id
float64
704
802
submitter
stringlengths
3
51
authors
stringlengths
4
3.81k
title
stringlengths
4
231
comments
stringlengths
1
604
journal-ref
stringlengths
8
237
doi
stringlengths
10
82
report-no
stringlengths
3
172
categories
stringlengths
5
115
license
stringclasses
8 values
abstract
stringlengths
20
2.86k
versions
listlengths
1
99
update_date
timestamp[s]
authors_parsed
sequencelengths
1
242
embedding
sequencelengths
256
256
712.0279
Jorge Plazas
Jorge Plazas
Heisenberg modules over real multiplication noncommutative tori and related algebraic structures
null
null
null
null
math.QA
null
We review some aspects of the theory of noncommutative two-tori with real multiplication focusing on the role played by Heisenberg groups in the definition of algebraic structures associated to these noncommutative spaces.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 13:02:15 GMT" }, { "version": "v2", "created": "Fri, 7 Dec 2007 15:45:15 GMT" } ]
2011-11-10T00:00:00
[ [ "Plazas", "Jorge", "" ] ]
[ -0.0904652476, -0.0014559251, 0.0011620618, 0.0408522002, 0.0295678508, -0.0553742535, 0.0298297238, 0.0858943686, -0.0628971532, -0.0296630766, -0.0182120819, 0.043185249, 0.0051273559, -0.0216640458, 0.0107606025, 0.0838469937, 0.0289726853, 0.019426221, 0.0108022643, 0.1336028874, 0.0033716159, -0.0258064009, 0.0448755212, -0.0204499066, 0.0444946177, -0.0343767926, 0.0443041623, 0.0725150332, 0.1592188329, -0.0198071264, 0.0180216283, -0.018223986, 0.0228067636, 0.0580882095, -0.1077964827, -0.0090822345, 0.0092845913, 0.0897510424, 0.0357575789, 0.10941533, 0.0063623255, 0.0499939509, -0.0846564248, 0.0110522341, 0.1191284433, 0.0426376984, 0.0800855458, 0.0445422307, 0.0011375112, 0.0114986086, -0.0153195746, 0.048327487, -0.0010698111, 0.0112903006, -0.0820376948, -0.0269015059, -0.0057939417, 0.0269729272, -0.0053535188, -0.0555170923, -0.0460896604, -0.0869418606, 0.0545648262, 0.0792285055, -0.0357337706, 0.0285441652, -0.0755622834, -0.0777048841, 0.0159742571, 0.035971839, -0.0813234895, 0.052565068, 0.0365670025, 0.1196997985, 0.0044339872, 0.0301154032, -0.0838469937, 0.0802759975, 0.0634685084, 0.0106475214, 0.0581358224, 0.1198902577, 0.0598498993, 0.0816091746, 0.0559932254, 0.0389714763, -0.0370907485, 0.0366384238, -0.0465181805, -0.0593261532, 0.0259968545, -0.0159861613, 0.0471847653, 0.0266158264, 0.0688964278, -0.172264874, 0.0147839254, -0.0100047421, -0.0103380345, 0.0842279047, -0.0139744999, -0.0562312901, 0.0246874895, -0.0010527, 0.0985595062, 0.0605641007, 0.0011419749, -0.0731340051, -0.1620756239, 0.0472561866, -0.0943695307, -0.0131650735, -0.0212355256, 0.0881321952, 0.0398285128, -0.007510996, -0.0153671885, -0.0532792658, 0.0338768549, 0.0625162423, -0.0521365479, -0.0726578757, 0.0024505963, 0.0428519584, 0.0885130987, -0.0441613235, -0.0540886931, -0.0385191478, -0.0183192119, 0.038638182, 0.0184025355, 0.0531840399, 0.002353882, -0.0453278497, -0.0850373283, 0.0310200565, 0.0618496574, -0.0848468766, 0.1017972082, -0.0108320229, -0.0111950738, 0.0125699081, 0.0959883854, 0.0679917708, -0.069753468, 0.0490892977, -0.079895094, 0.0114867054, 0.0210569762, -0.0071538961, -0.0316628367, -0.0847516507, 0.0378287546, -0.0489940718, -0.106177628, -0.0782286301, 0.0075586094, 0.0398999341, 0.0057314495, -0.0335911736, 0.1308413148, 0.085608691, -0.0496130437, 0.0361622907, 0.0409236178, 0.0823233724, -0.0110581862, -0.0538982414, -0.0155338347, 0.0019075073, 0.010629666, -0.0931315869, -0.1203663871, -0.0308057964, 0.0478751585, 0.0334483348, -0.1426494122, -0.1024637893, -0.0757051259, -0.042923376, -0.0332578793, 0.0087132314, -0.1000831276, 0.0103499377, -0.0928459093, 0.0182358883, -0.1027494743, 0.0669918954, 0.0430900231, 0.063611351, -0.0872275382, 0.0546124391, 0.0384477302, 0.2384473383, 0.0694201738, -0.0782286301, -0.0326151028, 0.0744671822, -0.1070346683, 0.0037435947, -0.0225925036, -0.0598975159, 0.1003688052, 0.0143673094, 0.0722769722, -0.0672299638, 0.0696582347, -0.0274728667, -0.0245208424, -0.0526126809, -0.0014105436, -0.0774192065, 0.1344599277, 0.0404236801, 0.000894981, 0.0294726249, -0.0747528598, 0.0179264024, -0.0708485693, 0.1155098304, -0.0587547943, 0.0759431943, -0.0318770967, -0.0364003591, 0.0665157586, 0.0560408384, 0.0604212619, -0.0129984273, 0.0274014454, -0.0114450436, 0.0746576339, 0.0458754003, -0.0143554062, -0.0907985345, -0.0337102078, -0.0313295424, -0.0675632507, -0.1201759353, -0.0039072651, -0.069991529, -0.0400189683, 0.0028002565, 0.0490416847, -0.0003753266, -0.048018001, 0.0239970963, -0.0101892436, -0.0340673067, 0.1151289269, -0.0443041623, -0.0874656066, 0.1478868723, 0.0227948613, 0.0642303228, -0.0401141942, 0.0100880647 ]
712.028
Yoshiaki Hyodo
Yoshiaki Hyodo, Masahiro Tsujimoto, Katsuji Koyama, Shogo Nishiyama, Tetsuya Nagata, Itsuki Sakon, Hiroshi Murakami, and Hironori Matsumoto
Suzaku X-Ray Spectroscopy of a Peculiar Hot Star in the Galactic Center Region
Accepted for publication on PASJ Vol.60, SP-1, 2008
null
10.1093/pasj/60.sp1.S173
null
astro-ph
null
We present the results of a Suzaku study of a bright point-like source in the 6.7 keV intensity map of the Galactic center region. We detected an intense FeXXV 6.7 keV line with an equivalent width of ~1 keV as well as emission lines of highly ionized Ar and Ca from a spectrum obtained by the X-ray Imaging Spectrometer. The overall spectrum is described very well by a heavily absorbed (~2x10^{23}cm^{-2}) thin thermal plasma model with a temperature of 3.8+/-0.6 keV and a luminosity of ~3x10^{34} erg s^{-1} (2.0--8.0 keV) at 8 kpc. The absorption, temperature, luminosity, and the 6.7 keV line intensity were confirmed with the archived XMM-Newton data. The source has a very red (J-Ks=8.2 mag) infrared spectral energy distribution (SED), which was fitted by a blackbody emission of ~1000 K attenuated by a visual extinction of ~31 mag. The high plasma temperature and the large X-ray luminosity are consistent with a wind-wind colliding Wolf-Rayet binary. The similarity of the SED to those of the eponymous Quintuplet cluster members suggests that the source is a WC-type source.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 13:10:43 GMT" } ]
2017-01-18T00:00:00
[ [ "Hyodo", "Yoshiaki", "" ], [ "Tsujimoto", "Masahiro", "" ], [ "Koyama", "Katsuji", "" ], [ "Nishiyama", "Shogo", "" ], [ "Nagata", "Tetsuya", "" ], [ "Sakon", "Itsuki", "" ], [ "Murakami", "Hiroshi", "" ], [ "Matsumoto", "Hironori", "" ] ]
[ 0.0128870197, 0.055742152, -0.0276516192, -0.0264811795, 0.0058948668, 0.0465980992, -0.0028255126, 0.0520845316, 0.1006577462, -0.1261147857, -0.0936838761, 0.0383318737, -0.1038764492, -0.0661785677, 0.0397461541, 0.066763781, -0.0653007329, 0.0207874812, -0.0036972456, 0.0171420518, -0.1417206377, 0.00956468, -0.0125700254, 0.0353570059, -0.1078754514, 0.0023439259, -0.0380880311, -0.0011414827, 0.1193847656, -0.0858809501, 0.0205924083, -0.0505239442, 0.0186904464, -0.124554202, -0.1964386553, -0.001363988, -0.0114361634, 0.0384294093, -0.158106789, -0.0861735642, 0.003069354, 0.0875390768, -0.0432574712, 0.0619357228, 0.083442539, -0.0999749899, 0.0128992116, -0.0452325866, 0.0757371485, -0.0467200167, -0.049621731, 0.07578592, 0.075639613, -0.0426234826, -0.1075828373, -0.0392584689, -0.0165202562, 0.0808090493, -0.0019705435, -0.0318456925, 0.0105522377, -0.0341865681, -0.105729647, 0.0187270213, -0.0109972488, -0.0573027357, 0.1047542766, -0.017276166, 0.0754445419, -0.0182759147, 0.0241524931, 0.0229820553, -0.0492315851, -0.0225309487, 0.1322595924, -0.0563273691, 0.0291390512, -0.0108204633, -0.0763711333, -0.0346498676, 0.0164349116, 0.0102657247, -0.0712504685, 0.0105278539, -0.0171664376, -0.0053980397, -0.0220676493, 0.0376978852, -0.0158740766, 0.0489633605, 0.0326259844, 0.0910503939, -0.0019309194, -0.0711529329, 0.0779804885, 0.0163373761, -0.0453057364, -0.0613017343, 0.1496210992, 0.0138136167, 0.0205680244, 0.0123749524, 0.0740302578, -0.0972439647, 0.0111862253, -0.0124968737, -0.039039012, 0.0662761033, 0.0278223082, -0.0043068491, 0.1071926951, 0.0063581653, -0.081199199, 0.1254320294, -0.1326497346, -0.0191049762, -0.044427909, -0.0068885204, -0.0578391887, 0.1276753694, 0.015057208, 0.1443541348, -0.0039167032, 0.0285782162, 0.0021183724, -0.0467200167, 0.0030480179, -0.0908065513, -0.0810041204, -0.0348693244, 0.0491584316, -0.1502063274, -0.0377954207, 0.0391365513, -0.0414774269, -0.0060320273, 0.0048067244, -0.0692021996, -0.0343328752, -0.0066081029, -0.0335525796, 0.042916093, 0.0974878073, -0.0074188756, 0.0365030617, 0.0299193431, -0.0887095109, 0.0325772166, -0.0042946571, 0.0265299473, -0.0159228463, -0.0155205075, 0.0424040258, -0.1794672906, -0.0389170907, -0.0889533535, 0.0507677868, 0.0209947471, -0.0728598163, -0.0826134756, 0.0240427647, 0.0143744526, -0.1028035507, 0.0838814527, 0.0486951359, 0.0009334555, -0.0742741004, 0.0243841428, -0.1770288795, -0.0690071285, -0.0833937675, -0.0559859946, 0.0140940351, 0.0253838934, 0.03901463, 0.0335038118, 0.0154473549, -0.0579854921, -0.1049493551, 0.0132771656, -0.0440133773, -0.008741715, 0.0892947316, 0.0008366809, 0.0427210182, -0.0690071285, -0.0101559954, 0.0741765648, 0.0752494633, -0.0569125898, -0.027505314, 0.0822720975, 0.0395023115, 0.1242615953, -0.1246517375, -0.0396730006, 0.0137038883, -0.0504264086, -0.0046756594, 0.0031638425, -0.0010332781, 0.1311866939, 0.0689095855, -0.043476928, -0.0556933843, -0.0078821741, 0.0623746365, 0.0041849287, -0.1085582078, 0.0356008485, 0.0508165546, 0.0000079713, -0.0202997997, 0.0554495417, -0.0065532383, 0.0112167057, 0.0413798913, 0.0325040631, 0.0242866073, -0.0213970859, -0.027310241, 0.0930011198, 0.0382099524, 0.045720268, 0.0822233334, 0.0362836048, 0.0732011944, 0.0549130887, 0.0229942463, 0.1023158655, 0.0083881449, 0.0394535437, 0.0104059335, -0.0978291854, -0.020982556, 0.0580342598, 0.0057028416, 0.0695923418, 0.0321382992, -0.0629110858, -0.0657396466, -0.0469638593, 0.0144354124, 0.0198243093, -0.01059491, -0.0005657883, -0.0072055142, -0.0341621861, 0.0093147429, 0.0688120499, 0.0917331502, 0.0048615886, -0.0480367616, -0.0976341069, -0.0433550067, -0.0105644297 ]
712.0281
Salvatore Sciortino
S. Sciortino
Results and Perspectives of Young Stellar Object long look programs
Proceedings of the "XMM-Newton: the next decade", to appear in Astronomische Nachrichten (4 pages and 5 figures)
null
10.1002/asna.200710916
null
astro-ph
null
Both Chandra and XMM-Newton have performed long look programs for studying the YSO physics. I will discuss recent results on the controversial issue of Class 0 YSO X-ray emission, the observational evidence of magnetic funnels interconnecting the YSO with its circumstellar disk and the Fe 6.4 keV fluorescent line emission and its origin. While recent results of the XMM-Newton DROXO program challenge the ''standard'' interpretation of the Fe 6.4 line origin as due to photoionized fluorescing disk material, the discovery of X-ray excited Ne 12.81 micron line is a clear evidence of the interaction between X-rays and disk material. Future long look observations with XMM-Newton are required to clarify the X-ray effects on YSO disk.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 13:12:12 GMT" } ]
2009-11-13T00:00:00
[ [ "Sciortino", "S.", "" ] ]
[ 0.0405393653, 0.0057271766, -0.0049652052, -0.0377888344, 0.0104569755, 0.1081380174, 0.0573399104, -0.0790468082, 0.0613541976, -0.016094327, 0.0186837912, -0.0457430743, -0.0823672712, -0.0103206886, 0.0060369209, 0.0113056758, -0.0642286316, 0.0189811457, 0.0993164927, 0.0777087137, -0.0975323617, -0.0169368312, -0.0043240339, -0.0119995037, -0.0895533413, -0.0597187467, -0.0257955249, 0.016689036, 0.0897515789, -0.0100914771, 0.0167633742, -0.0587275662, -0.0339975618, -0.0827637389, -0.1448117644, 0.0799884275, 0.0449005701, -0.0344931521, 0.0016803641, -0.0785512179, -0.007086955, -0.0462634452, -0.0581824146, -0.0069568623, -0.0262911171, -0.0220538117, -0.0348152854, -0.0679455623, 0.1529394686, 0.0529787056, -0.070770435, 0.0692836568, 0.0859850869, -0.0564974062, -0.113985993, -0.0241848547, 0.0104693659, 0.0289177503, -0.0634356812, 0.0110083213, 0.0116711743, -0.0502281748, 0.0558035783, 0.0859355256, -0.0320895351, 0.0251884256, -0.0273070782, -0.0052811443, 0.0780556276, 0.0046585579, 0.0298593733, -0.0201457851, 0.0140004531, -0.0271088425, 0.0390525907, 0.0108162798, 0.1036776975, -0.0244326498, 0.0192661099, -0.0010554545, 0.0151279233, 0.0210626293, -0.0506989881, -0.0224255044, -0.0406880416, 0.0078860959, 0.0290168691, 0.0161934439, -0.0436615907, -0.0469077155, -0.027579654, 0.0455696173, 0.0305532012, -0.0476015434, 0.12260928, 0.023181282, -0.000393182, -0.0779069513, 0.1187436655, 0.0230697729, -0.0660623163, -0.0191422123, -0.0369711071, -0.1384682059, 0.0706217587, 0.0232927892, -0.0330559388, 0.0577363819, 0.0549610704, -0.0476015434, -0.0483944863, -0.0275548752, -0.0147314509, 0.1334131658, -0.055506222, -0.0567947589, -0.059421394, -0.0023943253, -0.0077126389, 0.049782142, -0.009217998, 0.1026865095, -0.0424721725, 0.0467838161, 0.0466846973, 0.003803663, 0.0292894449, -0.1069485992, -0.0927251279, -0.0869267061, 0.1266731322, -0.0848452225, -0.0419765823, -0.0789972469, -0.1189419031, 0.0433146767, -0.0249034613, -0.0981270745, -0.0350383036, 0.0003190369, -0.0171226785, -0.0584302098, 0.0198484305, 0.0618002303, 0.0577859432, -0.016304953, -0.0736944228, -0.0112685068, -0.0126437722, 0.0492122136, -0.0068825237, -0.0399446562, 0.0483449288, -0.0087162117, 0.027753111, -0.1171577796, 0.0960455909, 0.0825159475, -0.0173828639, -0.0704235211, 0.0387304574, 0.0546141565, -0.0917835012, 0.0388791338, -0.0403659083, 0.0841513947, -0.0459165312, 0.0042744749, -0.1615627557, -0.0422491543, -0.0401181132, 0.0046461681, 0.0341957994, -0.046362564, 0.0025708796, 0.1448117644, 0.0347161703, -0.1294484437, -0.1194374934, 0.03184174, -0.0106676025, 0.037392363, 0.0790963694, -0.1457038373, 0.0448510088, -0.035781689, 0.0190678742, 0.0220042523, 0.0870258287, -0.0402667895, -0.0271584019, 0.0530778244, 0.0588762425, 0.1048671156, -0.1417391002, -0.0616019964, 0.0215706099, -0.0312965885, -0.1269704849, 0.0600656606, 0.0536725335, 0.1593821496, 0.0501042791, -0.1229066327, -0.0378136151, -0.0292398855, 0.0918330625, 0.0473289676, -0.0537220947, -0.0161810555, 0.0275300946, -0.0073781149, 0.068887189, 0.0826150626, -0.0244202595, 0.0178288966, -0.0303797442, 0.0792945996, 0.1601751, 0.0467838161, 0.0640799478, 0.0312222503, 0.118842788, 0.1415408701, 0.0682924762, 0.1034794599, 0.0107233562, 0.0455943979, 0.0543168038, -0.024680445, 0.0437359288, -0.0049961796, -0.0251016971, -0.0640799478, 0.0067648208, -0.0774609149, 0.0433890149, 0.0253494941, 0.0291407667, -0.0706713125, -0.0249158517, -0.0328081436, 0.0127366958, 0.0469820537, -0.0312718078, -0.0116897589, -0.0162182245, -0.0987217799, 0.0559522547, -0.0112375319, 0.03169306, 0.0435129143, -0.0300823897, -0.0247671735, 0.0035899393, -0.1561112553 ]
712.0282
St\'ephane Launois
S. Launois
On the automorphism groups of q-enveloping algebras of nilpotent Lie algebras
19p
Proc. workshop "From Lie Algebras to Quantum Groups", Ed. CIM, vol. 28 (2007), 125-143
null
null
math.RA math.QA math.RT
null
We investigate the automorphism group of the quantised enveloping algebra U of the positive nilpotent part of certain simple complex Lie algebras g in the case where the deformation parameter q \in \mathbb{C}^* is not a root of unity. Studying its action on the set of minimal primitive ideals of U we compute this group in the cases where g=sl_3 and g=so_5 confirming a Conjecture of Andruskiewitsch and Dumas regarding the automorphism group of U. In the case where g=sl_3, we retrieve the description of the automorphism group of the quantum Heisenberg algebra that was obtained independently by Alev and Dumas, and Caldero. In the case where g=so_5, the automorphism group of U was computed in [16] by using previous results of Andruskiewitsch and Dumas. In this paper, we give a new (simpler) proof of the Conjecture of Andruskiewitsch and Dumas in the case where g=so_5 based both on the original proof and on graded arguments developed in [17] and [18].
