 0.081456095, 0.0383108743, 0.0679407269, -0.088213779, -0.0444707647, -0.0316311643, -0.0389086716, -0.0115985265, -0.0427293628, 0.1207026467, 0.0908648744, -0.1209105775, -0.1319307983, -0.0534896739, 0.049071189, -0.0110397181, -0.0096621895, -0.0004913941, 0.0024805253, 0.0472518131, 0.0221444145, 0.0259910952, 0.0368293822, -0.1045361906, 0.00210203, -0.0561407655, 0.0521641299, -0.0797926635, -0.0481874906, -0.0083431415, -0.111241892, -0.0104939053, -0.0580121242, -0.074854359, 0.0925802812, 0.0341522992, 0.0189734995, -0.0242107064, 0.0586878955, 0.0374271795, 0.0157765951, 0.0232230444, -0.027810473, 0.1598972231, 0.0621187203, 0.0480315462, -0.001402707, 0.0354518555, 0.06492576, 0.0969467908, -0.0710076764, -0.0988181457, -0.0395324565, -0.0676288307, 0.1005855426, 0.0181677751, 0.1211185083, 0.0270827226, -0.0223263521, -0.0371412747, 0.0387007408, 0.0439249538, -0.1242374405, 0.0414038152, 0.0034925535, -0.0843151137, -0.0557249077, -0.0728790313, -0.106667459, -0.0665372089, 0.0449126139, -0.0562967137, -0.104120329, -0.0510205217, 0.0071670446, -0.0782331973, -0.0137232989, 0.0560368039, -0.0058479966, 0.0219234899, -0.068980366, 0.0480575375, 0.1068753824, 0.119766973, -0.0170631539, 0.037817046, -0.1092665642, -0.0265109185, 0.0834314153, 0.1047960967, 0.0565046407, -0.1464858204, 0.0377910547, 0.0341782905, -0.0558288731, -0.0531257987, -0.0305135474, 0.0349840149, 0.0398183577, -0.0333725661, -0.0044639707, 0.0214946363, -0.0000882276, -0.0357117653, -0.0046978905, -0.0003403209, -0.0007151613, -0.0401822329, 0.0164003819, 0.0385967791, 0.0139702139, 0.0618068241, -0.0344641916, 0.1111379266, -0.0471218564, 0.1030806825, -0.0446007214, 0.0546852648, 0.0804684311, 0.0420016125, 0.1144647896, 0.0205459613, -0.0332166217, -0.0370113216, 0.040546108, 0.0133724185, 0.1036524922, -0.0179858375, -0.073554799, -0.0676288307, -0.0250814073, -0.0141651472, -0.0085380748, 0.0014701213, -0.0719433501, -0.0626905262, -0.0901890993, -0.0156206489, 0.0486033484, 0.0946075916, 0.0001811254, 0.0487073138, 0.0402602069, 0.0305395368, 0.0010623861, 0.1051079929, -0.1021450087, 0.0649777427, 0.0280443933, -0.0069201291, -0.1122815311, 0.0883177444 ]
802.1199
Ian Linington
I. E. Linington and B.M. Garraway
Dissipation control in cavity QED with oscillating mode-structures
v1: 11 pages, 7 figures. v2: Journal-ref added. Minor typographical changes and two references added
Phys. Rev. A, 77, 033831 (2008)
10.1103/PhysRevA.77.033831
null
quant-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We demonstrate how a time-dependent dissipative environment may be used as a tool for controlling the quantum state of a two-level atom. In our model system the frequency and coupling strength associated with microscopic reservoir modes are modulated, while the principal features of the reservoir structure remain fixed in time. Physically, this may be achieved by containing a static atom-cavity system inside an oscillating external bath. We show that it is possible to dynamically decouple the atom from its environment, despite the fact that the two remain resonant at all times. This can lead to Markovian dynamics, even for a strong atom-bath coupling, as the atomic decay becomes inhibited into all but a few channels; the reservoir occupation spectrum consequently acquires a sideband structure, with peaks separated by the frequency of the environmental modulation. The reduction in the rate of spontaneous emission using this approach can be significantly greater than could be achieved with an oscillatory atom-bath detuning using the same parameters.