[ { "version": "v1", "created": "Mon, 3 Dec 2007 13:13:27 GMT" } ]
2007-12-04T00:00:00
[ [ "Launois", "S.", "" ] ]
[ -0.0776785389, -0.0153754428, -0.0529876836, 0.0214229506, 0.0470779054, -0.0550410822, -0.0718689263, 0.0065170345, -0.1255076826, -0.0489560105, -0.0128024351, -0.0509342849, -0.1204994023, 0.069414869, 0.0370863713, 0.079030782, 0.0183929373, 0.0708672702, 0.0898486823, 0.0714682639, 0.086242713, -0.1435375214, 0.1125863045, -0.0160140004, -0.0940556452, -0.0218862165, 0.0471029468, 0.0369862057, 0.0637555048, 0.009077521, 0.0721193403, -0.0331548639, -0.0200456716, 0.014323703, -0.1701816171, 0.089147523, 0.0369862057, 0.0042288727, -0.103871882, -0.0026496972, -0.0082824556, -0.0940556452, -0.0125081986, -0.0479543544, 0.0165649112, 0.0616520196, 0.0302500576, 0.0192443449, -0.0258928463, -0.0357341319, -0.0571445636, 0.0985630974, -0.0015275277, 0.0332800709, -0.0145615963, 0.0128086954, 0.0348076001, 0.024277674, 0.0805332661, -0.0808838457, -0.0211349744, -0.0915014148, -0.0193069484, 0.0908002555, -0.0415187031, 0.0295238551, -0.1721849293, 0.0316523761, 0.0747236535, 0.0351080969, -0.0955581293, 0.0520861931, 0.1079786792, 0.0284721144, 0.0213979091, 0.0540394224, -0.0383885242, 0.0795816928, -0.0348326415, 0.0623531826, 0.0133596072, 0.0191441793, 0.0151876323, 0.043772433, -0.0462515354, 0.0332299881, -0.0600493699, 0.0436722673, -0.1434373558, -0.0036904819, 0.0209596846, -0.0425203629, -0.0978118554, 0.004942554, 0.1256078482, -0.0935548097, 0.1156914458, 0.0872944519, -0.0334303193, 0.0494067557, -0.0731209964, -0.0204087719, 0.0764765516, -0.0904997587, 0.119297415, 0.0742729083, 0.0429711081, 0.0423701145, -0.0871442035, -0.0091338642, 0.0166775975, 0.0051366249, -0.057044398, 0.0452498794, 0.0480044372, -0.0194196347, -0.1329199523, -0.1055747047, -0.0398158878, 0.1275110096, -0.0407674611, -0.0895481855, 0.0623030998, 0.0209096018, 0.0747737363, 0.0087707639, 0.0689140409, -0.1452403367, -0.005549809, 0.0565936491, 0.0985630974, 0.0051898379, -0.0017654214, -0.0555419102, -0.0294988137, -0.0351080969, 0.1090805084, -0.0311265085, -0.0064106081, 0.0157886259, 0.0493065901, -0.0180548765, 0.0246032123, 0.0572447293, -0.0850908086, -0.000126381, -0.0299495608, 0.070416525, 0.0160140004, 0.0565936491, -0.0312517136, -0.0300747678, -0.0143487444, 0.0084014023, 0.0236391183, -0.0397157222, -0.0473283194, 0.0577956401, 0.0263686348, 0.0186934341, 0.0834881514, 0.046602115, 0.0279963277, -0.0709674358, 0.0922526568, -0.0225372948, 0.0102482084, -0.0339812301, -0.0460512042, -0.0655084029, -0.053388346, -0.0332299881, -0.064456664, 0.0002754558, 0.0256674737, -0.0432716049, -0.0970105305, -0.1310168058, -0.0762762204, -0.0049049915, 0.1025196463, -0.0261432622, 0.0066297208, -0.1050738767, -0.0526871867, 0.0387391038, 0.0428459011, 0.0183428526, -0.0846901461, 0.0402415916, 0.000220482, 0.0539392568, 0.0767770484, 0.0971106961, 0.0419944935, -0.1308164746, -0.0430462323, 0.0566437319, 0.0179421902, -0.0421447419, 0.0421447419, -0.012908861, 0.1048735455, -0.0327542014, -0.0147368861, -0.0126021039, 0.0898486823, -0.0603498667, -0.0979621038, 0.0215481576, -0.0587472133, -0.0344069377, 0.0550410822, 0.0076125972, 0.0456255004, 0.0446238443, -0.0844397321, -0.0046170154, 0.0443483889, 0.125908345, 0.0068676146, 0.0373868681, 0.0664599761, -0.0016120425, -0.0255172253, 0.0677120462, 0.0376122408, -0.0275455825, -0.0471530296, -0.0780792013, 0.0617521852, 0.0335054435, -0.1094811708, -0.0398409292, -0.0405671299, -0.0568440631, -0.0024650167, -0.0115315821, -0.0557923242, -0.0511346161, -0.0444485545, 0.0344069377, 0.0782294497, 0.0508591607, 0.0222868808, 0.0141734537, -0.0321532078, 0.0742228255, 0.0427206941, 0.0106801735, -0.0905498415, 0.1119853109, 0.0475286506, 0.016614994, -0.0761760548, 0.1155912802 ]
712.0283
Anestis Antoniadis
Anestis Antoniadis
Wavelet methods in statistics: Some recent developments and their applications
Published in at http://dx.doi.org/10.1214/07-SS014 the Statistics Surveys (http://www.i-journals.org/ss/) by the Institute of Mathematical Statistics (http://www.imstat.org)
Statistics Surveys 2007, Vol. 1, 16-55
10.1214/07-SS014
IMS-SS-SS_2007_14
stat.ME
null
The development of wavelet theory has in recent years spawned applications in signal processing, in fast algorithms for integral transforms, and in image and function representation methods. This last application has stimulated interest in wavelet applications to statistics and to the analysis of experimental data, with many successes in the efficient analysis, processing, and compression of noisy signals and images. This is a selective review article that attempts to synthesize some recent work on ``nonlinear'' wavelet methods in nonparametric curve estimation and their role on a variety of applications. After a short introduction to wavelet theory, we discuss in detail several wavelet shrinkage and wavelet thresholding estimators, scattered in the literature and developed, under more or less standard settings, for density estimation from i.i.d. observations or to denoise data modeled as observations of a signal with additive noise. Most of these methods are fitted into the general concept of regularization with appropriately chosen penalty functions. A narrow range of applications in major areas of statistics is also discussed such as partial linear regression models and functional index models. The usefulness of all these methods are illustrated by means of simulations and practical examples.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 13:15:09 GMT" } ]
2009-09-29T00:00:00
[ [ "Antoniadis", "Anestis", "" ] ]
[ -0.0502142534, 0.030502148, -0.0404073559, -0.0145505816, -0.034262687, 0.05884137, -0.0229319129, 0.0109190801, -0.0480759069, 0.1542558223, 0.0839607865, -0.0074780649, -0.1234833077, 0.0837149993, 0.0452247784, 0.0947754085, 0.0156320427, 0.0137763526, -0.0494031571, -0.0272086039, 0.0188272726, -0.0149684185, -0.1413765997, -0.0068697422, 0.058693897, -0.1010675505, 0.0675422251, 0.0622823872, 0.0309445634, 0.005797497, 0.0344838947, -0.0247876029, -0.0734902695, -0.0493539982, 0.0267170295, 0.0953652933, -0.0467240773, 0.0498209931, 0.0228335969, 0.0323455483, 0.0523034409, 0.0390063711, -0.0308462493, 0.0742767826, -0.0502142534, -0.0107470294, -0.0174877346, -0.0543680489, -0.0208058562, 0.0872543305, -0.0284129586, 0.1120788008, 0.0279951207, -0.172050789, -0.0087254327, 0.0367205553, 0.0092354408, -0.0418574996, 0.0160621703, -0.1080478951, 0.1116855443, -0.0221822634, -0.0614467114, 0.0605127215, -0.1781463027, 0.0226861257, -0.0204371754, 0.0749649853, -0.0554986708, 0.0339185856, 0.0297893658, -0.0493785776, -0.0147226322, 0.0946279317, -0.0356636718, -0.0062245517, -0.0704425126, 0.0026975106, -0.043430537, 0.1187641993, 0.0436763205, -0.0525492281, -0.0688694715, 0.0383673273, -0.052401755, 0.0071646865, -0.0700000897, -0.0067960061, -0.0005292098, 0.0316327661, -0.0025730811, 0.0850914046, -0.0096102655, 0.0556461401, 0.0111525776, 0.0074166181, 0.0632163733, 0.1088344157, 0.0477318056, -0.0281917509, -0.0405794084, 0.0096532786, 0.0627247989, -0.0652318299, 0.1988907158, -0.0163202472, -0.0269382372, -0.081060499, -0.0148455249, 0.0609059781, -0.0132479109, -0.0732444823, -0.1320366859, 0.0590379983, 0.0489115827, -0.0286341682, -0.0701967254, -0.0517135523, 0.0082830163, -0.0191959534, -0.0636096373, 0.0561868735, 0.0362289809, 0.0129775451, 0.0841574147, 0.0066608232, -0.0444874205, 0.0223174449, 0.0120497001, -0.0157057792, 0.0658217147, 0.0529424846, 0.0430864319, -0.1021490097, -0.0917276517, -0.0690169483, 0.0599719882, 0.0698526204, 0.0009470474, 0.0405302495, 0.1118821725, 0.0493539982, 0.0476826467, 0.0353195705, 0.0031983014, -0.0048911581, 0.0397191532, 0.0540731065, 0.0648877248, 0.0435288511, -0.0205846485, 0.0245418157, 0.045347672, 0.0396454185, -0.0091309808, 0.012571997, 0.0816503912, 0.1232866794, -0.0560885593, -0.0415379778, -0.0657725558, 0.0715731308, -0.0563343428, 0.0209533293, -0.0084735015, -0.0398912057, -0.0686236843, -0.0627247989, -0.0507304035, -0.0241977144, -0.0176474955, -0.1444243491, 0.0240256637, -0.0981181115, 0.1518962681, 0.0223911814, 0.0173279718, -0.0932023749, -0.0637571067, -0.0806672424, -0.0670014918, 0.0106179919, -0.0012258618, 0.0874509588, 0.0362044014, -0.0553020388, 0.0474368595, 0.1160113886, 0.0205109119, -0.002846519, -0.0497718342, 0.0762430802, 0.0388097428, 0.1385254711, 0.0214080345, -0.0324930213, 0.0652318299, 0.1262361258, -0.0278476495, -0.0728020668, 0.0184585918, -0.0427177548, -0.0393013172, -0.0200193375, -0.0316819251, 0.0273560751, 0.0287324823, 0.0480759069, -0.075112462, -0.0171436332, -0.0234603547, -0.1112922803, 0.1291855723, 0.0390309505, -0.0467240773, 0.0625281706, -0.034213528, -0.020560069, 0.0480759069, 0.1844384521, -0.0064027472, 0.0808147117, 0.0017404781, -0.0311903507, -0.0234357752, 0.0206829626, -0.0159146991, -0.0900563002, 0.0073797498, -0.0648385659, 0.0485920608, -0.0736377388, -0.0662149787, 0.1036237329, -0.0513202921, -0.0553511977, 0.0320014469, 0.0820436478, -0.0549579374, -0.1069664359, -0.0418083407, 0.0491573699, -0.0248982068, -0.0524509139, -0.106081605, 0.1030338481, -0.0482971147, 0.0028757062, -0.0301580466, -0.053483218, 0.0230056494, -0.0607585087, 0.0076501155, 0.04596214, 0.0515169241, -0.0378020182 ]
712.0284
Nikolai Gippius
A. A. Demenev, A. A. Shchekin, A. V. Larionov, S. S. Gavrilov, V. D. Kulakovskii, N. A. Gippius, and S. G. Tikhodeev
Kinetics of stimulated polariton scattering in planar microcavities: Evidence for a dynamically self-organized optical parametric oscillator
4 pages, 4 figures
null
10.1103/PhysRevLett.101.136401
null
cond-mat.other
null
We demonstrate for the first time the strong temporal hysteresis effects in the kinetics of the pumped and scattered polariton populations in a planar semiconductor microcavity under a nano-second-long pulsed resonant (by frequency and angle) excitation above the lower polariton branch. The hysteresis effects are explained in the model of multi-mode scattering when the bistability of the nonlinear pumped polariton is accompanied by the explosive growth of the scattered polaritons population. Subsequent self-organization process in the nonlinear polariton system results in a new -- dynamically self-organized -- type of optical parametric oscillator.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 13:37:42 GMT" } ]
2009-11-13T00:00:00
[ [ "Demenev", "A. A.", "" ], [ "Shchekin", "A. A.", "" ], [ "Larionov", "A. V.", "" ], [ "Gavrilov", "S. S.", "" ], [ "Kulakovskii", "V. D.", "" ], [ "Gippius", "N. A.", "" ], [ "Tikhodeev", "S. G.", "" ] ]
[ -0.0466531813, 0.0597275011, -0.1199312955, -0.0027952613, -0.0016982924, 0.1270757318, -0.0014043286, 0.0219215173, -0.0408423692, -0.0611563884, 0.0753500089, -0.0225168876, -0.0109309899, -0.0470818467, 0.0202663895, -0.0242315512, -0.0964975432, 0.0125623038, -0.0179563537, -0.0152533753, -0.0684437156, -0.1126916036, -0.1132631525, 0.0164202992, -0.1082144231, -0.0783983022, -0.0071503916, 0.017420521, 0.0992600545, 0.0291493069, -0.0021790536, -0.0407947414, -0.0709204525, -0.1284093708, -0.1105958968, 0.1681324393, -0.0946876183, 0.0396278165, -0.1509857923, 0.0091686957, -0.1091670096, -0.0649667531, -0.0435096286, 0.0866858438, 0.1277425438, 0.0284586772, -0.0502492152, 0.0282443445, 0.0627281666, -0.0488679558, -0.0266011246, -0.0108774072, -0.016277412, -0.0254103839, -0.087447919, -0.0140745426, 0.0381751135, 0.010430879, -0.0822562948, 0.0599656478, 0.1114532351, -0.0629663095, 0.0406280383, -0.0226121452, 0.0055667078, 0.0095556853, -0.0382703729, 0.1036419794, 0.0536785424, 0.1254563332, 0.1045945734, 0.0117883226, -0.033555042, -0.048034437, 0.0111453235, 0.0041705659, -0.0227907561, -0.0014370739, -0.0550598018, 0.0239457749, 0.1166924834, -0.0228741094, 0.0616803132, -0.107166566, -0.0711586028, -0.0673482344, -0.0550598018, -0.072492227, -0.1039277539, 0.008466159, 0.0182659458, 0.0723017082, 0.001647686, -0.0101867775, 0.0275775306, -0.0095080566, 0.0422236286, 0.0032983487, 0.0564410612, 0.0803987384, 0.0430571474, -0.0518209897, -0.0530117303, -0.0160154477, 0.0148366159, 0.0663480163, -0.1338391304, 0.0642523095, 0.0035513809, 0.0349124856, 0.1359348446, -0.0580604672, 0.039580185, -0.029482713, -0.0452004783, -0.0195281301, -0.0403184444, 0.0702536404, -0.0490584746, 0.0314593427, -0.0849235505, 0.0725398585, 0.0155867822, -0.0090674823, 0.1201218143, -0.0299351942, 0.115454115, -0.0890196934, 0.0280776415, 0.0157892071, 0.0441049971, -0.0572507642, 0.0075254748, -0.0980216861, 0.0145508386, -0.0259343088, 0.0332454517, 0.0042003342, 0.0621566102, 0.0609182417, 0.0581080951, -0.0352935232, 0.0866858438, 0.0845425129, 0.0230050907, 0.0468198843, 0.0796366706, -0.0918774754, -0.0133005623, -0.012359878, -0.0210284628, -0.0696344525, 0.0212904252, 0.0469389558, 0.0662051216, -0.088733919, 0.0482963994, 0.0894959942, -0.0563934296, -0.0524401739, 0.0347695984, -0.0330073014, -0.0819705203, -0.0248864591, 0.0560600236, 0.0012272061, -0.0886386633, 0.049153734, -0.0918774754, -0.1032609418, -0.0469627716, -0.1684182137, -0.088114731, 0.0448670685, 0.0415806286, 0.0825420693, -0.0486298092, -0.0698249713, -0.0910201371, 0.0562505424, -0.0382703729, -0.0559647642, 0.0576794297, 0.0814942196, 0.0444384031, -0.0180277992, 0.0179801695, 0.0952591747, 0.0128004514, -0.0032298814, -0.0250055324, 0.0126099326, -0.0119847944, 0.0467484407, 0.0040782834, -0.1117390096, 0.0434143692, -0.0299113803, -0.075064227, -0.0161702447, -0.0611563884, -0.0355793014, 0.0471532904, -0.0096926205, 0.0236361828, -0.0539643206, 0.0265773088, 0.0145389307, 0.0072575584, 0.076350227, 0.0890196934, -0.0420331098, 0.1989011467, -0.0410090722, -0.0545835048, -0.1223127767, 0.005462518, 0.0801129639, 0.1050708666, 0.0513923243, -0.0541548394, -0.006114448, 0.0660622343, 0.065490678, 0.0672529787, 0.03060201, -0.0749689713, -0.0200163331, -0.0410805196, 0.0024692963, -0.0520115085, 0.0044325283, -0.0103475275, 0.0610135011, 0.007007503, -0.0040544686, 0.0438906625, -0.0199329816, -0.0202425737, -0.0733971894, -0.0286968257, 0.0709204525, 0.0002096818, -0.0233384967, -0.0216595549, 0.0318880081, -0.049010843, 0.0132886544, 0.021480944, -0.0550121702, 0.005129111, -0.0356745608, -0.0856856257, 0.015455801, -0.0371272638, 0.1098338291 ]
712.0285
Eric Moulines
Randal Douc (SAMOVAR), Eric Moulines (LTCI), Ya'Acov Ritov
Forgetting of the initial condition for the filter in general state-space hidden Markov chain: a coupling approach
21
null
null
null
math.ST stat.TH
null
We give simple conditions that ensure exponential forgetting of the initial conditions of the filter for general state-space hidden Markov chain. The proofs are based on the coupling argument applied to the posterior Markov kernels. These results are useful both for filtering hidden Markov models using approximation methods (e.g., particle filters) and for proving asymptotic properties of estimators. The results are general enough to cover models like the Gaussian state space model, without using the special structure that permits the application of the Kalman filter.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 13:28:04 GMT" } ]
2007-12-04T00:00:00
[ [ "Douc", "Randal", "", "SAMOVAR" ], [ "Moulines", "Eric", "", "LTCI" ], [ "Ritov", "Ya'Acov", "" ] ]
[ -0.0604573116, -0.0547432005, -0.0784669593, 0.023379378, -0.0782628804, 0.0431364179, 0.0556105226, 0.0754058287, -0.0456873588, 0.1238737106, 0.1295878142, -0.0448200405, -0.0265552998, 0.0376774035, -0.0086859548, -0.0507637337, 0.0638755709, 0.1079558358, -0.005580184, 0.0006959287, -0.051605545, -0.0485954322, -0.0760180503, 0.0348968767, -0.0772425011, -0.1295878142, 0.100251995, -0.016466327, 0.0104205953, 0.0346928015, 0.0434425324, -0.0480597354, -0.0915277749, 0.0207901727, -0.0817831829, 0.1143842116, -0.014974026, 0.0996397659, -0.0442078151, 0.0774465799, 0.0633143634, -0.1003030166, -0.0033034692, 0.1086701006, 0.1411180794, 0.0667326227, -0.0814770684, 0.0130289327, 0.0151781011, 0.0453557372, -0.0372692533, -0.0248971879, -0.0900482312, -0.0115047451, 0.0003047179, -0.0163897984, 0.0723957121, -0.0009749379, 0.0551513508, -0.0440802649, 0.091017589, -0.0607634224, -0.0754058287, 0.0504321121, -0.0313765779, 0.0187366642, -0.0281623919, 0.0543350503, -0.1267307699, 0.1631582081, -0.0558656156, -0.0466822274, 0.0652020574, -0.0260833744, -0.0354580842, -0.0054048072, -0.0120021794, 0.0906094387, 0.0556615405, 0.0035266764, 0.0390549116, -0.0936705694, 0.1036192402, 0.0067089759, -0.0350754447, 0.0045119775, 0.001291414, 0.0013225037, -0.0094448607, -0.0172316097, -0.0012340179, 0.1176494136, -0.0200248901, 0.0775996372, 0.0711202472, 0.0022767151, 0.0957623348, -0.0649469644, 0.0001006924, -0.0536718071, -0.0132904043, -0.1254042834, 0.0978541076, -0.0313765779, 0.0651000217, -0.0602532364, -0.1147923619, -0.0698957965, -0.1034151614, -0.0165301003, 0.0345142372, -0.1048947051, -0.0245400555, 0.031555146, -0.0382641219, -0.0249354523, -0.130608201, -0.0379580073, -0.0953541845, 0.024323225, 0.0029830071, -0.0727018267, 0.0613756478, -0.0249609612, 0.0347183123, -0.0713243186, 0.0158030819, -0.0022846868, -0.0626000986, -0.069640696, 0.0935175121, -0.1040784046, -0.0445139259, -0.0882625729, -0.0533146746, -0.0848953277, -0.0033768087, 0.0412997417, 0.0841810629, -0.0232390761, 0.0339275189, -0.0350499339, 0.044718001, 0.0635694563, -0.0226268489, 0.0341060869, -0.0129332729, 0.0015225931, 0.0021826492, -0.0065750512, -0.0104779918, 0.0205223225, 0.0360703096, 0.0387998186, -0.0638245493, -0.0869871005, 0.0247058664, -0.0330346897, 0.0575492382, -0.0669367015, 0.0362743847, 0.1512198001, 0.0786200091, -0.0109180287, 0.0182902496, 0.1137719825, -0.0728038698, -0.0159051195, -0.058773689, -0.0874972865, 0.0284940153, -0.0321928784, -0.1213227734, 0.0260323565, 0.0152163655, -0.0014739658, -0.0993336588, -0.1303020865, -0.0122955376, -0.0809158608, 0.0545901433, 0.0064475043, 0.0616307445, 0.0321163498, -0.1016805246, 0.0167086665, 0.0673958734, -0.0110838404, 0.0918338895, -0.0444373973, -0.0083798422, -0.0134434607, -0.0094831241, 0.0349734053, -0.0320143141, -0.0424731746, 0.1023437679, 0.0141194602, -0.0007951763, -0.0523963347, -0.041733399, -0.0746915638, -0.0118554998, -0.0177673064, 0.0381620824, 0.039412044, 0.0480852462, 0.0997928232, -0.0674979091, -0.0206626244, 0.0219636057, -0.0142980264, 0.0452536978, 0.028111374, 0.0549472757, 0.0885176659, -0.1259144694, -0.0132011212, -0.0542330146, 0.0506616943, -0.0615287051, 0.024782395, 0.0793852955, 0.0621409304, 0.0332642756, -0.0305092577, 0.0088390121, -0.0890788734, -0.0722936764, -0.0381110646, 0.0400752872, -0.0143235354, 0.0067089759, -0.046325095, 0.1588726342, -0.0277032237, -0.0437996648, -0.1178534925, 0.011530255, -0.0412742309, -0.144689396, 0.0330346897, -0.0395140797, -0.0159688927, -0.0634163991, 0.1103027016, -0.0134179518, -0.0337489545, 0.0575492382, -0.0651000217, -0.0300245788, 0.0551003329, -0.0105608972, 0.0532126352, -0.0051911655, 0.0544881076 ]
712.0286
Vladimir P. Mineev
V.P. Mineev
In-plane magnetic field phase diagram of superconducting Sr2RuO4
4 pages, no figures
null
10.1103/PhysRevB.77.064519
null
cond-mat.supr-con cond-mat.str-el
null
We develop the Ginzburg - Landau theory of the upper critical field in the basal plane of a tetragonal multiband metal in two-component superconducting state. It is shown that typical for the two component superconducting state the upper critical field basal plane anisotropy and the phase transition splitting still exist in a multiband case. However, the value of anisotropy can be effectively smaller than in the single band case. The results are discussed in the application to the superconducting Sr2RuO4.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 13:38:45 GMT" }, { "version": "v2", "created": "Thu, 6 Dec 2007 08:47:16 GMT" }, { "version": "v3", "created": "Fri, 21 Dec 2007 14:06:22 GMT" } ]
2009-11-13T00:00:00
[ [ "Mineev", "V. P.", "" ] ]
[ -0.0198129155, -0.0344652571, -0.0181541592, -0.0980508924, 0.0097797466, -0.0243744925, 0.0672256798, -0.0491175987, -0.0604063533, -0.0379209965, 0.01453715, 0.001534925, 0.0140187889, 0.0465142727, 0.0310095157, -0.0508685075, -0.1127953827, 0.0576417595, 0.0595769733, -0.0328525789, 0.0032109593, -0.0395336747, 0.0556143895, 0.0431967601, -0.0718333349, -0.0149057629, 0.1561073363, 0.0147560136, 0.0257798284, 0.0389807597, 0.0440722145, -0.00786757, -0.0179928914, -0.021391036, -0.0094226534, 0.040823821, 0.0372989625, 0.0226235837, -0.0562594645, 0.0015925206, 0.003242637, 0.0070669902, -0.0955627561, 0.0421600379, 0.0482882187, 0.0718333349, -0.0032282381, 0.0191332866, 0.087038599, -0.0184421372, -0.0190296136, -0.0538174063, 0.0453393199, -0.1071740463, 0.0158618502, 0.1074505076, 0.0431737229, 0.0700363517, 0.0535870232, -0.0961156785, 0.0177855473, -0.0687462091, 0.073077403, -0.076256685, -0.024489684, 0.0855180696, -0.0848269239, 0.0572270714, 0.0868542865, -0.0739067793, -0.0355480537, -0.067686446, 0.0777772069, -0.0481039137, 0.0612818077, -0.056351617, 0.0526194163, 0.0382665731, -0.0066868588, 0.0218402836, -0.0616043434, -0.0164378081, 0.0381744169, 0.057549607, -0.1407177746, -0.0033376699, -0.0247431044, -0.0186840389, -0.0093650576, -0.0701745823, -0.0030093745, -0.0906325653, -0.0275768135, 0.0437266417, 0.0109604588, -0.0340966433, 0.0175321251, 0.0018286629, -0.0475509949, 0.0003963303, -0.1001704112, 0.0175551642, 0.0485646799, 0.0321614295, 0.144680351, -0.0036458068, 0.0195594933, -0.0021799966, 0.0029273005, -0.0798045769, 0.0801271126, -0.0196746849, -0.0363774337, 0.0670874491, -0.123669453, -0.1306730807, 0.0744597018, -0.0587936714, -0.0402478613, 0.0956549123, -0.0109259011, 0.0325530805, 0.004480944, -0.0211376157, 0.0651522353, 0.0244436078, 0.0863935202, -0.0250656419, -0.0037062822, -0.0008761743, -0.0696216598, 0.0528037213, -0.0545546301, -0.0561673082, -0.0257567894, 0.0767635256, 0.0095724026, -0.0027329151, 0.0143413246, -0.068055056, 0.0313320495, 0.0971293598, 0.0617886484, 0.0446251333, 0.1010919437, 0.1015527099, -0.1040408388, 0.0356632471, 0.0886973515, 0.0140533466, 0.0371146575, 0.0246509518, 0.0345343724, -0.0093765771, 0.1155599803, -0.0781918988, 0.0329447314, 0.0857023746, 0.0983273461, -0.0504998937, 0.1628345102, 0.0603602752, -0.0685158223, -0.0853337646, 0.095009841, 0.0610053465, -0.173339963, 0.0078848489, -0.0465373099, -0.0494401343, -0.0257567894, -0.0575035289, -0.0914619416, 0.0099582933, 0.0666266829, 0.0047660428, 0.0106379222, -0.0655669272, -0.0227042176, 0.1311338544, -0.0092383474, -0.0274385829, 0.0025370899, 0.0361240134, -0.0845965371, 0.0786065906, 0.0278302338, 0.0423443466, -0.0814633369, 0.0679168254, -0.0260562859, 0.1025663912, 0.0303414054, 0.0740450099, 0.0019654527, -0.1251439005, 0.0753812268, 0.0364004709, -0.0030093745, 0.0373911187, 0.037644539, -0.0044060699, -0.0383587256, -0.0043283156, -0.10192132, 0.0495322868, -0.0047948407, 0.0414919294, -0.0420909263, -0.0001581181, 0.0207114071, 0.0534948707, 0.056535922, 0.0499930531, 0.0429894179, -0.0285213813, -0.0827995539, -0.0583329089, 0.1182324141, 0.0962078273, -0.0153780477, -0.0722019449, 0.0079194065, 0.1303044707, 0.0589779802, 0.1377688795, 0.0531262569, -0.0430585332, 0.0377827697, 0.0867621377, 0.0157236215, -0.0041123317, 0.0547850132, 0.020792041, -0.0541399419, 0.0219209176, -0.0212412886, 0.0038358725, -0.0158733707, -0.0096818339, -0.0884669721, 0.1113209352, 0.0022116741, 0.1304887831, 0.0661198422, 0.0184191, -0.0503155887, -0.0345804468, 0.1275398731, 0.0661198422, -0.0478735305, 0.0480578393, -0.1665206403, 0.1542642713, -0.0544163994, -0.0355941318 ]
712.0287
Monika Kollar
Wolfgang Hollik, Monika Kollar, and Maike K. Trenkel
Hadronic production of top-squark pairs with electroweak NLO contributions
27 pages, 17 figures, 2 tables
JHEP 0802:018,2008
10.1088/1126-6708/2008/02/018
MPP-2007-149
hep-ph
null
Presented are complete next-to-leading order electroweak (NLO EW) corrections to top-squark pair production at the Large Hadron Collider (LHC) within the Minimal Supersymmetric Standard Model (MSSM). At this order, also effects from the interference of EW and QCD contributions have to be taken into account. Moreover, photon-induced top-squark production is considered as an additional partonic channel, which arises from the non-zero photon density in the proton.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 13:59:12 GMT" } ]
2009-02-18T00:00:00
[ [ "Hollik", "Wolfgang", "" ], [ "Kollar", "Monika", "" ], [ "Trenkel", "Maike K.", "" ] ]
[ -0.0285114981, -0.086879164, 0.0180048626, -0.0821386427, -0.0601681508, -0.0137201613, 0.0261868201, 0.0608062968, -0.0668686926, -0.0529662035, 0.0245002881, 0.0817284063, -0.1035621464, -0.0135150431, 0.0268705487, 0.0748911127, -0.0187341738, 0.060304895, 0.0033217832, 0.0301980302, -0.0794493034, -0.0490005761, 0.0466758981, 0.0481345206, -0.0821842253, -0.0939899459, 0.0142671447, -0.0630398095, 0.0648175031, 0.1588986069, -0.0224263109, -0.0458782129, -0.0576611422, -0.0828223675, -0.0635412112, 0.0737515613, -0.017640207, 0.0706519932, -0.0124666579, 0.1051119342, 0.0011772958, -0.0393827893, -0.0689198822, 0.0400665179, 0.0195888355, -0.0058401851, 0.0446247123, -0.0771702081, -0.0188937113, -0.0387902223, 0.0396562815, -0.0270300861, 0.0454223938, 0.0312464144, -0.0971806794, -0.0591197647, 0.0420265421, 0.0722473636, 0.0002287999, -0.0542880818, -0.0177427661, -0.0936252847, 0.0406818725, 0.0041935379, -0.0241584238, -0.0955397263, 0.0292863902, -0.0488638319, -0.0083300984, 0.0093044117, 0.0483168475, -0.0126375901, 0.0361464731, 0.0381064937, 0.0599858202, -0.0270984583, 0.0469493903, -0.0094126686, 0.0248421524, 0.0318161882, -0.0001492986, -0.0149394777, 0.0325454995, -0.0464707799, -0.0102958186, -0.0431660898, 0.0180048626, 0.0129110822, -0.1547962427, -0.0814549103, 0.0381748676, -0.0458782129, 0.0348701775, -0.0095892986, 0.0824121311, -0.0515531637, 0.0909815356, 0.0152585516, 0.0177541617, 0.0840986595, 0.0001664809, -0.0451489016, 0.0178567208, -0.1170544028, 0.0873805657, -0.0698315203, 0.0009942559, -0.0857396126, 0.0711078122, 0.0068942672, 0.0000862229, -0.0704240873, -0.1606307328, -0.0033673651, -0.0258677453, -0.1271735877, 0.0594844185, 0.0526927114, -0.0410009474, 0.0393372066, 0.0277593955, 0.0429381803, 0.051507581, 0.0560657755, 0.0122957258, -0.0307450127, 0.02197049, -0.0818195641, 0.0363288, -0.035872981, 0.1070263758, -0.0476331189, -0.090935953, 0.0673245117, -0.0585727803, 0.0885656923, 0.074526459, 0.0537410975, 0.0637235418, -0.1186041832, 0.0969071835, 0.0215830449, 0.1041091308, 0.0930783004, -0.0171843879, 0.0367618278, 0.0145292403, -0.0085807983, 0.0836428404, -0.0324087515, -0.0375823006, -0.0861954316, 0.0255486723, 0.1092143059, -0.0160220489, -0.0963601992, 0.0229505021, 0.0965425298, 0.0320440978, -0.0960867107, 0.0330469012, 0.042847015, -0.0199193042, 0.0775804445, 0.0505959429, 0.0182213765, -0.0391776711, 0.0936252847, -0.0877452195, -0.1361076534, -0.0238849316, -0.0367162451, -0.052738294, 0.0600769855, 0.0307222214, -0.0073557841, -0.0939899459, -0.1277205646, -0.1297261715, 0.09371645, -0.0001398617, 0.0733869076, -0.0539234243, 0.0333887637, -0.1579869688, 0.0732501671, -0.0029542788, 0.0038231844, -0.0520545654, -0.0526015498, -0.0581625439, -0.02232375, 0.0544248261, 0.1269912571, -0.0203979146, -0.0303575657, 0.0632677227, 0.0812725797, 0.0869703218, 0.0238621403, -0.0024258133, 0.0463796146, 0.0883833617, -0.0694212839, -0.0344143584, 0.0103812851, 0.0436219089, -0.0985481367, 0.083688423, -0.060304895, 0.0176516026, 0.0635867938, 0.0925313234, 0.0328189917, -0.1127697006, -0.0710166469, -0.1012830511, 0.1010095626, 0.1368369609, 0.0858763605, -0.1033798233, 0.0899787322, 0.0075381119, 0.0403172188, 0.0434167907, 0.0195888355, 0.0555187911, -0.0693757012, 0.0499577969, 0.0848279744, -0.0402488448, -0.0259133279, -0.0927136466, 0.0395651162, 0.0138227204, -0.0027320669, 0.0381064937, -0.0485447571, -0.0508238524, -0.0506871082, 0.0000498998, -0.0991862789, 0.0351436697, 0.1092143059, 0.0095722051, 0.0431205072, -0.0215944406, 0.0407730378, 0.0454451852, -0.052875042, 0.0371036902, 0.0293091815, 0.0245686602, 0.055655539, 0.0061364677, -0.0465619415 ]
712.0288
Sebastian Lipari L.
S. Lipari, M. Bergmann, S. Sanchez, R. Terlevich, Y. Taniguchi, E. Mediavilla, B. Punsly, B. Garcia, W. Zheng, D. Merlo
Gemini GMOS IFU Spectroscopy of IRAS 04505-2958: A New Exploding BAL + IR + Fe II QSO
4 pages, 2 figures, Annual Meeting Argentinian Society of Astronomy, Malargue - P. Auger Observatory, September 2007
null
null
null
astro-ph
null
New results of a Programme of study of BAL + IR + Fe II QSOs (at low and high redshift) are presented. Which are based mainly on deep Gemini GMOS integral field unit (IFU/3D) spectroscopy. We have performed a detailed study of the kinematics, morphological, and physical conditions, in the BAL + IR + Fe II QSO: IRAS 04505-2958. From this study, some selected results are presented, mainly for the 3 expanding giant shells (observed with Gemini). In particular, the GMOS data suggest that the outflow (OF) process -in this IR QSO- generated multiple expanding hypergiant shells (from 10, to 100 kpc), in several extreme explosive events. These new Gemini GMOS data are in good agreement with our evolutionary, explosive and composite Model: where part of the ISM of the host galaxy is ejected in the form of multiple giant shells, mainly by HyN explosions. This process could generate satellite/companion galaxies, and even could expel a high fraction -or all- the host galaxy. In addition, this Model for AGN could give important clue about the physical processes that could explain the origin -in AGNs- of very energetic cosmic rays, detected by the P. Auger Observatory.
[ { "version": "v1", "created": "Sat, 1 Dec 2007 08:09:30 GMT" }, { "version": "v2", "created": "Mon, 26 May 2008 15:09:48 GMT" } ]
2008-05-26T00:00:00
[ [ "Lipari", "S.", "" ], [ "Bergmann", "M.", "" ], [ "Sanchez", "S.", "" ], [ "Terlevich", "R.", "" ], [ "Taniguchi", "Y.", "" ], [ "Mediavilla", "E.", "" ], [ "Punsly", "B.", "" ], [ "Garcia", "B.", "" ], [ "Zheng", "W.", "" ], [ "Merlo", "D.", "" ] ]
[ -0.0015549491, 0.1224231273, 0.0079459958, 0.0560055673, -0.0447167754, -0.0107476441, 0.0223583877, -0.0214678887, 0.0369899794, -0.0337567814, -0.0419493765, -0.007254146, -0.0862551481, -0.0646091625, 0.027043784, 0.0295645837, -0.0509913713, 0.0761171579, -0.0376475789, 0.0739799589, -0.0712947622, 0.0089734951, -0.0619239658, 0.0598415658, -0.1309719235, -0.0346335806, -0.0631295666, 0.0287973844, 0.0131177427, -0.0217281878, 0.1629751027, -0.0545807704, 0.0723907575, -0.1019827425, -0.187744692, 0.129108727, -0.0211527888, -0.0597319677, -0.0637871623, -0.0735963583, -0.0056991968, -0.0327977799, 0.0138027426, 0.0190292895, 0.0045963475, -0.019056689, 0.0165358912, -0.0234680865, 0.0403875783, -0.1080107391, -0.0503063723, 0.0674039647, -0.0295645837, 0.0097543942, -0.0192073882, -0.0858715549, -0.0295919832, 0.0640063658, -0.0951875448, -0.0269478839, -0.0611567646, -0.1032979414, 0.0943655446, 0.068554759, -0.0800627545, 0.0437851734, -0.0551287681, 0.0126656424, 0.004986797, 0.0385243781, -0.0363597795, 0.0472923741, -0.0229063872, -0.0753499568, 0.1555223167, -0.046826575, -0.022084387, 0.007829546, -0.0572111681, -0.0220021866, 0.0175085906, 0.05189557, -0.0135698421, -0.0512653701, -0.107901141, 0.0655955598, -0.0435659736, 0.0005428622, -0.0667463616, -0.0273314845, -0.0110353436, 0.0152617916, 0.0233447868, -0.0549095683, 0.0183168892, -0.0993523449, 0.0360035785, -0.043072775, 0.1248343289, 0.0562795699, -0.0121039432, -0.0535669699, 0.0085419454, -0.1375479251, 0.0598415658, -0.0733771548, -0.0112887938, 0.0021132238, 0.0562795699, -0.0115970438, 0.0228241868, -0.0611019656, 0.0075692455, 0.0407711752, -0.0692671612, 0.0135561423, -0.0625815615, -0.0710207596, -0.0544437692, 0.0592935681, -0.0528545715, 0.0724455565, -0.0458675735, 0.0088364948, 0.0384147763, -0.0243859868, 0.0166180898, -0.0869675502, -0.0103092445, -0.0460593738, 0.1249439269, -0.0406067781, -0.0286055841, 0.025742285, -0.0769939572, 0.0095762946, -0.0081651956, -0.0814327523, -0.0282767843, 0.0333457813, 0.0025618984, -0.0285507832, 0.0255093854, -0.0378119797, 0.0621979646, -0.0656503662, -0.1510287076, 0.0172345899, -0.0036065229, -0.0551013686, -0.0316743813, -0.0294001829, -0.025892986, -0.0801175535, 0.0397299789, -0.1311911196, 0.0332635827, -0.0041819224, 0.0198238883, -0.0554575697, 0.0061855465, -0.0154946912, -0.078363955, 0.0290165842, -0.0409081765, 0.1060927361, -0.0022964613, 0.0359213799, -0.2030886859, -0.0865291506, -0.0796791539, -0.084117949, -0.0820903555, -0.0325237811, -0.0281671844, 0.0758431554, 0.0474841744, -0.0847755522, -0.1147511378, -0.0668011606, 0.0098982444, 0.0503337719, 0.0458127744, -0.0519229695, -0.0872415528, -0.0019111489, 0.027043784, 0.0640063658, -0.0184401888, 0.0025242236, 0.0169331897, 0.0580331683, 0.0646639615, 0.1456583142, -0.0372365788, -0.152891919, 0.0203033891, -0.0159878917, -0.1004483402, 0.0869127512, 0.1169431359, 0.0220706873, 0.1013251394, -0.113655135, -0.1147511378, -0.0320579819, 0.1227519289, 0.0503063723, 0.0103503438, 0.022604987, 0.0889403522, -0.0271122847, 0.0149329919, 0.0290439837, -0.0319757834, 0.0014325054, -0.0694863573, 0.0560603663, 0.1059831381, -0.0153439911, -0.0566631667, 0.057539966, 0.105818741, 0.0849399492, 0.0642255619, 0.0364419781, 0.0922283456, -0.0028872734, 0.0009393057, 0.0118915932, 0.0189333893, 0.0348527804, -0.002584161, -0.0404697768, -0.0327155814, 0.002467711, 0.0740347579, 0.0347705819, -0.0422233753, -0.093817547, -0.0609375648, 0.0329347812, 0.0723359585, -0.0239338856, -0.0100352447, 0.0076240455, -0.01608379, -0.0666367635, 0.1385343224, -0.0243585855, 0.0182072893, 0.0618691631, -0.0308797825, -0.0316469818, 0.0144671919, 0.0142205916 ]
712.0289
Frederic Bournaud
Marie Martig, Frederic Bournaud (CEA-Saclay, DSM/Dapnia/SAP)
Triggering of merger-induced starbursts by the tidal field of galaxy groups and clusters
MNRAS Letters, in press
null
10.1111/j.1745-3933.2008.00429.x
null
astro-ph
null
Star formation in galaxies is for a part driven by galaxy mergers. At low redshift, star formation activity is low in high-density environments like groups and clusters, and the star formation activity of galaxies increases with their isolation. This star formation-density relation is observed to be reversed at z~1, which is not explained by theoretical models so far. We study the influence of the tidal field of a galaxy group or cluster on the star formation activity of merging galaxies, using N-body simulations including gas dynamics and star formation. We find that the merger-driven star formation is significantly more active in the vicinity of such cosmological structures compared to mergers in the field. The large-scale tidal field can thus enhance the activity of galaxies in dense cosmic structures, and should be particularly efficient at high redshift before quenching processes take effect in the densest regions.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:38:30 GMT" } ]
2009-11-13T00:00:00
[ [ "Martig", "Marie", "", "CEA-Saclay, DSM/Dapnia/SAP" ], [ "Bournaud", "Frederic", "", "CEA-Saclay, DSM/Dapnia/SAP" ] ]
[ 0.0195912924, 0.1041194573, 0.0122884009, 0.036201302, 0.014705996, 0.1158441678, 0.136587888, 0.0709996447, -0.1360868365, -0.0215328857, -0.0705486983, 0.0180380195, -0.1577324569, -0.0411868095, -0.0117685543, 0.0929459035, 0.0226352084, 0.0236623734, -0.0018554733, 0.0527612045, 0.1091300175, -0.0077976855, -0.0101651754, 0.0381053165, -0.144203946, -0.0169231687, 0.009877068, 0.0664400384, 0.0797180235, -0.0121255573, 0.0559679642, -0.0130900899, -0.0182885472, -0.0211445671, -0.1701586396, 0.1886977255, -0.0374789946, 0.0437922999, -0.1240614876, 0.0444186218, -0.0504814014, 0.0543645844, -0.0483018048, 0.0486525446, 0.0217708871, 0.0191027634, -0.0441430397, -0.0993093178, -0.0439927243, 0.0069772061, -0.0346981324, -0.0580222942, 0.0577717647, -0.0452704169, -0.1072259992, -0.1298737377, 0.0155452648, 0.0213074107, -0.0033194965, 0.0279589295, -0.0046598217, 0.0029750206, 0.0522100441, 0.003488603, -0.0663398281, 0.0847285837, 0.0354497172, 0.0029577967, 0.0174868573, 0.1020150185, -0.0002209736, -0.1260657161, 0.0217082556, 0.0260799695, 0.0491034947, -0.038130369, 0.0002252795, 0.035975825, -0.1025661826, 0.0186518133, 0.0535628945, -0.0459468439, 0.0522601493, 0.0085116904, -0.1150424778, -0.0311656892, 0.0200046636, 0.013365671, -0.1312766969, 0.1203536689, 0.0148938922, -0.0052141147, -0.0018946183, -0.0221592057, -0.0126391398, -0.0758598894, 0.0709996447, -0.07606031, 0.1413980275, 0.0266060773, 0.0481013842, 0.0239755344, -0.0130399847, -0.0995598435, 0.1093304381, -0.1032175496, 0.0263304971, -0.0006854291, 0.0349236093, 0.0527612045, 0.0719015449, 0.0476253815, -0.0136537785, 0.0287606195, -0.0666905642, -0.0199044533, -0.043090824, 0.0682438388, -0.0462725312, 0.0796679184, 0.0431659818, -0.0681436285, -0.0073592612, 0.0639848635, 0.032092642, -0.0437672473, 0.113940157, 0.001661314, -0.0697971135, 0.0081985304, -0.0180755984, 0.0394581668, 0.0366021469, 0.0243262723, -0.0358505622, -0.1061236784, -0.0436169319, -0.0521098338, -0.0139418859, 0.0557174347, -0.0369278342, 0.0090002203, 0.1277693063, 0.0633835942, -0.0252156481, -0.0197290834, -0.0852797478, 0.0300884172, 0.0300884172, -0.0562184937, -0.0425897688, -0.0442683063, 0.0240757447, -0.055466909, 0.0469990596, -0.1286711991, -0.0247396436, 0.0213324632, 0.0199044533, -0.0701478496, -0.0735049248, 0.0279088244, -0.1199528277, 0.0344225541, -0.0270069223, 0.0116808703, -0.0424645022, 0.042013552, -0.0985076278, -0.0465731621, 0.0303890519, -0.0756093636, -0.0786658078, -0.0651873946, 0.0267062895, 0.0615296885, -0.0504312962, -0.0499803461, 0.0027886902, 0.0283096693, 0.0011665212, 0.0357503518, -0.0191779211, -0.0597759895, -0.0306896847, 0.0474500097, -0.1007623747, 0.0950002298, -0.0452203117, -0.0524605736, -0.1028167084, 0.0458466299, -0.0082047936, 0.1090298072, -0.0026555972, -0.0958019197, 0.0495795012, 0.0098394891, -0.0429405048, 0.0521098338, 0.1253642291, -0.0176246483, 0.0370029919, -0.123360008, -0.0630829632, -0.0904406235, 0.0033069702, 0.0533624738, -0.0231738444, 0.0689453185, 0.0686947927, -0.0214827787, 0.013678831, -0.0206059311, -0.0776135847, -0.0863319635, -0.0989585742, -0.0100837536, 0.0949000195, 0.0394832194, 0.0117748184, 0.048852969, 0.1136395186, 0.0463727415, 0.0477506444, 0.0194535032, -0.0053800899, -0.1274686605, -0.0033038387, 0.0857306942, -0.0092006419, 0.0425396599, 0.0008948548, -0.0468236916, 0.0241634287, 0.0056274859, -0.0175995957, 0.0822233036, 0.0129272472, -0.0479761213, -0.0445689373, 0.1185498685, 0.0360008813, -0.0568197593, -0.0619305335, 0.0847285837, -0.0629326478, 0.0115618687, 0.0546151139, -0.023687426, 0.1050213575, 0.0246770121, -0.0410865992, 0.015019156, -0.0244891159, -0.0066076773 ]
712.029
Viswanath Balakrishnan
B. Viswanath, Paromita Kundu, B. Mukherjee and N. Ravishankar
Predicting the Growth of Two-Dimensional Nanostructures
31 pages, 10 figures
null
10.1088/0957-4484/19/19/195603
null
cond-mat.mtrl-sci
null
The ability to predict the morphology of crystals formed by chemical reactions is of fundamental importance for the shape-controlled synthesis of nanostructures. Based on the atomistic mechanism for crystal growth under different driving forces, we have developed morphology diagrams to predict regimes for the growth of two-dimensional crystals. By using controlled reactions for crystal growth in the absence of surfactants/capping agents, we demonstrate the validity of this approach for the formation of 2-D structures of Au, Ag, Pt, Pd and hydroxyapatite.