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:27:29 GMT" }, { "version": "v2", "created": "Fri, 21 Mar 2008 23:03:51 GMT" } ]
2008-03-22T00:00:00
[ [ "Linington", "I. E.", "" ], [ "Garraway", "B. M.", "" ] ]
[ -0.0219987836, 0.1263129711, -0.0662545189, 0.0718527287, -0.0386982933, 0.1098988056, -0.0039676623, 0.0529112183, -0.0554929189, 0.0521774739, 0.0721788406, -0.0069094389, -0.0550309308, 0.0923976079, 0.1216387376, 0.0230450518, 0.0461988039, 0.0655479506, 0.0744616017, 0.1569672376, -0.1207691133, -0.0695156157, -0.0148379691, 0.0219580196, -0.0442421511, -0.0717440248, 0.0433997028, 0.0141042238, 0.0307901446, -0.0567973554, 0.1164209917, -0.0616346411, -0.0499762371, -0.0773422346, -0.0295400601, 0.0885386541, -0.0021366947, -0.0308988485, -0.1493580192, -0.011570083, -0.0375569128, -0.1021265388, -0.1030505151, 0.0690264478, 0.0433453508, 0.0024543116, -0.1096813977, 0.0072219605, 0.0595692843, -0.0281812716, 0.0084448699, -0.0213193893, -0.0020025144, -0.0644609183, -0.0174196679, -0.0958761126, 0.0026445419, 0.0975066572, -0.0932128802, -0.0298389923, 0.0454107076, -0.0032390119, -0.0176778361, 0.0575582758, -0.0983219296, 0.0463075079, -0.0130715445, 0.0169984419, -0.0433453508, 0.0915823355, 0.0282627977, -0.0023574978, -0.0155988904, 0.0231809299, 0.0634825975, -0.0601127967, -0.0018003946, -0.0062640146, -0.0356546082, 0.105768092, 0.1015286669, -0.0093212882, 0.043508403, -0.1004416347, -0.0325837471, 0.0274475254, -0.0726680011, 0.0602758527, -0.01746043, -0.0038861348, 0.0408451781, 0.1239214987, -0.0867450535, -0.0657110065, 0.0568517074, -0.0864732936, 0.1039744914, -0.0135539146, 0.0249201786, 0.0724506006, -0.0094299912, -0.017514782, 0.0472043082, -0.0433453508, 0.1381615996, -0.1202255934, -0.0794619471, 0.0078198276, -0.0344588719, 0.0501936451, 0.0974523053, -0.0130036045, 0.008900064, -0.0275290534, -0.0341599397, -0.1394660473, -0.0075073061, -0.023425512, -0.0574495718, 0.0804402754, -0.0209932812, -0.031904351, 0.0645152703, 0.0273659974, 0.0596779846, 0.0191045646, 0.0117942831, -0.1115293503, -0.1182689443, 0.0622325093, 0.0644609183, 0.0684829354, 0.0310890786, -0.0681024715, -0.0868537575, -0.0628303736, -0.0375840887, 0.0595149323, 0.0737006813, -0.052802518, 0.110659726, -0.0014360695, 0.0873972699, 0.0588627122, 0.0955500007, 0.0583191961, 0.0365242325, -0.0339425355, 0.0631021336, 0.0021180115, -0.0212378632, -0.0928324237, 0.0502208173, 0.0079557057, 0.1226170659, -0.0254772827, 0.0385080613, 0.1083226129, 0.0423126705, -0.0453291796, -0.0258577429, 0.0813098997, -0.0622868612, -0.0431007668, 0.1041375399, -0.0030929421, -0.061145477, 0.0794075951, -0.0825056285, -0.0259936228, -0.0207622871, -0.0685916394, -0.0343773477, -0.0208302252, 