[ { "version": "v1", "created": "Sat, 1 Dec 2007 15:22:19 GMT" } ]
2009-11-13T00:00:00
[ [ "Viswanath", "B.", "" ], [ "Kundu", "Paromita", "" ], [ "Mukherjee", "B.", "" ], [ "Ravishankar", "N.", "" ] ]
[ 0.0675858408, 0.0365964808, 0.0696885139, 0.011151664, -0.0100377491, -0.0217150804, -0.043955829, -0.0399006791, -0.0899642631, -0.0197250526, 0.0364713222, -0.1034313664, -0.0532175936, -0.0632303134, -0.0270844009, 0.0531675294, -0.046659261, 0.049663078, 0.0188364238, 0.0164584033, 0.0707899109, -0.0114332717, 0.0141054159, -0.0446817502, 0.0313147716, -0.0059982436, 0.0978242457, 0.08931344, 0.1113414168, -0.034418717, 0.0254698489, 0.0134170409, -0.0436053835, -0.0570724905, -0.068136543, 0.0086922906, 0.0373975001, 0.1001772359, -0.0743444264, 0.0813032612, 0.0358955935, -0.0100690387, -0.018210629, 0.1033312455, -0.0824547261, 0.0281857997, -0.1606039852, 0.0833558738, -0.0009676352, 0.0542689264, -0.1237571836, -0.0276601315, 0.0107136071, -0.0685871169, -0.1256595999, -0.0202006567, -0.0236300137, 0.0265587326, -0.0627797395, -0.0657334924, 0.0427793339, -0.1294644326, 0.022566162, 0.0944199264, -0.0539184846, -0.004211599, -0.1150461212, 0.01912429, 0.0932184011, 0.009111573, 0.0107136071, -0.0356452726, 0.0004716929, 0.0497381724, -0.0051064859, -0.0758463368, -0.0955213234, 0.0506393164, -0.0376478173, -0.0042241151, 0.0191993862, -0.0523164496, 0.0512150489, -0.0304386616, -0.0429795906, -0.0344437473, 0.0872608349, -0.0345939398, -0.1361729503, -0.0814534575, 0.0599761754, 0.0943698585, -0.0450572297, 0.1036316231, -0.0640313253, 0.0450822599, 0.0664844438, 0.0196124092, 0.0399006791, 0.0711403564, -0.0611777045, 0.0140052885, 0.0230042189, 0.0266338289, 0.1119421795, 0.048962187, -0.0927678272, 0.0082166865, -0.0160704106, 0.0323661081, 0.0180979874, -0.0419532843, 0.0093431165, 0.0679362863, 0.0235424023, -0.0887627378, -0.0725421384, 0.013429557, 0.0036546418, 0.1207533702, -0.0615782104, 0.0625794828, 0.0504140332, -0.0637309477, 0.1344707906, 0.019812664, 0.0694381967, -0.0215648897, -0.0284361169, 0.0060076304, 0.0594254769, -0.0274098143, 0.0407267287, -0.0987754539, -0.0067210365, -0.137074098, -0.0011217373, 0.0267840195, 0.0391997881, 0.0589248426, 0.0825548545, 0.0002722208, 0.1172489226, 0.0732430294, 0.0312897414, 0.041252397, -0.0068962593, 0.0774483681, -0.0176724456, 0.0135171684, -0.0813032612, 0.0072091566, 0.1023299694, -0.0157575142, 0.1306659579, -0.0852582902, -0.0079037892, -0.0203383323, 0.0275850371, -0.0432299078, -0.020062983, 0.0349694155, -0.0418531597, -0.0651827902, 0.0296877064, 0.0391497239, -0.1548967361, 0.0018320144, -0.0871607065, -0.0128663415, 0.0073405732, -0.016858913, -0.0107136071, 0.0316151567, 0.0515654944, 0.0297377706, -0.0098374952, -0.1072361991, 0.0376728475, 0.10152895, 0.0062735933, -0.004853039, 0.0457080528, -0.1271615028, 0.0545192473, -0.0842069536, 0.0162956975, 0.0406516306, -0.086509876, 0.0302384067, -0.0227288678, 0.0374475643, 0.0194246713, 0.0679863542, -0.0251444355, -0.1299650669, 0.0633304343, 0.0206762608, 0.0781993195, 0.0606270023, 0.0849579051, -0.0281607676, 0.0083793933, -0.11985223, -0.0313398056, -0.0511399545, -0.0043524029, -0.1238573119, -0.0274348464, -0.0375226587, 0.0855586678, -0.0247689597, 0.0019118033, 0.0395001695, -0.1245582029, -0.0948204324, -0.0767474771, 0.0321908854, 0.016608594, 0.0206136815, -0.0270093046, -0.0285112131, 0.1720184833, 0.0752455741, -0.0959218293, 0.0591250956, 0.0266838912, 0.0340933017, -0.0282108318, 0.0158075783, -0.0192869976, 0.0203758795, -0.0061765951, 0.0378480703, -0.0176223833, 0.036020752, 0.0539184846, 0.0611777045, -0.0239804573, -0.0999769792, 0.0383487083, 0.1012786329, -0.0303635653, 0.0526168309, 0.0253446903, 0.0898641348, -0.0810529441, -0.0140678678, 0.0739939809, 0.0557207726, -0.0653830469, -0.1299650669, 0.0092742797, 0.0277101956, -0.0373724662, -0.1287635416 ]
712.0291
Pekka Lahti
J. Kiukas, P. Lahti, J.-P. Pellonpaa
A proof for the informational completeness of the rotated quadrature observables
11 pages
J. Phys. A: Math. Theor. 41 (2008) 175206 (11 pp)
10.1088/1751-8113/41/17/175206
null
quant-ph
null
We give a new mathematically rigorous proof for the fact that, when $S$ is a dense subset of $[0,2\pi)$, the rotated quadrature operators $Q_\theta$, $\theta\in S$, of a single mode electromagnetic field constitute an informationally complete set of observables.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:09:56 GMT" } ]
2010-10-19T00:00:00
[ [ "Kiukas", "J.", "" ], [ "Lahti", "P.", "" ], [ "Pellonpaa", "J. -P.", "" ] ]
[ 0.0065093874, -0.0336033702, -0.1442313194, 0.0227354113, -0.0137525834, 0.0252784379, -0.0353493281, -0.0394232273, -0.072874777, 0.0207111128, 0.0522775277, -0.0017728434, 0.0497471541, 0.0091093471, 0.1224701107, -0.0131959012, 0.0080592418, 0.0165992547, 0.0508605205, 0.1110328138, -0.0096343998, -0.0994437039, 0.0463817567, -0.0174342785, -0.0981785133, -0.062905103, -0.1208506674, -0.0038208649, 0.037095286, -0.0176999662, 0.0655872971, -0.0590589307, -0.0671055242, -0.0734314546, -0.0473939069, 0.0636136085, -0.0532896779, 0.0863363668, -0.0911946818, -0.0218750834, 0.0280112419, -0.0073064552, -0.0260881577, 0.0171685889, 0.0644739345, 0.0418017805, 0.0933708027, 0.0353240222, 0.0113550536, -0.0339070149, 0.0378543958, 0.1128546894, 0.0595650077, -0.0649800077, -0.0105137043, 0.0594131835, -0.0274545588, 0.0556682311, -0.0174089745, -0.0753545389, -0.0172444992, -0.0543018281, 0.0089385463, 0.0170547217, 0.0012628149, -0.0485578813, -0.0324647017, 0.0274798628, 0.0395497493, 0.0423331596, -0.0670043081, 0.1146765575, 0.0358807035, 0.0496459417, 0.118522726, -0.0496206358, -0.0004507229, 0.0714071542, 0.0276063811, 0.0509870388, 0.0181680862, 0.0532896779, 0.1242919788, -0.1433203965, -0.0085273609, 0.072874777, -0.0204833783, 0.0016716284, -0.0943323448, 0.0528342128, -0.0453696065, 0.0387653299, -0.0143472217, -0.0477228574, 0.0811744034, -0.0755063668, 0.0885630921, -0.0439019911, 0.0517967567, 0.0423331596, -0.0326418281, -0.0009686588, 0.0159034021, -0.0418270826, 0.1237859055, 0.0873991251, 0.1190287992, 0.0684213191, 0.0323128775, -0.0139170578, 0.075455755, -0.1101218835, -0.036589209, -0.0170547217, 0.0631581396, -0.0609314106, -0.0505568758, -0.0105453338, -0.0258351192, 0.0008864217, 0.0211918838, -0.0840590298, 0.063765429, 0.1035935134, 0.0839072093, -0.044230938, -0.078593418, -0.1146765575, 0.0151695926, 0.128644228, 0.0818829089, -0.0475204252, 0.0230517089, -0.1327940375, -0.0109059121, 0.0568828098, 0.058755286, -0.0823383704, 0.0529354252, 0.0291246064, 0.0145369992, 0.0560224839, -0.0267966613, 0.0036785314, -0.0288462657, -0.091295898, -0.0356782749, 0.035222806, 0.078593418, -0.0120382551, -0.0331985094, -0.0973687991, 0.0461793281, 0.1069842204, -0.0380568281, -0.0075594927, 0.0080529153, 0.0258604232, 0.0460528098, -0.0152961118, 0.0292005166, 0.015359371, -0.0447623171, -0.0059527052, 0.0263664983, -0.0017522841, -0.0515437201, -0.1022271141, -0.0466094911, -0.1476726383, -0.0089005912, -0.00429531, -0.0485578813, -0.0340082273, -0.0380821303, 0.1285430044, 0.0505568758, -0.0721156597, -0.0147267776, -0.0368928537, 0.0421813354, 0.0481783226, 0.092712909, -0.03076935, -0.0495447256, 0.0387400277, 0.031224817, 0.0210274085, 0.0607289784, -0.0149039039, -0.092156224, 0.1820857227, -0.0600204729, 0.0921056196, 0.0352734141, -0.0643727183, 0.0102290371, 0.124798052, -0.0619435571, -0.0507086962, 0.0756075755, 0.0621459894, 0.0356782749, -0.0268472694, -0.0668524876, 0.0142207025, 0.0883606672, -0.0512147732, -0.124798052, -0.0196863115, 0.0411185808, 0.0364879966, -0.0292258207, 0.0871460885, 0.0304910075, 0.0971663669, -0.0786440298, 0.002297896, -0.0996967405, 0.1111340299, -0.0170800257, 0.0496206358, 0.0979254767, 0.0704962239, -0.0714071542, 0.0772270188, 0.1123486087, -0.0251772217, 0.0180415679, -0.0413463116, 0.0231908783, -0.0108489795, -0.0489374362, 0.074038744, 0.0227607153, -0.0374495387, 0.0258224681, -0.0096407253, -0.1487859935, -0.0853748247, -0.0122659886, 0.074595429, 0.0095521621, -0.0111083426, -0.0201291256, -0.0191675834, -0.0499495864, 0.0625508502, 0.0193573628, -0.0526823886, 0.0829962716, 0.1197373047, -0.0593119711, -0.0266195349, -0.094433561, 0.0529354252 ]
712.0292
Dimitri Karayannakis
D. Karayannakis
An algorithm for evaluating the Gamma function and ramifications
12 pages
null
null
null
math.CA
null
We provide a new algorithm for evaluating the gamma function at any (rational) point and a new infinite product representation free from the presence of Euler and Mascheroni constant.Formulae and inequalities seemingly new are obtained as byproducts of the method.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:12:50 GMT" } ]
2007-12-04T00:00:00
[ [ "Karayannakis", "D.", "" ] ]
[ 0.0698635504, 0.0043313354, 0.0621974692, 0.0104003157, -0.0469419658, -0.0405280143, 0.063884005, 0.0157154649, 0.0628107563, 0.0215416867, 0.0404257998, -0.0890798569, -0.1356385201, 0.0067589278, 0.0454087518, 0.0599487498, -0.0038681766, -0.0510560982, 0.0569334254, 0.1101871356, 0.0026288268, -0.0264990851, 0.0442588404, -0.0153832687, 0.0650594682, -0.0295399651, -0.0190246571, 0.0268312823, 0.0594887845, -0.0975125432, 0.0268568359, 0.0127768014, -0.0004407996, -0.0853490308, 0.0360305794, 0.1122314185, -0.0477085747, 0.0816693157, -0.0809027031, 0.0776829496, 0.0191396475, -0.0124957114, -0.1066096276, 0.0513882935, -0.002424398, 0.1243949383, -0.0158687867, -0.0781940222, 0.1003234461, -0.0735943764, -0.0533048138, 0.0382537432, -0.0059539895, -0.0108283386, -0.0979214013, -0.0297188386, -0.0371804908, -0.0113777416, -0.0633729324, -0.0000346371, 0.0020219288, -0.1462688148, 0.0559112802, -0.017580878, -0.2004424632, -0.0035551449, -0.0485773981, 0.0123296129, 0.0218355525, 0.0033283567, 0.037231598, -0.0390970111, 0.0801872015, -0.0502894893, -0.0118632596, 0.035161756, -0.0089757033, -0.0471208431, 0.0047210278, 0.0367971882, 0.0747187361, 0.0284156054, 0.0014956843, -0.0119974166, 0.0892331824, -0.0127831893, 0.0635773614, -0.032171987, -0.1519928277, -0.0472997166, 0.0058805225, -0.0164692961, 0.0042131501, 0.0315586999, 0.0503150448, -0.0026735456, 0.0561668165, 0.1013966948, 0.0783473477, 0.0768652335, 0.0007630146, -0.0425211936, 0.1079384163, 0.0111030405, 0.2236451209, 0.0633218288, -0.0981258303, 0.1057919115, -0.0949571878, -0.0177725311, -0.0486540571, 0.002216775, -0.1266436577, 0.0405280143, -0.0014182249, 0.0112052551, 0.0665926859, 0.0199701395, -0.0804427415, 0.0101575572, -0.1024188399, -0.0767119154, 0.0531003848, -0.0308943056, 0.1689604223, -0.0578022487, 0.0782962367, -0.004909486, 0.0052800132, -0.0735432655, 0.0453831963, -0.0534581356, 0.0482707545, -0.0385092795, -0.0305110011, 0.0397102982, 0.1016522273, -0.0371293835, 0.0212478209, 0.1748888493, 0.0244420208, 0.0163670816, -0.0247997716, -0.0198168177, -0.0033634929, 0.0317886807, -0.0616863966, 0.0685347617, 0.067665942, -0.067205973, -0.0021257403, -0.0368482955, 0.0434922315, -0.0396080837, -0.0478618965, -0.0597443208, -0.0828958824, 0.0398380645, 0.0370527245, 0.011281915, -0.0843779966, 0.083611384, -0.027265694, -0.0060082907, -0.0395058692, 0.1017544419, -0.0662349388, -0.0675637275, 0.0088223815, -0.1228617206, -0.0435688905, -0.0821292773, -0.0528448485, -0.0608175732, -0.003443348, 0.0949571878, -0.031967558, -0.0816182047, -0.0868311375, 0.0085668452, -0.0679725856, -0.0114991209, 0.0813115612, 0.0094420556, 0.0848379582, -0.040068049, 0.0812604576, -0.0329130404, 0.0275723375, -0.0061136992, 0.0661327243, 0.0425211936, 0.1043609083, 0.0484496318, -0.0162265375, -0.1432023942, 0.0360816866, -0.016954815, -0.0628618598, 0.0404002443, 0.035493955, -0.0833047405, 0.0218227766, -0.0218099989, -0.0490373634, -0.0660816133, 0.0093078995, -0.0423167646, -0.0839180276, -0.0638329014, 0.0308687519, -0.0750764832, 0.0486029498, 0.0079791127, -0.0302299112, 0.1146845669, -0.0430322662, 0.067257084, 0.0045421529, 0.1704936326, -0.074105449, 0.0474019311, 0.0047146399, -0.0032660698, -0.0176064316, 0.0671037585, 0.1345141679, -0.0438244268, -0.0490118079, -0.009965905, -0.0203662217, 0.0686880797, -0.0405535661, -0.0534070283, -0.0200851317, -0.0119207557, 0.0177341998, -0.0139267137, -0.0473508239, -0.1226572916, 0.0129812304, -0.0004034674, -0.0571889617, -0.0196379442, -0.0876488537, 0.0078513445, -0.0135434093, 0.0004915076, 0.0151660629, 0.0005046836, -0.05938657, -0.0307154302, 0.0765074864, -0.0417545848, -0.0158687867, -0.0049637873 ]
712.0293
Francesco Sylos Labini fsl
Francesco Sylos Labini and Luciano Pietronero
Statistical physics for cosmic structures
8 pages, 4 figures, European Physical Journal B - STATPHYS 23 topical issue in the press (2007)
Eur. Phys. J. B, 64, 615-623 (2008)
10.1140/epjb/e2008-00002-8
null
cond-mat.stat-mech
null