0.0407908261, -0.0006500953, -0.0446226113, -0.1220735461, -0.0448671915, 0.0048712562, 0.0570691116, -0.0322032832, 0.0286704358, 0.0472314842, 0.0183164682, -0.1063116044, -0.0463618599, 0.0499490611, -0.0399212018, -0.0213873293, -0.126856491, 0.1216387376, 0.0053638173, 0.1207691133, -0.0096270153, -0.052775342, -0.0018700325, 0.0542428344, 0.0150146121, -0.0532645062, -0.0161288176, -0.0054657264, 0.0526122861, -0.0418778583, -0.0041612894, 0.0302466303, 0.0740811452, 0.0265235491, -0.0908757672, -0.0304096844, 0.0437801629, 0.0492153168, 0.1143556312, 0.031795647, -0.1194646731, -0.0068381024, -0.0561451353, 0.0301922783, 0.0762008503, 0.0707656965, -0.0785923228, 0.0232624579, -0.0100822095, 0.1285957396, 0.0021910463, -0.0428018346, -0.0629934296, 0.0083905179, 0.0150689632, 0.0599497445, 0.0549494028, 0.0109790098, -0.0667436868, 0.0220667236, -0.0075548636, 0.0595692843, -0.0129288714, -0.0804402754, -0.0950608328, -0.0594062284, -0.0582104959, 0.0094707552, -0.0250832345, 0.0113322949, -0.0240505543, 0.0273795854, -0.0997894183, -0.0621238053, 0.0397581495, -0.0713092163, -0.0141313989, 0.0442149751, -0.0700591281, -0.0139411688, -0.0325837471, 0.0298661683 ]
802.12
Francesco Pace
F. Pace, M. Maturi, M. Bartelmann, N. Cappelluti, K. Dolag, M. Meneghetti, L. Moscardini
Statistical properties of SZ and X-ray cluster detections
13 pages, 17 figures, published on A&A
null
10.1051/0004-6361:200809550
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Aims. We calibrate the number density, completeness, reliability and the lower mass limit of galaxy-cluster detections through their thermal SZ signal, and compare them to X-ray cluster detections. Methods. We simulate maps of the thermal SZ effect and the X-ray emission from light cones constructed in a large, hydrodynamical, cosmological simulation volume, including realistic noise contributions. The maps are convolved with linear, optimised, single- and multi-band filters to identify local peaks and their signal-to-noise ratios. The resulting peak catalogues are then compared to the halo population in the simulation volume to identify true and spurious detections. Results. Multi-band filtering improves the statistics of SZ cluster detections considerably compared to single-band filtering. Observations with the characteristics of ACT detect clusters with masses M>6-9e13 M_o/h, quite independent of redshift, reach 50% completeness at ~1e14 M_o/h and 100% completeness at ~2e14 M_o/h. Samples are contaminated by only a few per cent spurious detections. This is broadly comparable to X-ray cluster detections with XMM-Newton with 100 ks exposure time in the soft band, except that the mass limit for X-ray detections increases much more steeply with redshift than for SZ detections. A comparison of true and filtered signals in the SZ and X-ray maps confirms that the filters introduce at most a negligible bias.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:28:32 GMT" }, { "version": "v2", "created": "Mon, 3 May 2010 08:34:15 GMT" } ]
2015-05-13T00:00:00
[ [ "Pace", "F.", "" ], [ "Maturi", "M.", "" ], [ "Bartelmann", "M.", "" ], [ "Cappelluti", "N.", "" ], [ "Dolag", "K.", "" ], [ "Meneghetti", "M.", "" ], [ "Moscardini", "L.", "" ] ]
[ 0.0615616851, 0.0671810061, -0.0399875008, -0.0019959256, -0.0564440861, 0.0672311783, -0.0172468051, 0.038958963, 0.01963, 0.0118407151, 0.0260144528, -0.0029507715, -0.1061650589, 0.0858451873, 0.0093383603, 0.0744560212, -0.0717968792, 0.0884541571, -0.0295516159, -0.013157744, -0.0782691315, 0.0221386254, -0.0646222085, -0.0826341435, -0.1404830664, -0.0488429517, 0.0699906647, -0.0191533603, 0.1118847206, -0.0058137411, -0.0161430091, -0.0546378754, -0.0709439442, -0.0087676486, -0.083587423, 0.1199123263, -0.0648730695, 0.0802760348, -0.1190092191, -0.0853434578, 0.0488429517, 0.1457010061, -0.1077705771, 0.0470367409, 0.0076638525, -0.0531327017, -0.0029225494, -0.0989903882, -0.0216996148, -0.0240326375, -0.0578990914, 0.1034557372, 0.0124051562, -0.1198119819, -0.0398118943, -0.0273941979, -0.0554908104, 0.039184738, 0.0029946724, -0.0022687388, -0.0023471334, 0.0021997516, 0.0468862206, 0.0303292889, -0.0682848021, 0.0279962681, 0.0618125461, -0.0204954743, 0.0686360076, 0.0967827961, 0.0579994358, -0.0780182704, 0.0018015071, 0.0352712832, 0.0552901179, -0.0177610721, 0.0490687266, -0.027695233, -0.022276599, 0.0999436602, 0.0032643497, 0.0166196488, -0.0260395389, -0.0461085476, -0.0032329918, -0.0154155074, -0.0288241133, -0.0261900555, -0.0860960484, 0.0391596518, -0.0381562039, -0.0211978909, 0.0579492636, -0.0467607901, 0.0170335714, -0.0860458761, 0.0074255331, -0.0419693142, 0.0797743127, 0.0234556533, 0.0367262848, 0.0817812085, 0.0861462206, -0.1577424109, 0.0907620937, 0.0369018912, -0.1155974939, 0.0304296352, 0.0855441466, 0.0549389124, 0.1052619517, -0.0104609709, -0.086246565, 0.0861462206, -0.0230041016, 0.0016839153, -0.1009972841, -0.0191659033, -0.0447538905, 0.1127878278, -0.0360489562, 0.0420445725, 0.0412668996, 0.1200126708, 0.0231671613, -0.0576983988, 0.0641706586, -0.1218188852, -0.1604517251, -0.0196927153, 0.0779680982, -0.0685858354, -0.0049482649, 0.02231423, -0.0919662341, -0.0743055046, 0.0234932825, -0.0593540929, -0.0259141084, 0.0000960823, 0.0061398624, 0.0589025393, 0.0339918844, 0.128040269, -0.0480401888, 0.008460342, -0.0666291118, 0.0182502549, 0.043248713, 0.0454061329, 0.0057322108, -0.0149012394, -0.0467357039, -0.081430003, 0.051577352, -0.1080716103, -0.0221762545, 0.1314520091, -0.0937724411, -0.0693885982, 0.0476388112, 0.0081279483, -0.0341674872, -0.0279711802, 0.0172969773, 0.0358984396, -0.0253496673, -0.0280464403, -0.1413861662, -0.0637191013, 0.0070492392, 0.0578990914, 0.0088240923, -0.0937724411, -0.0415679328, 0.0777172372, 0.0355221443, -0.0053559169, -0.0597053021, -0.0157165434, -0.0064910701, -0.0061492696, 0.0919662341, -0.056945812, -0.0570963286, -0.0497711413, -0.0392349139, 0.0615616851, 0.0625149608, -0.043248713, 0.0017058657, -0.0209093988, -0.0581499524, 0.113189213, -0.0917655453, -0.0802258626, 0.0355723165, 0.1299468279, -0.0786705166, 0.0692882538, -0.0091878427, 0.0364503376, 0.1134902462, -0.0414675884, -0.0813296586, -0.0210473724, 0.1153967977, 0.0365005098, 0.0408655182, 0.0294261836, 