The recent observations of galaxy and dark matter clumpy distributions have provided new elements to the understating of the problem of cosmological structure formation. The strong clumpiness characterizing galaxy structures seems to be present in the overall mass distribution and its relation to the highly isotropic Cosmic Microwave Background Radiation represents a fundamental problem. The extension of structures, the formation of power-law correlations characterizing the strongly clustered regime and the relation between dark and visible matter are the key problems both from an observational and a theoretical point of view. We discuss recent progresses in the studies of structure formation by using concepts and methods of statistical physics.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:13:10 GMT" } ]
2009-11-13T00:00:00
[ [ "Labini", "Francesco Sylos", "" ], [ "Pietronero", "Luciano", "" ] ]
[ 0.015752146, 0.0061542992, 0.0012637761, -0.0275483839, 0.0051206392, 0.0045010387, -0.0191122871, -0.0303842463, -0.0996126682, 0.0114387749, -0.0214238726, 0.001672623, -0.0992313772, 0.0067560263, 0.042275805, 0.0663925558, -0.0306225549, 0.1142924279, 0.0655823126, 0.0242478196, 0.0242239889, -0.0503306091, 0.0320762321, -0.0457550995, -0.1182959974, -0.0423949584, 0.0413940661, 0.0556687042, -0.0072505153, 0.0158117227, 0.044110775, -0.0140959071, -0.0646767393, -0.0260947049, -0.1272563785, 0.1265891045, -0.0345784649, 0.0601012297, -0.0289543997, -0.0074232882, -0.0084420545, -0.0534286126, -0.0082037468, 0.0608638152, -0.0302650928, -0.1357401311, -0.0219719801, -0.1607147902, 0.0715400055, -0.0106046973, -0.0819302276, 0.018540347, 0.047327932, -0.1329757571, -0.0797377974, -0.0195531566, 0.0066309148, 0.0201727562, -0.0002256477, -0.0683466792, -0.0409174524, -0.0787845626, 0.0397497416, 0.0199344493, -0.0940362662, 0.026523659, -0.0086803623, 0.0233065039, -0.0014506988, 0.0922251269, 0.0259278901, -0.0631992295, -0.0257372446, 0.070825085, 0.0576704927, -0.0096693393, -0.0238546114, 0.0227226503, -0.0557640269, 0.0753529295, -0.0230205357, -0.0084956735, 0.0892224461, -0.0151444618, -0.0481858402, -0.0136192916, -0.0489484258, 0.0968959555, -0.0795471445, 0.0024322292, 0.106094636, -0.0128090447, -0.0454453006, 0.0603872016, 0.0695858821, -0.1480368078, 0.1318318844, -0.0023875465, 0.1482274532, -0.0272147525, 0.000701891, 0.0795948133, -0.0291688759, -0.1109561175, 0.1136251688, -0.0200655181, -0.0644384325, -0.1047601178, -0.0585283972, -0.0380339287, 0.054000549, 0.0498063341, 0.0092225121, 0.0522370711, -0.066678524, -0.0022609453, 0.0182186328, 0.025856398, -0.0354840346, 0.0189812165, 0.0483049937, 0.04782838, -0.0009450394, 0.0130354371, 0.0856478289, -0.1703424305, 0.0733988062, -0.1058086678, -0.119630523, 0.0084241815, 0.1223948896, -0.0775930211, -0.0103723472, -0.0247601811, -0.0674887747, -0.0638664961, 0.0160500314, 0.0140959071, 0.0715400055, -0.0287160911, 0.0652486756, -0.0018245442, 0.089079462, 0.1043788195, 0.1104795039, 0.0378671102, -0.0561929829, -0.0587667078, -0.0082156621, -0.0255465973, 0.0064700572, -0.0473517627, 0.007453077, -0.0116115483, -0.0314328, -0.1620493084, 0.0919391513, 0.1094309464, 0.0257372446, 0.0113315368, 0.0205540489, 0.066154249, -0.0287637524, 0.0634375364, 0.0944652185, 0.0378194489, -0.0245457049, -0.0043580541, -0.0657252967, -0.0458027609, -0.0504259318, -0.1106701493, -0.0068573072, -0.0856001675, 0.05495378, 0.0475424081, -0.0381769128, -0.0824545026, -0.0864580721, -0.0446827151, 0.0506642424, 0.0223294422, 0.0114864362, -0.1080964208, -0.0478760414, 0.0251176432, -0.0520464256, 0.1048554406, 0.0243908055, -0.0121715711, -0.0301936008, 0.0304080769, -0.0523323976, 0.090128012, -0.0472326092, -0.0828357935, 0.0794518217, 0.0531903021, -0.0566219352, 0.0832170919, 0.0420136675, 0.0347929411, -0.0293595232, -0.0253559519, -0.0104915015, -0.078832224, 0.0725409016, -0.0140601611, -0.1311646253, -0.0548584573, 0.0059308857, -0.0254036132, 0.047399424, 0.0370092019, -0.1317365617, -0.0147393383, -0.117724061, 0.113053225, 0.1114327312, 0.0884121954, -0.0301459376, 0.0900326893, 0.0463032089, 0.0907476172, 0.0540482104, -0.0493773781, 0.1073338389, -0.0574798435, 0.0021388126, 0.0278820135, 0.0325528458, 0.016884109, -0.0536669195, 0.0641048029, -0.0062615378, -0.094274573, -0.0248555057, 0.0209949184, 0.0030473613, -0.0253559519, -0.0452784859, -0.0220434722, 0.0510931946, -0.0036580248, -0.0415608808, 0.002980337, -0.0545724891, 0.0551920906, 0.0159785394, -0.0521894097, 0.1189632639, -0.0445159003, -0.0412034206, -0.0234852359, -0.0366517417, 0.0195769873 ]
712.0294
Viviana Casasola
V. Casasola, F. Combes, S. Garcia-Burillo, L. K. Hunt, S. Leon, A. Baker
The NUGA project: The Seyfert 2 galaxy NGC3147
2 pages, 2 figures. To appear in the proceedings of "Formation and Evolution of Galaxy Disks" (J. G. Funes, and E. M. Corsini eds)
null
null
null
astro-ph
null
We present CO(1-0) and CO(2-1) maps of the Seyfert 2 galaxy NGC3147 of the NUclei of GAlaxies (NUGA) sample at 1.8'' x 1.6'' and 1.4'' x 1.2'' resolution respectively. Identifying the presence of a bar in NGC3147 we also compute the gravity torques exerted from the stellar bar on the gas.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:19:23 GMT" } ]
2007-12-04T00:00:00
[ [ "Casasola", "V.", "" ], [ "Combes", "F.", "" ], [ "Garcia-Burillo", "S.", "" ], [ "Hunt", "L. K.", "" ], [ "Leon", "S.", "" ], [ "Baker", "A.", "" ] ]
[ -0.0206726119, -0.0180837531, -0.0147169605, -0.0414217412, -0.1012588143, 0.0539196804, -0.0929948688, -0.0610613599, 0.0041479128, -0.045528207, 0.0204430576, -0.0211572256, -0.0647342205, -0.1004936323, 0.0033094031, 0.0654483885, -0.1006466672, 0.003845029, 0.0521087535, 0.103503339, -0.0858021751, -0.0420848951, -0.0008998835, 0.0858021751, -0.0803438947, -0.0555010512, 0.0071799383, 0.0183005538, 0.0321375579, -0.035198275, 0.0013207324, -0.0132376123, -0.0522872955, -0.0240649097, -0.1763994843, 0.1033503041, -0.006816478, -0.0168339591, -0.0486144312, 0.0398148634, 0.0344586037, 0.0546848588, 0.0434622206, -0.0532055125, 0.0289238021, 0.0252636913, -0.0520577393, -0.116307348, -0.0274954662, -0.059071891, -0.0801398456, -0.0365245901, 0.0278525501, -0.024830088, 0.0082129315, 0.0152015742, -0.1134506762, 0.0671317875, -0.0007061973, -0.0282351393, -0.1753792465, -0.1476287097, -0.0015056509, 0.018530108, -0.0908013508, -0.0555010512, -0.0593269505, 0.029076837, 0.0126701044, 0.0398403667, -0.060347192, -0.0141048171, -0.0226493254, -0.0900361687, 0.1205923557, -0.0554500371, 0.0047345506, 0.0521342605, -0.0160305202, -0.0502978265, -0.0400189087, 0.0023146693, -0.0075816577, 0.1226328388, -0.0444824584, -0.0596840344, -0.0129825529, -0.0237715896, -0.115185082, 0.0186958965, 0.0545828342, -0.0186576378, -0.1113081723, -0.0230956804, 0.0011780582, 0.0201624911, 0.0718248859, -0.090546295, 0.1513015777, -0.0044476083, 0.0289748125, 0.0505273826, 0.0853430703, -0.0925357565, 0.0641220808, 0.0331577957, -0.0129124112, 0.0569803976, -0.0922807008, 0.0100429868, 0.1335494071, -0.0211699773, 0.0597350448, 0.1098798364, 0.0289493073, 0.0850880072, 0.0073776096, -0.07039655, -0.0201497376, 0.0206343513, 0.0416002832, -0.0331067853, 0.0536646172, -0.0182878003, 0.0054519069, -0.0147169605, -0.0215780735, -0.0830985382, -0.0962086245, 0.0490480326, -0.0264242142, -0.1156952083, 0.0335148796, 0.0246387944, -0.0812110975, 0.0423909687, -0.0675908923, -0.1315089166, 0.0194483232, 0.1222247407, -0.0394832827, 0.0162090622, -0.0117008761, -0.0081810486, 0.0393047407, 0.0622856468, -0.1582392156, 0.0139007689, 0.0635099337, -0.0094499718, -0.0927908197, -0.0034624392, -0.0357083976, -0.1756853163, -0.088862896, -0.0137604857, -0.01752262, -0.0155203994, -0.0758548379, -0.0066188062, 0.0215398148, -0.0306582097, -0.0096093845, 0.0614184439, -0.0148827499, 0.0003361611, -0.0978920162, -0.0080407653, -0.1147769913, 0.0412431993, 0.0064020054, -0.0345606282, -0.011107862, -0.050731428, 0.0350707471, 0.037595842, 0.0690192282, -0.0666216686, -0.0397893563, -0.0250851493, -0.0690192282, 0.0034656273, 0.0728961378, -0.0335403867, -0.0968717784, 0.0255187508, -0.001519201, 0.0929948688, -0.0234145056, -0.0502468161, -0.0174205955, -0.0295614507, 0.0541747399, 0.1447720379, -0.0539706908, -0.1205923557, -0.0638670176, -0.0585617721, 0.0180837531, -0.0320865437, -0.0148827499, 0.0925357565, 0.0221392065, -0.0341270231, -0.0500682741, -0.1804804355, 0.0803949013, -0.0536646172, 0.0504763685, 0.0732022151, 0.034484107, 0.0380804539, -0.0605512373, -0.0236440599, -0.0179562215, -0.0073329741, -0.0947292745, 0.058867842, 0.0390241779, 0.1013608351, -0.0282606445, 0.0443804376, 0.0231849514, 0.0052893064, 0.0705495924, 0.0086146509, 0.0970758274, -0.057235457, 0.086312294, 0.0153801162, -0.0210552011, 0.0397638492, 0.0005698996, -0.0417278111, -0.0026000177, 0.050935477, 0.0183770712, 0.0668767244, 0.0320610404, -0.0076007871, -0.1263056993, -0.0259523522, -0.070753634, 0.0409116186, 0.0455026999, 0.0625917166, 0.019244276, -0.0231977049, 0.1102879345, 0.0790175796, 0.0551439673, 0.050731428, 0.0532565229, -0.0780993626, 0.0186703894, -0.0166681688 ]
712.0295
Delia Ionescu
Delia Ionescu-Kruse
Liapunov's direct method for Birkhoffian systems: Applications to electrical networks
21 pages, 1 figure
Journal of Geometry and Physics, 57(2007), 2213-2228
10.1016/j.geomphys.2007.06.005
null
math.DS math.DG
null
In this paper, the concepts and the direct theorems of stability in the sense of Liapunov, within the framework of Birkhoffian dynamical systems on manifolds, are considered. The Liapunov-type functions are constructed for linear and nonlinear LC and RLC electrical networks, to prove stability under certain conditions.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:21:18 GMT" } ]
2009-11-13T00:00:00
[ [ "Ionescu-Kruse", "Delia", "" ] ]
[ 0.0185150076, -0.0796121135, -0.0335780643, -0.0806259736, -0.0010711909, -0.0550863706, -0.0921646655, -0.0521896295, -0.112586692, -0.0123956399, -0.0419303365, -0.071839191, -0.0206151437, -0.0521413498, 0.0890265256, 0.0205668658, 0.0575486012, 0.0586590171, 0.0341091342, 0.0075315284, 0.0380921513, -0.0603970625, 0.1315120757, 0.032081414, 0.0364265256, -0.0523827448, 0.0816398337, -0.0110921068, 0.010518793, -0.1007100493, 0.1138419434, -0.0364506654, -0.1044758111, -0.0407716371, -0.0239343271, 0.1542032063, -0.0217255615, 0.0770050511, -0.0688458905, 0.0369817354, -0.0484238639, -0.0023339891, -0.1730320305, 0.0887851343, -0.0717426315, -0.0169700775, -0.0404336862, 0.0316951796, 0.0873367637, 0.0056214891, -0.0223290492, 0.0085755624, 0.0946268961, -0.1363399774, -0.1178008243, 0.0376817808, 0.0322503895, 0.0655629188, -0.0322745293, -0.0875298753, 0.0790810436, -0.0267224424, -0.0777775124, -0.0291846711, -0.1823016107, 0.039443966, -0.1779564917, 0.0185512155, 0.011834397, 0.0324917845, -0.0649352893, 0.010271363, -0.0029736864, 0.0671561286, 0.045502983, 0.0393474065, 0.0461547486, 0.0603970625, 0.0155820558, 0.0495825596, 0.0697149187, -0.001652048, 0.0737703517, -0.0096075265, -0.0038381827, -0.0390577316, -0.1194423139, 0.0308020189, -0.0715495199, -0.016583845, 0.0521413498, -0.021303121, -0.0233429093, 0.0326124839, 0.0077789584, -0.014471638, 0.027084535, -0.0298847184, 0.0168735199, 0.0853573233, 0.0192150529, 0.0588521324, 0.0702459812, 0.0174528677, 0.166079849, 0.0734806806, 0.1047654897, 0.0011669946, -0.1384642571, -0.0105791418, -0.0617488772, -0.0251050945, 0.0306571815, -0.0088893762, 0.0990685672, -0.036547225, 0.0012974988, -0.1450302005, 0.0174770076, -0.0295709036, -0.0493170246, -0.0734806806, 0.0955441967, -0.0185270775, 0.1169318035, -0.0529138148, 0.0640179887, 0.0430166125, -0.0333608091, -0.0423889868, 0.0919715464, -0.0024033904, 0.0212307014, -0.0219066087, -0.0029420033, 0.0585624613, 0.1214700341, -0.0132284537, 0.0851159245, -0.0650318488, 0.0476513989, -0.0031260671, 0.0469996333, 0.0297640208, 0.0493653044, 0.0667216182, 0.0705356598, 0.0044899494, 0.0766670927, 0.0066564707, 0.0419303365, 0.0424614027, 0.0459616333, 0.0390818715, -0.0657077581, -0.0429441929, -0.050741259, 0.0993582383, 0.1177042648, 0.011309362, 0.1102693006, 0.0677354783, -0.0096135614, -0.0047705714, 0.0561485067, 0.0606384575, -0.0294984858, -0.0360402949, 0.0244291872, -0.0705356598, -0.0824123025, -0.0918267071, -0.0311399717, 0.0521413498, -0.0243688393, 0.0223773289, -0.006849587, -0.1096899509, 0.0701011494, 0.0293536484, 0.076811932, 0.0490997694, 0.0427269377, -0.0050964546, -0.0101808403, 0.013143965, -0.0344229452, 0.0201927032, -0.0296916012, -0.0534931608, 0.0173080321, 0.1203113347, -0.010512758, 0.0405061021, 0.0897024348, -0.0070608077, -0.0193116106, 0.0148699405, -0.0707287714, -0.0312848091, 0.0930336863, -0.0776326731, 0.0693286806, 0.0312606692, 0.0088712713, 0.0940475464, 0.0155941257, 0.0489549339, -0.0019915099, -0.0380921513, 0.0161493346, -0.0535414405, 0.0172959622, 0.0251533724, -0.0420751721, 0.0070125288, -0.0322745293, 0.1021584198, 0.0090885265, 0.1013859585, 0.0712115616, -0.0898955464, 0.0162217524, 0.0624730624, 0.0345919244, 0.0757497922, 0.0758463517, -0.0635351986, 0.066238828, -0.0773912817, 0.078887932, -0.0483997241, -0.0251775123, 0.0089557599, -0.013940569, 0.0059262505, -0.0522861853, -0.0080505274, -0.101289399, -0.06894245, -0.0255878847, 0.0682665408, -0.0686044991, 0.0421475917, 0.0164148696, 0.0732392818, -0.0389611758, 0.1016756296, -0.0928405672, -0.0196978431, -0.0700045899, 0.0670595691, 0.0480134934, 0.0608798526, -0.0051718908, 0.045502983 ]
712.0296
Bertalan Horv\'ath Mr.