0.0386077538, -0.0698903203, 0.0793729275, -0.0219504777, -0.0259642806, 0.044879321, -0.125631988, 0.0620634109, 0.0572468489, 0.1184071526, -0.0219253916, 0.1034557372, 0.0832863897, 0.0124239707, 0.0012864548, -0.0312073082, 0.1157981828, -0.0520790778, 0.023907207, -0.0506742485, -0.0050580176, 0.0421950892, -0.074405849, 0.049470108, -0.0425212122, -0.0158168878, 0.0002978994, 0.0374287032, -0.0586516783, -0.1044591889, -0.050022006, -0.010341811, -0.0150015838, 0.0427720733, -0.0216619857, 0.0009595495, -0.0676827356, 0.0028159327, 0.0474882908, 0.0111633865, 0.0672813505, -0.0358231813, -0.0301536862, -0.0696896315, -0.0393101722, -0.0320351571 ]
802.1201
Emanuele Alesci
Emanuele Alesci
Tensorial Structure of the LQG graviton propagator
4 pages,; to appear in the proceedings of the II Stueckelberg Workshop, Int.J.Mod.Phys.A
Int.J.Mod.Phys.A23:1209-1213,2008
10.1142/S0217751X0804007X
null
gr-qc
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We review the construction of the tensorial structure of the graviton propagator in the context of loop quantum gravity and spinfoam formalism. The main result of this analysis is that applying the same strategy used to compute the diagonal terms, the Barrett-Crane vertex is unable to yield the correct propagator in the long distance limit. The problem is in the intertwiner-independence of the Barrett-Crane vertex. We also review the asymptotic behavior of an alternative vertex that is able to give the correct propagator.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:52:34 GMT" } ]
2008-11-26T00:00:00
[ [ "Alesci", "Emanuele", "" ] ]
[ 0.0280684363, -0.0243931077, -0.0620274693, -0.0058874488, 0.0019792654, 0.0570934638, -0.0790950954, -0.0635378808, -0.0390692502, -0.0188423544, -0.0422159359, 0.0365770757, -0.055734098, 0.0190185681, -0.0567913838, -0.0724492893, 0.020579325, -0.0712409616, 0.0126622636, 0.0671125129, -0.0421907604, -0.1094543189, 0.0965654925, 0.0783398896, -0.005758435, -0.1203292608, 0.0419893749, 0.0257776491, 0.0239777453, 0.0311899483, 0.0741107389, -0.0070485761, -0.0325241424, -0.1175098345, -0.0291508958, 0.1410722136, -0.0830725059, 0.0740603954, 0.0059503824, 0.0664076582, 0.0019525185, -0.0181752574, -0.168259576, 0.0439529046, 0.1202285662, 0.0245819092, -0.0274894461, 0.0063720387, 0.0408565663, -0.0207051914, 0.0322724096, -0.0133922948, 0.0352177061, 0.0459667854, -0.1196244061, -0.0864457488, -0.0077408468, -0.0457653962, 0.0703347176, -0.0643937737, -0.0031687126, -0.0866974816, -0.0173697043, -0.027791528, -0.1082459912, 0.0000393336, -0.1203292608, 0.0343618095, -0.0115798032, 0.0822669491, -0.0758728832, 0.0269608032, 0.0819145218, -0.0072877239, -0.0405293107, -0.0661559179, 0.0764266998, 0.0130146919, 0.0127503704, -0.0456647016, 0.0399754941, -0.0021444664, 0.0521594621, -0.0670621693, 0.0346890613, -0.0190311559, -0.0360987782, 0.024670016, -0.1082459912, 0.008470878, 0.0451864079, 0.0760239288, -0.003565195, -0.0087981336, 0.1062321067, -0.105527252, 0.1191209331, -0.0139335245, 0.0666593909, 0.0471751131, 0.0415614247, -0.0197989456, -0.0545761175, -0.1009960249, 0.115999423, 