Bertalan Horv\'ath, Bence Lazarovits, Olivier Sauret, Gergely Zar\'and
Failure of mean-field approach in out-of-equilibrium Anderson model
5 pages, 5 figures
Phys. Rev. B 77, 113108 (2008)
10.1103/PhysRevB.77.113108
null
cond-mat.str-el
null
To explore the limitations of the mean field approximation, frequently used in \textit{ab initio} molecular electronics calculations, we study an out-of-equilibrium Anderson impurity model in a scattering formalism. We find regions in the parameter space where both magnetic and non-magnetic solutions are stable. We also observe a hysteresis in the non-equilibrium magnetization and current as a function of the applied bias voltage. The mean field method also predicts incorrectly local moment formation for large biases and a spin polarized current, and unphysical kinks appear in various physical quantities. The mean field approximation thus fails in every region where it predicts local moment formation.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:21:19 GMT" } ]
2009-11-13T00:00:00
[ [ "Horváth", "Bertalan", "" ], [ "Lazarovits", "Bence", "" ], [ "Sauret", "Olivier", "" ], [ "Zaránd", "Gergely", "" ] ]
[ -0.0350216776, 0.0918951705, -0.0811562613, 0.0192338731, -0.0378533304, 0.0111529753, -0.0128693311, -0.0496607944, -0.0879949704, 0.0018582727, 0.074264124, -0.0328044407, -0.10546574, 0.0782711804, 0.0441577695, 0.0877278373, 0.0386814587, -0.0053794743, 0.0358230881, 0.054656256, -0.0737832785, -0.0313619003, -0.0057267523, 0.0342736952, -0.1099536419, -0.0495272242, 0.0752258152, 0.0580756143, 0.0167361423, -0.042688515, 0.078752026, -0.060212709, -0.0464818627, -0.0833467841, -0.1821875274, 0.1635947824, -0.0078204395, 0.1205322742, -0.1307903379, 0.0150131071, -0.0627772287, -0.0893840864, -0.0887429565, 0.1113427579, 0.0401774235, 0.0739435554, 0.0368382111, 0.0073062005, 0.0655020252, -0.00543958, -0.0671582744, -0.0133034289, 0.070631057, -0.1140141264, -0.0350483917, 0.0330715775, 0.0718064606, 0.0347545408, 0.0667308569, -0.0348346829, 0.0590907335, -0.0619758144, -0.0041806963, 0.013677421, -0.095047392, 0.0164422914, -0.0242026243, -0.0265400745, 0.0823316649, 0.0822248086, -0.0465887152, -0.0837742016, 0.0607469827, -0.0594647266, -0.0497409329, -0.0502217822, 0.0319763161, -0.0356360935, -0.0283699632, 0.1547258347, 0.0162018668, -0.0555110946, 0.1401935667, -0.014652472, -0.0713790432, 0.0282363947, -0.0298926458, -0.0266335718, -0.044611901, -0.1063205823, -0.0300262142, -0.0438104905, 0.0044177803, 0.0565262176, -0.0196880065, -0.0352621004, 0.0215846803, -0.0901854932, 0.065395169, 0.0144120483, -0.048538819, 0.0117607126, 0.0415932536, 0.0346743986, 0.0902923495, -0.0190602336, -0.0441844836, -0.0519314595, 0.0269274227, 0.0623498075, 0.0451461747, -0.1057328805, -0.1114496142, -0.0361703672, -0.1483145356, -0.0775231943, -0.058609888, 0.0110394424, 0.0011161324, 0.047870975, 0.0837742016, 0.0422610939, 0.0493936576, 0.0348881111, 0.0262328666, 0.0331784338, 0.0336859934, -0.0231340751, -0.0444516204, -0.0615483969, 0.0209301952, 0.0256184507, -0.0760272294, -0.0569536388, -0.1212802604, -0.0027147811, -0.0363573655, 0.0398034342, 0.0881552547, -0.0542288385, -0.0565796457, 0.0041473042, -0.0016512414, 0.0009241275, 0.0752792433, 0.0537212789, 0.0469894223, 0.0318160318, 0.1196774393, 0.0308009107, 0.0720201731, 0.0081610391, -0.0474702679, -0.0200219285, 0.0492066592, -0.1027409434, 0.0431960747, 0.037799906, 0.0638992041, -0.1016723961, 0.1206391305, 0.0457338765, -0.0063278107, -0.0821713805, 0.1108084843, 0.0688145235, -0.1182883233, -0.04755041, -0.0099909287, -0.1303629279, -0.0476839766, 0.0207431987, -0.0564193614, 0.0044077625, 0.0590907335, 0.0367580689, -0.0028400016, -0.1099536419, 0.0128292609, 0.0073395926, -0.0188331679, -0.0063244714, 0.0063612028, 0.0410856903, -0.0322167389, -0.0256451648, 0.0454133116, 0.0502217822, -0.0723941624, 0.0040270924, -0.0599455722, 0.0551905334, 0.0477374047, -0.0312016178, -0.1306834817, -0.0434899256, 0.0260592271, 0.0301063545, 0.0391623043, -0.0011211411, 0.0010852446, 0.0313619003, 0.0962762237, -0.0914677531, -0.1134798527, 0.0621360987, 0.0890635177, 0.0365710743, -0.0424748026, 0.0617086776, 0.0112464735, -0.0263263639, 0.166159302, -0.0552439578, 0.0142517658, -0.0223727357, -0.1404072791, 0.0614415407, 0.0273147728, 0.0749586821, -0.0280493982, 0.0401774235, -0.013677421, 0.1817601025, -0.022786798, 0.0269541368, -0.0035929945, -0.0312817581, 0.0227734409, 0.0309611931, 0.0734627098, 0.0183656774, -0.0182988942, 0.0388417393, 0.0287973825, 0.0300796404, 0.0900786445, 0.0256318077, -0.0380937569, -0.0530000068, -0.0443714783, 0.0648608953, -0.0515574664, -0.0062576872, -0.0711653307, 0.0284501053, -0.0205161311, 0.0470695645, 0.0552973859, -0.0792328715, -0.0252711736, 0.0461345837, 0.0147058992, -0.0123484144, -0.0328578688, 0.0264866464 ]
712.0297
Song Wei
Wei Song
Lower bounds on the squashed entanglement for multi-party systems
4 pages, 2 figures
Int. J. Theor. Phys, 48, 2191(2009)
null
null
quant-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
Squashed entanglement is a promising entanglement measure that can be generalized to multipartite case, and it has all of the desirable properties for a good entanglement measure. In this paper we present computable lower bounds to evaluate the multipartite squashed entanglement. We also derive some inequalities relating the squashed entanglement to the other entanglement measure.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:21:39 GMT" }, { "version": "v2", "created": "Tue, 4 Dec 2007 14:26:32 GMT" }, { "version": "v3", "created": "Sat, 8 Dec 2007 12:01:30 GMT" }, { "version": "v4", "created": "Sat, 1 Aug 2009 13:27:00 GMT" }, { "version": "v5", "created": "Tue, 4 Aug 2009 00:47:34 GMT" } ]
2009-08-04T00:00:00
[ [ "Song", "Wei", "" ] ]
[ 0.0116690295, 0.0053248997, 0.0064802202, 0.0607831925, 0.0168404654, 0.054528825, 0.0425297022, 0.0230948329, -0.0720410571, -0.0838548616, 0.023326477, -0.0517954342, -0.1367621869, 0.0697709545, 0.047950156, 0.0127751259, 0.0475795269, 0.01959702, 0.0281678215, 0.0431319773, -0.0037902629, -0.0325922072, 0.0057823951, 0.0411398448, -0.074635461, -0.0769055635, -0.0121844355, -0.0965489149, 0.1519579887, -0.0712071434, -0.0105513511, -0.0091730738, -0.0143155539, -0.1568688154, 0.0354182571, 0.1841100752, -0.0741258487, 0.0300672967, -0.1551083326, -0.0408618711, -0.0314339921, 0.0635629147, -0.0908504874, 0.0562893152, 0.0801485702, -0.0005208354, 0.0438500717, 0.0127867088, -0.1069265306, -0.0423907191, -0.0164698362, 0.077600494, 0.05851309, -0.0958076566, -0.0172805879, 0.0006800902, 0.0180797577, 0.0272875763, 0.0035557242, -0.1337971538, 0.0117906425, -0.062497355, -0.0270327684, 0.1451013386, -0.0868662223, -0.0187167767, 0.0578181595, 0.0366922952, 0.0512858182, -0.0320825912, -0.0819090605, 0.1147097424, 0.0804728717, 0.0724116862, 0.1245314181, -0.026175689, -0.0541118681, 0.0327080302, -0.0282373149, -0.0059590233, 0.0163076855, 0.0279130135, 0.0094510457, 0.0054291389, -0.0369007736, 0.054019209, -0.0669912323, 0.0387539193, -0.0973828286, 0.0404680781, -0.0129025299, 0.0649064407, -0.018809434, -0.0000233453, 0.0240445714, -0.1373181343, 0.072596997, -0.0275192205, 0.0552700832, 0.0684274212, -0.0561040007, 0.0290943943, -0.118601352, -0.128608346, 0.0461665019, -0.0266389754, -0.0117501048, -0.032615371, -0.0801485702, -0.0429929905, 0.0322679058, -0.0339357369, -0.0422054045, 0.0206741616, -0.0274033993, -0.1253653318, -0.0405839011, -0.0809361562, -0.032731194, -0.0080901412, -0.03891607, -0.1027569547, 0.0384296179, -0.0015578009, -0.0077484674, -0.0750524178, -0.0692150071, -0.0188441798, 0.0147788404, 0.0180913396, 0.0720873848, 0.0343990251, 0.0579108149, 0.0642115101, -0.0600419343, 0.0257587321, 0.0031358707, 0.0202803686, -0.0142460605, -0.0233728047, 0.0351634473, 0.0592543483, -0.018566208, 0.0896922722, -0.0161918644, 0.0100996466, -0.0086460849, 0.0064107273, 0.0357657187, 0.0283068065, 0.0111941611, -0.1133198887, -0.112022683, 0.0416262932, -0.0301367883, -0.0359742008, -0.0690296963, 0.0616634376, 0.0076442277, -0.0779711232, 0.0369471014, -0.0020384607, -0.0429929905, 0.029256545, 0.1001625508, 0.0637482256, -0.0332871377, 0.0375725366, -0.0267779622, -0.1001625508, 0.0618487522, -0.0359047055, -0.0378736742, -0.0194696169, 0.0167709719, -0.030298939, -0.0896922722, -0.048737742, -0.1753076315, -0.0337735899, 0.1363915503, 0.0743111596, 0.0185893718, -0.0961782858, -0.020755237, 0.0413946509, 0.0706048682, 0.0914527625, 0.0354877487, -0.0574012026, -0.063284941, 0.1293496042, -0.0001532827, 0.0802412257, 0.0706975237, -0.0588373914, 0.0498033017, 0.1222149879, -0.0599492788, -0.0925646499, -0.0495253317, -0.0389392339, 0.029256545, 0.0489230566, 0.0205815043, -0.0323605649, -0.042784512, -0.0176396351, -0.0115763722, 0.1192499548, 0.0394025184, 0.0542971827, 0.0307853892, -0.0266621392, 0.005290153, -0.0078353332, -0.1031275839, 0.0258050598, 0.0420895815, 0.1027569547, -0.0820480436, 0.0608295202, 0.0271717552, -0.0121033611, -0.0218323786, -0.0967342257, -0.0936302096, -0.121566385, 0.0729676262, -0.0346538313, 0.0189600009, 0.0158791468, -0.0702342391, 0.0525830202, -0.0767665803, 0.0187167767, 0.0512394905, 0.0565672852, -0.0763496235, -0.0937691927, -0.0010047527, -0.0850594044, 0.0084607704, 0.0588373914, 0.1050733849, 0.0668522492, 0.0134932203, -0.0057881861, -0.0765812621, 0.0380589887, -0.0217744671, 0.0270790979, 0.0547141396, -0.0027985403, -0.0485060997, -0.0652770698 ]
712.0298
Marcello Lissia
G. Bellini, G. Fiorentini, A. Ianni, M. Lissia, F. Mantovani, and O. Smirnov
Nuclear physics inputs needed for geo-neutrino studies
6 pages, 3 figures. Proceedings of the International Conference on Topics in Astroparticle and Underground Physics (TAUP) 2007, Sendai, Japan, September 11-15, 2007. To appear in Journal of Physics: Conference Series
J.Phys.Conf.Ser.120:052007,2008
10.1088/1742-6596/120/5/052007
null
hep-ph astro-ph nucl-ex physics.geo-ph
null
Geo-neutrino studies are based on theoretical estimates of geo-neutrino spectra. We propose a method for a direct measurement of the energy distribution of antineutrinos from decays of long-lived radioactive isotopes.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:23:39 GMT" } ]
2008-11-26T00:00:00
[ [ "Bellini", "G.", "" ], [ "Fiorentini", "G.", "" ], [ "Ianni", "A.", "" ], [ "Lissia", "M.", "" ], [ "Mantovani", "F.", "" ], [ "Smirnov", "O.", "" ] ]
[ -0.0197654571, 0.0546443425, 0.0259379074, -0.061860662, -0.0336761624, -0.0213085692, -0.0119364299, 0.0068078497, 0.075294815, -0.0807411, -0.0248940382, 0.0393720642, -0.1143718734, -0.044182945, -0.0068532354, -0.0738878623, -0.0355596691, -0.0178025272, -0.0282979626, -0.0142284064, -0.0129916463, 0.0015487858, 0.0076815239, -0.0367170013, -0.0391905233, -0.0531920008, 0.0521027446, 0.0629499182, 0.0894097611, -0.015907675, 0.011902391, -0.0447275713, -0.0810588002, -0.0712554976, -0.0304310881, 0.121452041, 0.0436156243, -0.0307487883, -0.1013915762, -0.0690769851, -0.0670800135, -0.0639937893, -0.0492434464, 0.0587744378, -0.1245382652, -0.1272614002, 0.0360362194, -0.0411194116, 0.0706200972, -0.0629045293, 0.0927229151, -0.068713896, -0.0403478555, -0.1084717363, 0.0957637504, 0.0204575881, 0.0054547898, -0.0197427645, -0.0671254024, 0.0390770584, -0.1072009429, -0.0608621761, 0.0875943303, 0.134069249, -0.0368077755, -0.0123562478, 0.0591375232, 0.028388733, 0.0792433694, -0.1205443293, -0.0097238785, -0.0242813304, 0.092904456, -0.0656730607, -0.038713973, 0.0224885978, 0.0140809026, -0.1054762825, 0.0069042942, 0.0003416335, 0.0494703762, 0.0551435836, -0.0777910277, -0.0822842121, -0.0224318653, -0.0408017114, 0.0062235096, 0.0191300586, -0.1199996993, 0.007743929, -0.0340619422, -0.0872766376, -0.037329711, 0.0877758786, 0.0249167308, -0.1183658168, 0.1309830248, -0.0542812571, 0.0919967443, -0.0101266764, -0.0306126308, 0.0807411, 0.0215241518, -0.1471403241, 0.1112856492, -0.0255521294, -0.0628591478, -0.0013764622, -0.0060533131, -0.0563689955, 0.0776548758, -0.0140468637, -0.031588424, 0.0020054791, -0.0779271871, 0.04838112, -0.108199425, -0.0632222295, 0.0412555709, 0.0376927964, -0.0756125152, 0.0018196815, 0.1083809659, 0.0529196858, 0.0083509628, -0.0678969547, -0.0151134264, -0.0548258834, 0.0032961338, -0.0194023717, 0.1007561758, -0.0691677555, 0.0134455031, -0.0330407657, 0.0310891811, 0.0207752883, -0.0764294565, -0.0180634949, 0.0347427279, -0.0228176434, 0.0824203715, 0.0834642351, 0.029273754, 0.0589559786, 0.0470649339, -0.048108805, -0.0564597659, 0.0614975765, 0.188985914, -0.0275264066, 0.0468380079, 0.0050973776, -0.0930406153, -0.0184833128, 0.0560512953, -0.0462479927, 0.0754763633, 0.0506504029, 0.0229878388, -0.044182945, 0.1152795926, 0.0230786111, -0.0811495706, -0.0116868084, 0.0559605248, 0.1081086546, -0.0926321447, -0.065899983, -0.1496819258, 0.0863689184, -0.0600452349, 0.0761571452, -0.0275490992, 0.0718455091, 0.0671707839, 0.02187589, -0.0343342572, 0.0344250277, -0.0299545396, 0.0761117637, -0.027503714, 0.0616337322, -0.0079084523, -0.0145007204, -0.0099791735, -0.0477003343, -0.0091622313, 0.1227228418, -0.0117662335, 0.0005386002, -0.069258526, 0.0899997726, 0.1130103096, 0.1492280662, 0.027231399, -0.1662930697, -0.0314522646, -0.0222843625, 0.0815580413, -0.041482497, 0.0141943665, 0.0238274746, 0.0184265804, -0.1249921247, 0.0011133672, -0.0264144577, 0.1740994155, -0.0384870432, -0.0341073275, 0.0487442054, 0.0116754621, 0.0745232627, 0.0037046049, -0.0040449975, -0.0864596888, 0.063676089, -0.0394174494, 0.0532827713, 0.0566413105, 0.0477003343, -0.0674884841, -0.0142057128, 0.0020083156, 0.0195385292, 0.0076985434, 0.0202533528, 0.0690315962, 0.0371481664, 0.0381920375, -0.0112556452, 0.0396443792, 0.0197427645, -0.0522389002, -0.0127647184, -0.0157261323, -0.0327911414, 0.050877329, -0.0219326224, -0.0098657086, -0.0475641787, -0.0192548689, -0.0476549491, -0.0386005081, -0.0333130769, -0.0683961958, -0.0502873175, -0.0213766489, -0.0219326224, 0.0722085908, 0.021569537, -0.0666715428, 0.0475187898, -0.004921508, -0.1156426743, 0.0308622532, -0.0006988683 ]
712.0299
Yu-Gang Ma
G. H. Liu, Y. G. Ma, X. Z. Cai, D. Q. Fang, W. Q. Shen, W. D. Tian, and K. Wang
Azimuthal asymmetry of direct photons in intermediate energy heavy-ion collisions
7 pages, 4 figures; accepted by Physics Letters B
Phys. Lett. B 663 (2008) 312
10.1016/j.physletb.2008.04.037
null
nucl-ex hep-ph nucl-th
null
Hard photon emitted from energetic heavy ion collisions is of very interesting since it does not experience the late-stage nuclear interaction, therefore it is useful to explore the early-stage information of matter phase. In this work, we have presented a first calculation of azimuthal asymmetry, characterized by directed transverse flow parameter $F$ and elliptic asymmetry coefficient $v_2$, for proton-neutron bremsstrahlung hard photons in intermediate energy heavy-ion collisions. The positive $F$ and negative $v_2$ of direct photons are illustrated and they seem to be anti-correlated to the corresponding free proton's flow.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:23:55 GMT" }, { "version": "v2", "created": "Thu, 24 Apr 2008 12:56:52 GMT" } ]
2008-07-25T00:00:00
[ [ "Liu", "G. H.", "" ], [ "Ma", "Y. G.", "" ], [ "Cai", "X. Z.", "" ], [ "Fang", "D. Q.", "" ], [ "Shen", "W. Q.", "" ], [ "Tian", "W. D.", "" ], [ "Wang", "K.", "" ] ]
[ 0.0181753188, -0.0164335184, 0.0275911447, 0.0386982821, 0.0296358671, 0.0199676082, -0.0440246612, -0.020005472, -0.0003259961, -0.0336748287, -0.0342554264, 0.0439236872, -0.0722468942, -0.0049603474, 0.0066705947, 0.0857774094, -0.0345835947, 0.0368807502, 0.020156933, 0.0680059865, -0.0480636209, -0.0580600463, 0.0189200025, -0.0194753595, -0.0865852013, -0.08916004, -0.0066011748, -0.1166249663, 0.1066285372, -0.047154855, -0.0539706014, -0.0669457614, 0.0417275019, -0.1138986647, -0.1172308102, 0.1274291873, -0.1193512604, 0.0953194499, -0.0708332583, 0.0015524752, 0.0056324555, 0.0076046041, -0.04407515, 0.0890085772, -0.0807287097, -0.0321349725, 0.0913309753, -0.0851210803, 0.0237793755, -0.0397332683, 0.0088794008, 0.0104634305, 0.0896649063, 0.0512190573, -0.1263184696, -0.0286261272, 0.0260512903, -0.0166354664, 0.0015942847, -0.0703283846, -0.0453373231, -0.1123840585, 0.0452363491, 0.0264804307, -0.1294486672, -0.0445042886, -0.0022214279, 0.0286766142, 0.1287418455, -0.0213307571, 0.0139975203, 0.0812840685, 0.0239560809, -0.022946341, 0.0075288736, -0.0781033859, -0.0052222488, -0.0228706095, -0.0173296612, 0.0223026313, 0.0331952013, 0.0374108665, 0.0028004507, -0.0804762766, -0.064673841, -0.0270610303, 0.0951175019, 0.0573027432, -0.1241980121, -0.0363253951, 0.0358205251, -0.0234638322, -0.0803752989, 0.0030165981, 0.0046037831, -0.0849191323, 0.0106148915, 0.0187559202, 0.061139755, 0.010791596, -0.0183772668, 0.0639670268, 0.0348107852, 0.0248648468, 0.1307613254, -0.125207752, 0.0332709327, 0.0341544524, 0.0182384271, 0.0417779908, 0.1048110053, -0.0486694649, -0.04041484, 0.015247073, -0.0566968992, -0.0498054214, -0.0971874669, 0.0212676469, -0.0573532283, 0.0178850181, -0.093905814, 0.0531123206, 0.0736605301, 0.005244337, 0.0394808315, -0.0914824381, -0.0212171599, -0.1137976944, -0.1495424807, 0.0517491736, 0.1533794999, -0.0771946162, 0.0498559102, -0.0797694549, -0.0388245024, 0.0741149113, 0.1781181246, -0.0248522237, -0.0801733509, -0.0836569518, 0.0691166967, 0.0456654876, 0.0710352063, -0.0105265388, 0.0494267717, 0.0400866754, -0.0242463797, -0.0104508083, 0.0900183171, 0.0169636309, 0.0136819761, -0.1427772343, 0.0702778995, -0.0271367617, 0.0136945983, 0.0151839647, 0.0705303326, 0.0243852194, -0.0558386184, -0.0282222312, -0.0284999106, -0.0373603776, -0.0761343911, 0.0409449562, 0.0047583994, 0.0408692248, -0.0712371543, -0.0407934934, -0.0875444561, -0.109051913, -0.0967835709, -0.0882007852, -0.0152218295, -0.1093548387, 0.0572522543, 0.0137577066, 0.0751751363, -0.1002671793, -0.0820918605, 0.039708022, 0.0743673444, 0.0859793574, 0.0657845587, 0.0375623256, -0.0932494849, 0.0353408977, 0.081031628, 0.0969855189, -0.0175694749, -0.0156257264, 0.04041484, 0.0672486797, 0.0697730333, 0.0701769292, -0.0091381464, -0.0966826007, 0.0444033146, 0.0509161353, -0.0288280752, 0.0408439822, 0.0669457614, 0.0264551863, 0.0666428357, -0.0640175119, -0.0281717442, -0.0460693836, 0.1113743186, -0.0741149113, -0.0227696355, 0.0086080329, 0.0644214079, -0.0205482077, 0.0738624781, -0.0073079928, -0.0742663741, 0.0648253039, 0.0293077026, 0.1085470468, 0.0634621531, 0.004849907, -0.0211666729, -0.0174811222, 0.0539706014, 0.0257483684, -0.0363758802, 0.060533911, 0.0667942986, -0.109657757, -0.037234161, -0.0619475469, -0.0170646049, -0.0101289535, -0.0879483521, -0.0124513553, -0.0138334371, -0.1340934634, 0.0489976294, -0.031806808, 0.0358457677, -0.0182762928, 0.047558751, 0.007598293, 0.0301659815, 0.0329680108, -0.0271872487, -0.0223783609, -0.0355933346, 0.0155752385, 0.1388392448, -0.0775985122, 0.0381681696, 0.0302669555, 0.0090182396, -0.0384963341, -0.015095612, -0.0082924897 ]
712.03
Szabolcs Borsanyi
Szabolcs Borsanyi, Mark Hindmarsh
Semiclassical decay of topological defects
10 pages revtex, 7 figures
Phys.Rev.D77:045022,2008
10.1103/PhysRevD.77.045022
null
hep-ph
null
Perturbative estimates suggest that extended topological defects such as cosmic strings emit few particles, but numerical simulations of the fields from which they are constructed suggest the opposite. In this paper we study the decay of the two-dimensional prototype of strings, domain walls in a simple scalar theory, solving the underlying quantum field theory in the Hartree approximation. We conclude that including the quantum effects makes the picture clear: the defects do not directly transform into particles, but there is a non-perturbative channel to microscopic classical structures in the form of propagating waves and persistent localised oscillations, which operates over a huge separation of scales. When quantum effects are included, the microscopic classical structures can decay into particles.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:25:40 GMT" } ]
2008-11-26T00:00:00
[ [ "Borsanyi", "Szabolcs", "" ], [ "Hindmarsh", "Mark", "" ] ]
[ 0.0299639814, 0.1065444872, -0.0206300672, 0.0109845828, -0.0619432367, 0.023613207, -0.0536434799, 0.0227248948, -0.0632160455, 0.0004578291, 0.0451581068, 0.043354962, -0.1016654, -0.0211736616, 0.0832627416, 0.0742470324, -0.0144649129, 0.1131736934, 0.0814065635, 0.061784137, -0.0680420995, -0.0829445422, 0.024448486, 0.0292215105, 0.0444686674, -0.0381576717, 0.083368808, 0.040941935, 0.1556005627, 0.0577535853, 0.0619432367, -0.0472794473, -0.0692618713, -0.0736106262, -0.0081207687, 0.1465848535, -0.0313958861, 0.0121910973, -0.0197947882, 0.0061253803, -0.0084588584, -0.0093736881, -0.1232500747, 0.0722317547, 0.0245147794, 0.0576475151, -0.033729367, 0.0290889256, -0.0193837788, -0.0278161205, -0.0220089424, 0.0452111401, 0.0195163619, -0.0117867161, -0.0819899365, 0.0004632153, -0.0406767651, 0.0989076495, -0.0546246022, -0.0546776354, 0.0062115598, -0.0471733809, -0.1314172447, -0.0252174735, -0.1135979593, 0.0337824002, -0.0979000181, 0.030255666, 0.027657019, 0.1265381575, -0.023082871, -0.0581778511, 0.0321383588, 0.0779063478, -0.0065595927, -0.0502493307, 0.0676708668, 0.0154858092, 0.0577535853, 0.1247350127, 0.0210675951, 0.0483931564, 0.0110243587, -0.0642236844, -0.0676178336, 0.0721787214, 0.0091946991, -0.0466695614, -0.0674057007, -0.0270471331, 0.0520524718, 0.0658146888, -0.034074083, -0.0368848629, 0.0570111126, -0.0902631804, 0.0681481659, 0.0318201557, -0.0167718735, -0.1279170215, -0.0622614399, 0.0814065635, 0.0665571615, -0.0745121986, 0.0792852268, 0.0311042033, -0.0472264141, -0.0442300178, -0.0799216256, -0.0208554603, -0.0393509269, 0.0509917997, -0.1194316521, -0.012489411, -0.0316875726, 0.0377864353, -0.0961499065, 0.0215183813, 0.0374682359, 0.1187952533, 0.0118463794, 0.0567459464, 0.0194102954, 0.027086908, -0.0107989656, -0.0741939992, 0.0221150089, -0.1270684898, -0.0246208459, -0.0663980618, 0.0681481659, -0.0315284729, 0.008883127, 0.0333050974, -0.0643297508, -0.0283994898, 0.0185087249, 0.0265035387, 0.1139161587, 0.0006927513, 0.0067882999, -0.0612007678, 0.0587612204, 0.0747773647, 0.1211287305, 0.1282352358, 0.0448929369, 0.0760501772, 0.015830528, -0.0006670632, 0.034259703, 0.0126219951, 0.0274979193, 0.0920663178, 0.0244750045, -0.1389480233, 0.07334546, 0.106862694, -0.0479423702, -0.0211206283, 0.0483401194, 0.069420971, 0.0039940923, 0.0171696264, 0.1290837675, -0.0160294045, 0.001171711, -0.0144383963, -0.0402259827, -0.1909209341, 0.0099172825, -0.0626326725, -0.0055221231, 0.0212532133, -0.0033560321, 0.0445217006, -0.1130676195, -0.1330082566, -0.0661859289, -0.0160559211, 0.0778002813, 0.043010246, 0.0188932177, 0.0136694089, -0.0446012542, -0.0286381412, 0.0190920942, 0.0950892344, -0.0343922861, -0.0010200681, -0.0657616556, 0.0628448054, 0.0358507112, 0.0171828847, -0.0593976267, -0.0467225946, 0.0275509525, 0.0647009835, 0.0232154559, -0.0320057757, -0.0267687067, 0.0221547838, 0.0731863603, -0.0966802388, -0.0057541449, 0.0532722436, 0.1205983907, -0.0398017131, -0.0396956466, 0.0006674775, -0.0086378464, 0.053431347, 0.0157112014, -0.0856492519, -0.1077112332, -0.0624735728, 0.0147035643, 0.0791791528, 0.1007638276, 0.004461451, -0.0342862196, 0.069420971, 0.0695270449, 0.0765805095, 0.0570111126, 0.037415199, 0.0112099759, 0.1057489887, -0.0176867042, 0.1037867442, -0.0195826553, -0.0292745437, -0.0866568908, -0.0556852743, -0.0681481659, -0.0026085898, -0.012224243, 0.0162680559, -0.0536965132, -0.1190073863, -0.0405176654, -0.06199627, 0.0034306105, 0.112961553, -0.0233082641, 0.0608295314, -0.0958847404, -0.0164271556, 0.0861795917, -0.0999152884, -0.0432754122, 0.0525562912, 0.0520259552, 0.030732967, -0.066079855, -0.0035698237 ]
712.0301
Arjan Bik
A. Bik (MPIA, Heidelberg), A. Lenorzer (IAC, Tenerife), W-.F. Thi (ROE, Edinburgh), E. Puga-Antolin (Univ. Leuven), L.B.F.M. Waters (Univ. Amsterdam, Univ Leuven), L. Kaper (Univ. Amsterdam), L.N. Martin-Hernandez (IAC, Tenerife)
An infrared view of (candidate accretion) disks around massive young stars
8 pages, 5 figures, to appear in the proceedings for "Massive Star Formation: Observations confront Theory 2007" edited by H. Beuther
null
null
null
astro-ph
null
Near-infrared surveys of high-mass star-forming regions start to shed light onto their stellar content. A particular class of objects found in these regions, the so-called massive Young Stellar Objects (YSOs) are surrounded by dense circumstellar material. Several near- and mid-infrared diagnostic tools are used to infer the physical characteristics and geometry of this circumstellar matter. Near-infrared hydrogen emission lines provide evidence for a disk-wind. The profiles of the first overtone of the CO band-heads, originating in the inner 10 AU from the central star, are well fitted assuming a keplerian rotating disk. The mid-infrared spectral energy distribution requires the presence of a more extended envelope containing dust at a temperature of about 200 K. CRIRES observations of CO fundamental absorption lines confirm the presence of a cold envelope. We discuss the evolutionary status of these objects.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:29:27 GMT" } ]
2007-12-04T00:00:00
[ [ "Bik", "A.", "", "MPIA, Heidelberg" ], [ "Lenorzer", "A.", "", "IAC, Tenerife" ], [ "Thi", "W-. F.", "", "ROE, Edinburgh" ], [ "Puga-Antolin", "E.", "", "Univ. Leuven" ], [ "Waters", "L. B. F. M.", "", "Univ.\n Amsterdam, Univ Leuven" ], [ "Kaper", "L.", "", "Univ. Amsterdam" ], [ "Martin-Hernandez", "L. N.", "", "IAC, Tenerife" ] ]
[ 0.0258261934, 0.0678627491, 0.0008810573, -0.008940395, 0.0040598544, 0.0973202959, 0.0696639046, -0.0285569709, -0.0159779601, 0.0142639605, -0.0090856487, -0.04421537, -0.0826786757, -0.0404387638, 0.0198126696, 0.0463360809, -0.071929872, 0.085409455, -0.0249256175, 0.1495537013, 0.0340766311, -0.003279113, -0.0382599495, -0.0190718733, -0.0280776322, -0.0256083123, -0.0413974412, -0.0000665559, 0.0867457911, -0.0236183293, 0.041310288, -0.0314039513, -0.0821557641, -0.1022008359, -0.1722133458, 0.0108577497, -0.0102622081, 0.0057230145, -0.0386666618, -0.0549351312, -0.076984711, 0.0240105148, -0.0512166247, -0.0126879523, -0.0614134669, -0.0095577249, 0.0395091362, -0.0052509387, 0.1104512736, 0.0808194205, -0.130031541, 0.0786115602, 0.1202704608, 0.0390152708, -0.0877916217, -0.0193333309, 0.0346866958, 0.0952867419, -0.0279759541, -0.0148667647, 0.0444477797, 0.0002215126, 0.0349772051, -0.0212797374, 0.0017929813, -0.0748349503, 0.0119398935, 0.0372431725, 0.0037511892, 0.0863390863, -0.0211490076, -0.0136393672, -0.0212942623, -0.0494154729, 0.0689085796, -0.0394800864, -0.0148159256, -0.0808194205, -0.0863971859, 0.0124410205, 0.0990052447, 0.0141622825, -0.05662008, 0.0119834701, -0.0764036998, -0.0408164226, 0.0152081121, 0.0463360809, -0.0550513342, -0.0796573907, 0.0570848919, 0.1174815819, 0.0121795628, 0.0187087376, 0.0348319523, -0.063737534, 0.0148377139, -0.1187598184, 0.1429301053, 0.003831079, -0.0750673562, -0.0295592248, -0.0059881033, -0.0449706949, 0.0895346776, -0.0952867419, -0.0085627334, 0.0893603712, 0.036981713, -0.0260585994, 0.0106907077, 0.014104181, 0.0356163234, 0.0925559625, -0.0450287946, 0.04308239, -0.0808194205, 0.022107685, -0.111148499, 0.0514199771, 0.0200160258, 0.0513618775, -0.0117655881, 0.0816909522, 0.0612391606, -0.0137773585, 0.0169075858, -0.0264507849, -0.1248023883, -0.0339023247, 0.0376498811, -0.0602514334, 0.0190428235, -0.0642604455, -0.0954029411, 0.0227758549, 0.0029541068, -0.0459584221, 0.0204663128, 0.0052073621, 0.0494735725, -0.0153097901, 0.1107998863, 0.0388990678, 0.0557776056, 0.0336118154, -0.101736024, -0.0181277208, -0.0025419481, 0.0578111634, -0.0080180308, -0.0213668887, 0.041658897, -0.0997605696, -0.0271480065, -0.0354420207, 0.0596123151, 0.0078655137, 0.0157019757, -0.0715231597, -0.0682694614, 0.0094487844, -0.0646090582, 0.0891860649, -0.0163410958, 0.0948219299, -0.0844798312, -0.0251434986, -0.1823230386, 0.0768685117, -0.0069830944, -0.0722203776, -0.0071319803, 0.0424142182, 0.0000732512, 0.1537370235, 0.06885048, -0.0703030229, -0.0614134669, -0.018432755, -0.0037838714, -0.0094633093, 0.0631565154, -0.0908129141, -0.006576383, 0.0130801387, -0.0217300244, -0.0562424175, 0.0862809792, -0.0429952368, -0.0139734522, 0.0337861218, 0.0519138426, 0.1548990607, -0.0786115602, -0.0930207744, -0.0225724988, -0.0648995638, -0.0850027427, 0.1259644181, 0.1530397981, 0.0987728387, -0.0014407398, -0.1294505298, -0.0839569122, -0.0827367827, 0.1421166807, 0.1012131125, -0.0107778599, -0.0075096409, 0.0497931316, -0.0285133943, -0.0013227209, 0.085641861, -0.0300385635, 0.036313545, -0.0542379096, 0.0344833434, 0.1186436117, 0.0592056029, -0.0670493245, 0.0512456745, 0.0957515538, 0.1579203457, 0.0429952368, 0.07750763, 0.0165299252, -0.0050512138, 0.0863971859, 0.0120125208, 0.0138136726, -0.037214119, -0.0673398376, 0.0065291752, -0.0053780358, -0.0108359614, -0.0565619767, 0.0687923804, 0.0258697681, -0.0814004391, -0.0359358825, 0.0224998724, -0.0191299748, 0.0271480065, -0.0703611225, 0.0191735514, 0.0129276216, -0.0542669594, 0.0843636245, 0.0154114682, 0.0715231597, -0.0758226812, -0.0128913084, 0.0313749015, -0.0053126714, -0.0491249636 ]
712.0302
Lars S\"oderholm H
Lars H. Soderholm
Hilbert fluid dynamics equations expressed in Chapman-Enskog pressure tensor and heat current
null
null
10.1080/00411450802515692
null
cond-mat.stat-mech
null
The connection between the Chapman-Enskog and Hilbert expansions is investigated in detail. In particular the fluid dynamics equations of any order in the Hilbert expansion are given in terms of the pressure tensor and heat current of the Chapman-Enskog expansion
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:35:41 GMT" } ]
2009-11-13T00:00:00
[ [ "Soderholm", "Lars H.", "" ] ]
[ -0.0250347387, -0.0570477992, -0.0305519756, -0.0207387079, 0.0242496766, -0.0005881146, -0.078418918, 0.0531661063, -0.0887119472, -0.0032356528, -0.0141420104, 0.0579200909, -0.0281967912, 0.0546053872, -0.0547362305, 0.0805124193, 0.0491971858, -0.0291999262, -0.0041215727, 0.0612347946, -0.0927244872, -0.1174103022, 0.0130516468, 0.105023779, -0.0372031927, -0.0167261716, 0.0551723763, 0.0259070285, 0.0396456048, -0.0416736789, 0.1745453328, -0.0332342684, 0.0012096217, 0.0391222313, -0.0400599428, 0.0831729025, -0.1006623283, 0.131541416, -0.0696087852, 0.0636335909, -0.0057789246, 0.0202044286, -0.13363491, 0.0799454302, -0.0409976542, -0.0890172496, 0.0139239375, 0.0082867602, 0.0778519288, -0.0087065501, -0.0611911826, 0.0461441688, 0.0874471292, -0.0480632074, -0.0450538062, 0.0931606293, -0.0139348414, 0.0293525755, 0.0171841234, -0.1067683622, 0.1003134102, -0.1338093728, -0.0917649642, -0.0085538989, -0.0416082591, -0.0416300669, -0.0819080845, 0.0347389691, 0.0122883925, 0.055215992, -0.0457952544, 0.0180455111, 0.0090500144, -0.0843941122, -0.0735777095, -0.067864202, -0.0464494713, 0.0092898943, 0.0068529323, -0.0114924274, -0.0307046268, -0.0483248942, 0.0117323073, 0.0118413437, -0.0373776481, 0.0268447418, 0.0061660036, 0.0541692413, -0.1203760952, -0.0322311334, -0.0168352071, 0.117584765, -0.114531748, -0.0183835234, 0.011579657, 0.0169442445, 0.0790295228, -0.0367888547, 0.1161018685, 0.0192558132, -0.0574403331, -0.0204661172, 0.0180346072, -0.0373994559, 0.1293606907, 0.0292653479, -0.1411366016, 0.0182090644, -0.0047975979, 0.0620634705, 0.0094698044, 0.0395801812, -0.0566116571, -0.0016219153, 0.0596210584, -0.0077579338, -0.0843941122, -0.0375302993, -0.1514296383, 0.0927244872, 0.0133460453, -0.0369196981, 0.1270055026, 0.0779391602, 0.0244895574, 0.0028594774, -0.0495897159, -0.0325582437, -0.0660323948, -0.002277496, 0.0012021253, -0.0283494424, -0.0360474065, -0.1079895645, 0.0706119165, -0.1085129455, 0.1045004055, 0.0301376376, 0.1859723479, -0.0583998524, 0.0614528693, 0.1196782589, 0.0286547448, -0.0481068231, 0.0187542457, 0.135117799, -0.0698268563, 0.0070710052, 0.0415428355, -0.049982246, -0.1101702973, 0.032471016, 0.0310317352, 0.0476270616, -0.0094916113, -0.0599263608, 0.0341719799, 0.0372031927, -0.0218072627, -0.0101458291, -0.0402780138, 0.0137603832, -0.0226795543, 0.0104511306, 0.0467547737, 0.0085757067, 0.0139021305, -0.1018835306, 0.0026114199, -0.1269182712, -0.0554340631, 0.0391004235, -0.0802507326, 0.0038299006, 0.1446257681, -0.0052228398, 0.028632937, -0.0262777526, -0.0193321388, 0.0311407726, -0.0172386412, 0.0202371404, 0.1352050304, -0.0792475939, -0.0084448624, 0.0757584348, 0.0051437882, 0.0512470677, 0.0715278238, 0.0022025337, -0.0644186586, 0.0151996622, 0.0720075816, 0.0274553448, -0.1177592203, -0.0794656649, 0.0483248942, 0.0704810768, 0.0128553817, 0.0153850242, 0.1342455149, -0.068823725, 0.0181436427, 0.0083031151, -0.0909799039, 0.1086874008, -0.0251219682, 0.0015796636, -0.0792039782, 0.000325746, 0.0374430716, 0.0118522476, 0.0445086248, 0.0332342684, -0.0635899827, 0.0511598401, -0.0683875754, 0.0041651875, -0.0546490029, -0.0116450787, -0.0836962759, 0.0640697405, 0.0156140001, 0.0844813362, -0.0315551087, 0.0206623822, 0.0546053872, -0.0820389241, 0.0164753869, 0.0029685136, 0.0174349062, 0.0080850432, -0.0451410338, 0.0412593409, 0.0315333046, -0.055259604, 0.0885374919, 0.1237780303, -0.0013397838, -0.0699140877, -0.0301158298, 0.012582791, 0.0249475092, 0.0263213664, -0.00207169, 0.0564371981, 0.0352187306, -0.007305433, 0.1077278778, -0.0082976641, 0.0079923617, 0.1515168697, 0.0475834496, -0.0146544809, -0.0570914149, -0.0067547997 ]
712.0303
Yu-Gang Ma
F. Jin, Y. G. Ma, G. L. Ma, J. H. Chen, S. Zhang, X. Z. Cai, H. Z. Huang, J. Tian, C. Zhong, J. X. Zuo
Baryon-Strangeness correlations in Parton/Hadron transport model for Au + Au collisions at \sqrt{s_{NN}} = 200 GeV
6 pages, 5 figures; to appear in Proceeding of International Conference on "Strangeness in Quark Matter", 24 - 29 June 2007, Levoca, Slovakia (Journal of Physics G: Nuclear and Particle Physics)
J.Phys.G35:044070,2008
10.1088/0954-3899/35/4/044070
null
nucl-th hep-ph nucl-ex
null
Baryon-strangeness correlation (C$_{BS}$) has been investigated with a multi-phase transport model (AMPT) in $^{197}$Au + $^{197}$Au collisions at $\sqrt{s_{NN}}$ = 200 GeV. The centrality dependence of C$_{BS}$ is presented within the model, from partonic phase to hadronic matter. We find that the system still reserve partial predicted signatures of C$_{BS}$ after parton coalescence. But after hadronic rescattering, the predicted signatures will be obliterated completely. So it seems that both coalescence hadronization process and hadronic rescattering are responsible for the disappearance of the C$_{BS}$ signatures.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:40:17 GMT" } ]
2008-11-26T00:00:00
[ [ "Jin", "F.", "" ], [ "Ma", "Y. G.", "" ], [ "Ma", "G. L.", "" ], [ "Chen", "J. H.", "" ], [ "Zhang", "S.", "" ], [ "Cai", "X. Z.", "" ], [ "Huang", "H. Z.", "" ], [ "Tian", "J.", "" ], [ "Zhong", "C.", "" ], [ "Zuo", "J. X.", "" ] ]