0.0051290975, -0.0884596258, -0.0676663294, -0.0171557311, 0.0173445307, 0.0278167017, 0.0342359394, -0.0695291683, 0.118516773, 0.0421655886, -0.1033119857, -0.0401013643, 0.0186157934, -0.0529146679, 0.0844822153, 0.0084582912, 0.0021806532, 0.0050252569, -0.0070045223, 0.1298951805, -0.1016505361, 0.0471499376, -0.1363396049, -0.1097563952, -0.00605737, 0.1770199537, -0.0413852111, 0.0084457044, 0.0308626927, -0.0294529777, -0.0305102654, -0.0154187595, 0.0583017915, 0.1421798468, 0.0221023206, -0.0505987071, 0.0211205538, 0.0460171327, 0.0335310847, 0.0822669491, 0.1081452966, 0.0083513036, -0.0471499376, -0.0114854025, -0.0384650864, -0.0607687943, -0.0162494853, 0.0367532894, 0.0338079929, -0.054777503, -0.0898189992, -0.0176214408, 0.0216617845, 0.0637392625, -0.0280432627, 0.0119448192, 0.1083466858, 0.0498183295, 0.0527132787, 0.0424424969, 0.0178228281, -0.0598625503, -0.0350918397, -0.062782675, -0.1145897061, -0.0274894461, -0.1491277218, -0.1584922671, -0.0293271113, 0.0057804617, -0.0564893, -0.0049434435, -0.0456898771, -0.0728520676, 0.0082883704, 0.0129391719, 0.0134174675, 0.0505231842, -0.023411341, -0.0466212966, 0.0510770008, -0.0233232342, 0.0735065788, 0.0197234266, -0.018200431, -0.0542236865, 0.1338222474, 0.109555006, 0.0867478326, -0.0390692502, -0.1181139946, 0.0698312521, 0.0300823152, 0.0381881781, -0.0054532061, 0.036627423, -0.0150411576, 0.1183153838, -0.0311144274, 0.0150537444, -0.0238267034, 0.1198257953, -0.0063311318, -0.0178102404, -0.0289746821, 0.0549788922, -0.0329017453, 0.0646455139, -0.0196479056, -0.1016505361, 0.047779277, -0.0936957151, 0.0596611612, 0.02824465, 0.0698815957, 0.0241287854, 0.067716673, -0.005314752, 0.0423418023, 0.005053577, 0.0264573339, 0.0414607301, -0.0718451291, -0.0377350561, 0.0578486696, 0.027791528, 0.0419138521, -0.0735065788, -0.0527132787, 0.0262055993, -0.1015498415, 0.0597115085, -0.0052172048, 0.0129014114, -0.1168049723, 0.0051322444, 0.0152425459, 0.0367029421, -0.0204660445, -0.0509007871, -0.0270363241, -0.010251902, 0.0255762618, 0.1180133, 0.0902721211, -0.0048836563, -0.0086282119, 0.0701836795, 0.0054280329, -0.0931418985, 0.0758225396 ]
802.1202
Joanna Rankin M
Timothy H. Hankins, Joanna M. Rankin
Arecibo Multi-frequency Time-Aligned Pulsar Average-Profile and Polarization Database
28 pages and 21 multi-paneled figures
null
null
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We present Arecibo time-aligned, total intensity profiles for 46 pulsars over an unusually wide range of radio frequencies and multi-frequency, polarization-angle density diagrams and/or polarization profiles for 58 pulsars pulsars at some or all of the frequencies 50, 111/130, 430 and 1400 MHz. The frequency-dependent dispersion delay has been removed In order to align the profiles for study of their spectral evolution and wherever possible the profiles of each pulsar are displayed on the same longitude scale. Most of the pulsars within Arecibo's declination range that are sufficiently bright for such spectral or single pulse analysis are included in this survey--and the calibrated pulse sequences are available by web download for further study.
[ { "version": "v1", "created": "Fri, 8 Feb 2008 18:50:36 GMT" } ]
2008-02-11T00:00:00
[ [ "Hankins", "Timothy H.", "" ], [ "Rankin", "Joanna M.", "" ] ]
[ -0.0255721379, -0.0383125655, 0.0403468609, -0.0512225181, -0.0667666197, 0.0529699251, -0.0522657484, -0.0369042084, 0.0156875476, -0.0758427083, -0.0445719361, 0.0103670834, 0.0177609641, -0.0931603014, 0.1123557091, 0.1061484963, -0.0673403963, 0.001173632, -0.0501010492, 0.0812674984, -0.0552911088, -0.0402946994, -0.0837190822, -0.0333833098, -0.0608723797, -0.0268370528, -0.0181130543, -0.0000104743, 0.0734432861, -0.0333311483, -0.0412596874, -0.0387820192, -0.0694790184, 0.0362782702, -0.0683836266, -0.0054867296, -0.0351046398, -0.0172654316, -0.0408163145, -0.0006703558, -0.0523700677, -0.0752167702, -0.0495011918, 0.0303318687, 0.0095390202, 0.0239551347, -0.0307491589, -0.0350524783, 0.1048966199, 0.0052194023, -0.1292560101, 0.0971767306, -0.0545086861, -0.0379213542, -0.0333572291, 0.0627501905, 0.081528306, 0.0296798497, -0.0425376408, -0.0213470627, 0.0008712588, 0.0203690361, 0.0463454239, -0.0300188996, -0.0073482404, -0.0319749527, -0.0141748665, 0.0343482979, 0.0660363659, 0.0783464611, 0.0030204724, 0.0399817303, 0.0235117618, -0.018752031, 0.0897698104, -0.0156614669, -0.0576383732, -0.0437373556, -0.0070091914, 0.058629442, 0.0168611798, 0.0183999427, -0.0708873719, -0.0181912966, 0.0012314987, 0.0087500792, 0.0376083851, -0.0213079415, 0.0508834682, 0.0847623125, 0.0403990224, -0.0732868016, -0.0715133101, -0.0607158989, 0.0256634206, -0.1633695811, 0.0824672133, -0.0262632761, 0.0830931515, 0.039694842, 0.0185694676, 0.0437112749, -0.062593706, -0.0504400954, 0.0497880802, -0.0264980029, 0.0666622967, -0.0131707592, 0.0284801368, 0.0417552181, 0.1094346642, -0.0439720787, -0.0620720945, -0.007543846, 0.0190389194, 0.0526047945, -0.0452239551, -0.0212296993, 0.058525119, 0.0378431119, -0.106826596, 0.0830931515, 0.0789202377, 0.0277498774, 0.0551346242, -0.0608723797, 0.0596205071, -0.0825715363, -0.043476548, -0.0862749964, -0.0200691074, -0.1280041337, 0.0230162274, -0.0754254162, -0.0786594301, 0.0733389631, 0.0540392362, -0.0941513702, 0.0335919559, 0.0033807124, 0.0845015049, 0.0188693944, 0.0184260234, 0.045119632, 0.025402613, 0.039799165, -0.0660363659, -0.0473104119, 0.0545608476, -0.0350785591, -0.0270196181, -0.0036154387, -0.1198669523, -0.0192084443, -0.0446240976, 0.014057504, 0.0794940069, -0.0231335908, -0.0800677836, -0.101714775, -0.0111299437, -0.0524222292, -0.1178848147, -0.0153354583, 0.0468148775, 0.006272411, -0.0312446933, -0.0642628744, -0.1922670007, -0.0172132701, -0.0658277199, -0.1539805233, 0.0065592988, -0.0647844896, -0.0063702138, 0.0564908236, -0.031505499, -0.0198995825, -0.180061236, -0.0350003168, 0.0382082425, 0.0014963809, 0.1175718457, -0.0321314372, 0.0190128386, -0.0022054501, -0.006481057, -0.0260024704, 0.0329660214, 0.0540392362, 0.0614983179, 0.0415987372, 0.014057504, 0.0800677836, -0.128943041, -0.0925865248, -0.0127469478, 0.0664014891, -0.1818347275, -0.0529438443, -0.0068461867, 0.0702092797, 0.0638977438, 0.0485883653, -0.1328029782, -0.1274825186, 0.1742191613, 0.0010383383, -0.0246723536, -0.0340614095, 0.101819098, -0.0792853609, 0.0955075696, 0.081528306, -0.0480406694, -0.0557084009, -0.1615960896, 0.0314272568, 0.0084501505, -0.0518484563, -0.0397209227, 0.033018183, -0.0027303246, 0.0882571265, 0.0229510255, 0.0897698104, 0.0807458833, 0.0030661137, 0.0687487572, 0.0081567429, 0.0692182109, 0.0577426963, 0.0511442758, 0.0738605782, 0.0156875476, -0.0006736159, 0.0439199172, 0.0633761287, 0.0061843889, -0.091751948, -0.0158701129, -0.0068722675, 0.0611853488, 0.0495272726, -0.0063832542, -0.0339310057, -0.0170176644, -0.0708352104, 0.0801199451, 0.0380256772, 0.1079741493, 0.058629442, -0.1223706976, 0.008606635, 0.0350785591, 0.0421725102 ]