[ 0.029860232, -0.0242519639, -0.0020415229, 0.0037041088, -0.0815472305, 0.035140086, -0.0540111475, -0.011942829, -0.0825577304, 0.0183152854, -0.0240624957, 0.017456362, -0.0349885114, 0.0835682303, -0.0299612805, 0.0733116716, -0.039207343, 0.0802335814, 0.0362768956, -0.0263487492, -0.0741705894, -0.0212709941, -0.0114691583, -0.0224330667, -0.0324117392, -0.064015083, 0.0937742665, -0.0772020891, 0.0058008931, -0.0015694306, 0.0243403837, -0.0366305709, -0.0323612168, -0.120653525, -0.1224724203, 0.1529894769, 0.0132375304, 0.0249340516, -0.0171026867, -0.0479986817, 0.0415567532, 0.0333211906, -0.0568910688, 0.057194218, -0.0302644316, 0.0227867421, 0.0535058975, -0.1338910609, -0.0122396639, 0.014172242, -0.0357463844, 0.0349632502, 0.0448661335, -0.0345843136, -0.0303402189, -0.0088229151, 0.0672486797, 0.0182268675, 0.0517122634, -0.0592657402, -0.0510807, -0.1255039126, -0.053606946, 0.1339921057, -0.0287234206, -0.0943300352, -0.0493881144, 0.0391820818, 0.0070482274, -0.0531522222, -0.0245930087, -0.0194647275, -0.014538548, 0.0744232163, 0.0331443511, -0.0669455305, -0.0187826417, 0.0339527503, -0.0120312478, 0.0551732183, -0.0287992079, -0.0225972738, -0.0470639691, -0.0995341018, 0.034634836, -0.0244035386, 0.0058924695, 0.0556784682, -0.0921574682, 0.0206394326, -0.0028909731, -0.0420114771, -0.0101555102, 0.0685623214, 0.0586089157, -0.1090327874, 0.0565879159, -0.061488837, 0.0721495971, 0.0100797229, 0.0085260812, -0.011462843, 0.0639645532, -0.0737663954, 0.1285354197, -0.0333969779, -0.0129596433, -0.0648740083, -0.0126312319, 0.0518385731, 0.1106495857, 0.0554258451, -0.1172178313, 0.0369084589, -0.089328073, -0.0490849651, -0.0980688855, -0.0125807067, 0.0354432352, 0.1533936709, 0.0042283046, 0.0121575603, 0.0563352928, 0.0302391686, -0.049337592, -0.0798293799, 0.0321843773, -0.0558300428, -0.1622860581, -0.0742211193, 0.0968057588, -0.0212331004, -0.0995846316, 0.0143111851, -0.1218661219, -0.0247572139, 0.0194268338, -0.016559545, 0.0271066222, -0.0592152141, 0.077656813, 0.0275866091, 0.0506765023, 0.0699770227, -0.0262729619, 0.0111723244, -0.0653792545, 0.0208289009, 0.0830629766, 0.0201468151, -0.1025150791, -0.033093825, 0.0103007695, -0.0038146318, 0.0190478973, -0.0992309526, -0.0070419116, 0.1116600856, -0.0398136415, -0.078212589, 0.0645708591, 0.004490403, -0.0664402768, 0.0661371276, 0.0880649462, 0.0478723682, -0.05158595, -0.0444366746, -0.0723516941, -0.1177230775, 0.0498681031, -0.0387778804, -0.0841239989, 0.0000067844, 0.0504996628, -0.0323106907, -0.0904396176, -0.1190367267, -0.0932184905, 0.0172037371, 0.0686128512, 0.0359737463, -0.0226477981, -0.0685623214, -0.1326784641, -0.0441840477, 0.0824566782, 0.1330826581, 0.0109512778, -0.0161427148, 0.0807893574, 0.0615393594, 0.1160052344, 0.1005446017, -0.0102565596, -0.0562342443, -0.0091071175, 0.1013024747, 0.031628605, 0.1091338396, -0.0084439786, 0.0238098707, 0.0673497245, -0.0248708948, -0.0608320124, -0.0645708591, 0.113478981, -0.0232414659, -0.0225214865, 0.0014241714, 0.0056082667, 0.005226172, 0.0540111475, -0.0029178145, 0.0080650412, 0.0108502284, -0.1267165095, 0.1217650697, 0.0318054408, 0.0583057664, -0.0714927688, 0.0603267625, 0.1047886983, 0.089328073, 0.0159911383, -0.0098334141, 0.1104474887, -0.0361253209, -0.0131112188, -0.0027536084, 0.0034388527, 0.0835682303, -0.0265761111, -0.0082481941, -0.0503480881, -0.0296581313, 0.056638442, 0.0496912636, 0.0353169218, -0.0570426434, -0.0279402845, -0.0533037968, 0.0126691256, 0.1791613847, -0.0035714807, 0.0389799811, -0.046811346, 0.0087471278, 0.1312637627, -0.0068713902, 0.0025672978, 0.1011509001, -0.0322096422, -0.0946331844, -0.0390052423, 0.0002052575 ]
712.0304
Yury Bystritskiy
Yu. M. Bystritskiy, M. K. Volkov, E. A. Kuraev, E. Bartos, M. Secansky
The decay \phi -> f_0(980) \gamma and the process e^+e^- -> \phi f_0(980)
13 pages, 5 figures, some errors in formulae are corrected and a few references to new papers added
Phys.Rev.D77:054008,2008
10.1103/PhysRevD.77.054008
null
hep-ph
null
The decay \phi -> f_0(980) \gamma and process e^+e^- -> \phi f_0(980) are considered within the local Nambu-Jona-Lasinio model. In the amplitudes of these processes contributions of s-quark and kaon loops are taken into account. The kaon loop gives a dominant contribution. Our estimation for the decay width of \phi -> f_0 \gamma is in satisfactory agreement with recent experimental data. This allows us to make some predictions for cross sections of the process e^+e^- -> \gamma^* -> \phi f_0 which can be tested in the C-\tau factory. The total and differential cross sections of this process are calculated and presented in the figures.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:43:47 GMT" }, { "version": "v2", "created": "Sun, 9 Dec 2007 15:27:18 GMT" } ]
2008-11-26T00:00:00
[ [ "Bystritskiy", "Yu. M.", "" ], [ "Volkov", "M. K.", "" ], [ "Kuraev", "E. A.", "" ], [ "Bartos", "E.", "" ], [ "Secansky", "M.", "" ] ]
[ 0.0362323783, 0.1036889926, -0.0656168908, 0.0166469645, -0.0607109517, 0.0631128177, 0.0033345032, 0.0473984927, 0.0008751474, -0.0203519668, 0.0395030007, 0.0351592042, -0.1370595694, 0.0594844706, -0.0045801508, 0.0147305829, -0.0122137358, 0.1179468706, 0.0726180673, 0.0135296509, -0.1243859082, -0.1220351458, 0.0328339972, 0.0344948582, -0.0745600015, -0.1213196963, -0.0189338457, -0.0573892258, -0.0320674442, -0.0095819058, 0.0017806374, -0.0113896914, -0.0458909385, -0.1293940544, -0.0682742745, 0.1228528023, -0.0490338057, 0.0337794125, -0.0973010585, 0.0638793707, 0.0153693762, -0.0191382598, -0.1229550093, 0.1057842374, 0.0293845106, 0.0131719261, -0.0307643041, -0.0175796021, 0.0494170822, -0.0588712282, 0.0474240445, -0.0200197939, 0.0254112128, 0.0105911996, -0.0494937375, 0.0780350417, 0.0720559284, -0.0191382598, -0.0153821521, 0.0411127619, -0.0514867716, -0.1678238809, 0.0080424128, 0.0792104155, -0.0945925713, -0.0167619474, 0.011325812, 0.0830431804, 0.0395285524, 0.016480878, -0.0340860337, 0.0505924597, 0.0603532307, -0.0340093784, 0.0127567099, -0.0236481428, 0.1059886515, 0.0061643594, 0.0029671967, 0.0133507885, 0.0310453735, 0.0789549053, -0.0486249775, -0.0080040852, 0.0758886933, 0.0912708417, 0.120195426, 0.0430546962, -0.1101791412, 0.0496981516, 0.0182822756, -0.0177329127, -0.0961256772, 0.0071672653, 0.0909131169, 0.03452041, 0.0085215084, -0.0275192335, 0.0054680742, -0.0503369421, 0.0042192326, 0.0198664833, 0.1331757158, -0.0583601929, 0.1596473157, -0.0374844149, -0.067558825, -0.0276469905, -0.0334472395, -0.0394519009, 0.0407550372, -0.0626528859, -0.1038423032, 0.0276469905, -0.0369989313, -0.0543741211, 0.0183333792, -0.0309431665, 0.0087642493, 0.139716953, -0.0962789878, 0.0405250713, 0.0217828657, -0.0733846202, 0.0259605758, 0.0412916243, 0.017030241, -0.0983742326, -0.0938260183, 0.0338560678, 0.1280653626, -0.1211152822, -0.0084320772, 0.0070075667, -0.06904082, 0.0218978487, 0.0878469124, 0.0523810834, 0.0381743126, -0.0066306787, -0.0019786635, 0.0714937896, 0.0480628386, 0.0679676533, -0.0665367544, 0.016148705, -0.018461138, -0.0258711446, 0.0460698009, -0.0587690212, 0.0026877245, -0.1116100326, 0.0524321869, 0.0097224405, -0.0158548597, -0.0149349971, -0.0110191917, 0.0934682935, 0.0124756414, -0.056060534, -0.0294611659, 0.018128965, -0.0188060869, -0.0284135435, 0.1345044076, 0.0365901031, -0.0868248418, -0.0197770521, -0.0636749566, -0.0659746155, -0.0275192335, -0.0074547227, 0.0262416452, 0.0093200002, 0.0389153138, 0.0527899116, -0.0246829893, -0.1021047831, -0.0676099285, 0.0073972312, -0.0388642102, 0.0587690212, 0.0093838796, -0.0126928305, -0.0410361066, -0.0542208105, 0.097352162, 0.0316330642, 0.0621929541, -0.0178734474, 0.0006763228, 0.1031779572, 0.1079305857, 0.0366156548, -0.0367434137, -0.0102973543, 0.0014029506, 0.0259477999, 0.0691941306, 0.0411127619, 0.0512568057, 0.0383531749, 0.0652080625, -0.1177424565, -0.0046759699, 0.00222939, 0.103637889, -0.0663323402, 0.0017486977, -0.0297677871, -0.0014141295, -0.0249257311, 0.097352162, 0.0417771079, -0.1118144467, 0.0366156548, -0.1043022349, 0.0895333216, 0.106704101, -0.056162741, -0.0966367126, 0.088664569, 0.091015324, 0.0427225232, -0.0239292122, 0.0513079092, 0.0919351876, 0.0920884982, -0.0621929541, 0.0249640588, -0.0362579301, -0.0460442491, -0.1056820303, -0.0563671552, 0.045175489, -0.1297006756, 0.0547829494, 0.0471940786, 0.0571337081, -0.0335749984, -0.1458493769, -0.0172346532, 0.0264971629, 0.1097703129, -0.0866715312, 0.0456354208, -0.0180523098, -0.0424670056, 0.0839119405, 0.0290012341, -0.0036986156, 0.0144878412, -0.0164553262, -0.0334727913, 0.039579656, -0.0083873617 ]
712.0305
N. Raj Rao
N. Raj Rao
The analytic computability of the Shannon transform for a large class of random matrix channels
Submitted to the IEEE Transactions on Communications (Letters)
null
null
null
cs.IT math.IT
null
We define a class of "algebraic" random matrix channels for which one can generically compute the limiting Shannon transform using numerical techniques and often enumerate the low SNR series expansion coefficients in closed form. We describe this class, the coefficient enumeration techniques and compare theory with simulations.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:07:23 GMT" } ]
2007-12-04T00:00:00
[ [ "Rao", "N. Raj", "" ] ]
[ 0.0035750999, -0.0206493884, -0.0982818604, -0.0571530387, 0.0673017129, 0.0236357208, 0.1010011211, 0.0012367174, -0.1077992767, 0.0766734481, 0.0607463494, 0.0774018243, -0.079004243, 0.1064396501, 0.0500635393, -0.0352532789, 0.0178451501, -0.0482426062, 0.0891529173, 0.0283580087, -0.0294020101, -0.0267798658, 0.0497721881, -0.0476113483, 0.0267313067, -0.0623487718, 0.0163519848, 0.0510347039, 0.1045944318, 0.0145674702, 0.0628343523, -0.0162912868, 0.0399148688, 0.0305674076, 0.0001233872, 0.0150530525, -0.0679815263, -0.0520544276, -0.0351804383, 0.0212806463, 0.037195608, 0.0918236151, -0.0549193621, 0.0876476094, 0.0803153142, -0.0446735732, -0.0601150915, -0.1426640898, 0.0491894893, -0.0222639497, -0.083034575, 0.1320783943, -0.0984275416, -0.085268259, -0.0114476038, 0.0259300973, -0.0133170951, -0.0031987736, 0.0089589944, -0.1181907356, -0.0084916214, -0.069244042, 0.0025235107, -0.0295234062, -0.095319815, 0.0222153924, -0.1255715936, 0.0249832105, 0.0265370738, 0.0119392555, -0.1450919956, -0.0613776073, 0.0982333049, 0.0302275009, -0.0810436904, 0.0151137505, -0.1717990339, 0.061960306, -0.0069256178, 0.0482426062, -0.0188648738, 0.032048434, 0.0443822257, 0.0400605425, 0.0919692963, -0.0496993512, 0.0455719009, -0.0388708673, -0.0613290481, -0.0546280108, -0.0238906499, 0.0564246662, -0.0298390351, 0.0665247813, -0.0116114877, 0.0142518412, 0.0942515284, 0.0426341295, 0.0304460116, -0.0029832965, -0.0404490083, -0.0375840738, 0.0600665361, 0.012127419, 0.0967279971, 0.0268527027, 0.0571530387, 0.033942204, -0.0760907531, 0.0534140579, -0.0405704044, -0.0572987162, -0.0340150408, -0.0782758743, -0.0089650638, -0.0346948579, 0.0326311328, -0.0108224163, 0.0197874792, 0.0862879828, -0.0431682691, -0.0397691913, 0.0801696405, 0.0360059291, 0.0296933595, -0.028527962, 0.1230465621, -0.0461545996, -0.0652137101, 0.0503548868, 0.1229494438, -0.0615718402, -0.0128557924, -0.0196539443, -0.0212927852, -0.0334323421, 0.0449649245, 0.0413716137, 0.0222882293, 0.00453716, 0.0917750597, 0.1186763197, 0.0542881042, -0.0086190868, -0.0894442648, 0.0124309072, -0.1271254569, 0.0561818741, 0.0729830265, -0.0216448326, -0.0459603667, 0.0045675086, -0.0088072494, 0.0046676602, -0.0064400355, -0.1003213078, 0.0170803592, 0.0080728065, 0.0820148587, -0.1206186488, 0.0230894405, 0.1097416058, -0.0257844217, 0.0800239667, 0.0650194734, -0.0164855197, 0.0721089765, -0.0480483733, -0.0180272441, -0.0966794416, 0.0202123653, -0.0389437042, -0.0946885571, -0.0714291632, 0.0772561505, 0.02828517, 0.0038361005, -0.1744211763, -0.0633199364, -0.0768676847, -0.0474899523, 0.0502577722, 0.0359816514, 0.0066099893, -0.0194597114, -0.0235021841, 0.1151801273, -0.0311743859, 0.0471257642, -0.028843591, -0.0642910972, 0.0754109323, 0.0597266257, 0.1291649044, 0.0505491197, -0.0944943205, 0.0274839606, 0.0627372339, -0.0193504561, -0.0657964051, 0.0166797526, -0.0958053917, 0.0780816376, 0.0517145172, 0.0304945707, -0.0381910503, 0.0140333297, -0.0188163146, -0.1134320349, -0.0358602554, 0.0190955251, -0.0428769216, 0.056376107, -0.0310772695, 0.0294991266, 0.002899837, -0.1409159899, 0.0455961823, -0.0886187777, 0.0586097874, -0.0040364033, 0.0724488869, -0.0129164904, 0.0020075794, -0.0454019494, 0.0208921805, 0.0705551133, -0.1255715936, 0.1372255683, -0.1127522141, 0.1409159899, 0.0142882597, -0.0418086387, -0.0687099025, 0.0098755304, 0.0244976282, -0.035763137, -0.0561333187, -0.090415433, -0.1103243083, -0.0347676948, -0.0091410875, 0.0453533903, 0.0257844217, -0.0247161407, 0.052102983, -0.0566188991, -0.0258815382, 0.0595323928, -0.0122306049, -0.0445521772, -0.0029787442, -0.0123702101, -0.0311986655, -0.0858995169, -0.0041729733 ]
712.0306
Mingyu Xu
Shige Peng, Mingyu Xu
Constrained BSDE and Viscosity Solutions of Variation Inequalities
null
null
null
null
math.SG math.PR
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
In this paper, we study the relation between the smallest $g$-supersolution of constraint backward stochastic differential equation and viscosity solution of constraint semilineare parabolic PDE, i.e. variation inequalities. And we get an existence result of variation inequalities via constraint BSDE, and prove a uniqueness result under certain condition.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 14:50:42 GMT" }, { "version": "v2", "created": "Wed, 16 Jul 2008 12:56:41 GMT" } ]
2008-07-16T00:00:00
[ [ "Peng", "Shige", "" ], [ "Xu", "Mingyu", "" ] ]
[ 0.071681127, -0.0369335748, 0.0946089253, -0.0287232883, -0.037518207, -0.0289520584, 0.0404413752, -0.0254061297, -0.0385603793, -0.0501259528, 0.0264355931, 0.035332188, -0.1394985914, 0.0380520038, -0.0494396426, 0.1265858263, 0.039755065, -0.0025387066, 0.0648180395, 0.0436695665, 0.0059321215, -0.0647672042, 0.0844922215, 0.0885592401, -0.0129826721, -0.0476094857, 0.1200786009, 0.0262576621, 0.0714777783, -0.1080809087, 0.0826620683, -0.0418394096, -0.0355101191, -0.0795609653, 0.0084009264, 0.1969451755, 0.0312397536, 0.1249590144, -0.0716302916, -0.0322565064, 0.051879853, 0.0109046819, -0.1050306484, -0.0057637221, -0.0204240382, 0.0953714848, 0.091558665, 0.0034601395, 0.0429070033, -0.0515748262, -0.0478636771, -0.0499734394, 0.0702576712, -0.0697492957, 0.0316972919, -0.0513714738, -0.0093287146, 0.0306042824, 0.0889151022, -0.1105211154, -0.0151750473, -0.1252640486, -0.0345187858, 0.0368319005, -0.0767140612, -0.0178948641, -0.0064023705, 0.0899318531, 0.0026864538, -0.0866274089, -0.0753414407, 0.0011827704, 0.0335528702, 0.0586666837, -0.0509139374, 0.0984725878, 0.0143743539, 0.1190618426, 0.0397042297, 0.0190641303, 0.0033997698, -0.0111334519, -0.0048740627, 0.0621744841, -0.0553113967, -0.0742230117, 0.047533229, 0.0687833801, -0.1035055146, 0.0050964775, -0.1314662397, -0.0376707204, -0.0315701999, 0.0274015088, 0.1257724166, 0.0254315492, 0.0756464675, -0.0366539657, 0.0689358935, -0.0618694574, -0.1421421468, 0.0048295795, 0.0552605577, -0.0299688131, 0.144582361, 0.0486262403, -0.046338547, -0.0432374477, -0.02826575, 0.0119722737, 0.0450421833, -0.0486008227, 0.0038731957, 0.0396025516, 0.0285199378, -0.0841363594, -0.1060473993, -0.1224171296, -0.0499480218, 0.0803235322, 0.0007141106, -0.0554130711, 0.052820351, -0.0557689331, 0.0048073381, 0.0456522368, -0.0662414953, -0.1188584939, -0.1144864559, -0.0656822845, -0.0113177383, -0.0022940503, 0.0313414298, -0.058361657, -0.0352050923, -0.0953714848, 0.0026546801, 0.0662414953, 0.1031496525, -0.0119976923, 0.0773241147, 0.045169279, -0.0233472046, -0.0012161327, 0.019966498, 0.021669561, -0.0179075729, 0.0065199323, 0.067309089, 0.0392975248, -0.0849497616, 0.0071617584, -0.075900659, 0.0594292469, 0.0204113293, -0.0532270521, -0.02213981, 0.0831196085, 0.0494142249, -0.0432882831, 0.0207799021, 0.0494904816, -0.0270964839, -0.1094026864, 0.0703085139, -0.0591242202, -0.0019095903, -0.0144760292, -0.0007732888, -0.1426505297, 0.0899318531, -0.0597342737, -0.0408480763, -0.0554130711, 0.1381768137, -0.0895251557, -0.0395008773, -0.0677666292, 0.0530745387, 0.0243893769, 0.0578532815, 0.0890167803, 0.0165857933, -0.0331715867, 0.1045222729, 0.0636996105, 0.1108261421, -0.0200173371, 0.0344425291, -0.0083818622, -0.1115378663, 0.0354338624, 0.0737654716, 0.0106822671, -0.0005353843, -0.047406137, 0.0168654006, 0.0752906054, 0.0511681251, 0.1065557748, 0.1042172462, -0.0303500947, 0.0369335748, 0.0051250737, -0.0502276272, -0.0528711863, -0.0097036418, 0.1119445711, -0.0345950425, -0.0690375715, 0.0051028323, 0.0011152516, -0.0467706658, -0.00854073, 0.0853564665, 0.0964899138, -0.0186955575, 0.015314851, -0.0267406199, 0.0805777237, -0.0524136461, 0.0068503772, 0.0586158447, -0.0194835402, 0.1002010703, 0.0010183423, 0.080628559, -0.0235632639, -0.0312143359, -0.0553113967, 0.0131415399, 0.0008435877, -0.0745280385, -0.0019159451, 0.0291045718, -0.0858140066, -0.0511172861, 0.0137007544, -0.0463893823, -0.107369177, -0.0102437921, 0.0557689331, -0.0721386671, 0.0028929817, -0.0284691006, -0.0301721636, -0.0342900157, 0.0148573117, -0.0238428712, 0.0286470335, -0.0249485914, 0.026918551, -0.0078099384, -0.0277065355, -0.0423732065, -0.1083859354 ]
712.0307
Oriana Mansutti
Marco Roncadelli, L. S. Schulman
Quantum Hamilton-Jacobi Theory
7 pages
Phys. Rev. Lett. 99, 170406 (2007)
10.1103/PhysRevLett.99.170406
null
quant-ph hep-th
null
Quantum canonical transformations have attracted interest since the beginning of quantum theory. Based on their classical analogues, one would expect them to provide a powerful quantum tool. However, the difficulty of solving a nonlinear operator partial differential equation such as the quantum Hamilton-Jacobi equation (QHJE) has hindered progress along this otherwise promising avenue. We overcome this difficulty. We show that solutions to the QHJE can be constructed by a simple prescription starting from the propagator of the associated Schroedinger equation. Our result opens the possibility of practical use of quantum Hamilton-Jacobi theory. As an application we develop a surprising relation between operator ordering and the density of paths around a semiclassical trajectory.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:00:15 GMT" } ]
2007-12-04T00:00:00
[ [ "Roncadelli", "Marco", "" ], [ "Schulman", "L. S.", "" ] ]
[ -0.0345067941, -0.0252364948, -0.0104151601, 0.0727761611, -0.0132061504, 0.0069310628, -0.0500769317, 0.0400021337, -0.0911434814, 0.0099510262, 0.01652316, 0.052478049, -0.0421557166, 0.0888166204, 0.0013916275, -0.0464381203, 0.0576268397, -0.0136022111, 0.0761426762, 0.133670494, -0.0147532625, -0.0604487695, 0.0609438457, 0.0091836583, -0.0577258542, -0.0469827056, -0.0463143513, 0.0326007493, 0.0676768795, -0.0646074116, 0.1612957418, -0.0543098301, -0.0993122309, 0.0071662241, 0.0011448631, 0.1535725594, 0.0134041812, 0.046636153, -0.1128773093, 0.0954506397, 0.0223155469, -0.0153102232, -0.1036688983, 0.0731227174, 0.0190604236, -0.0359920189, 0.0198896751, -0.0121479258, 0.0143819554, -0.01656029, 0.0686670318, 0.0383683853, 0.0660431311, 0.0928762406, -0.1230758727, -0.093272306, -0.0384921543, 0.0577258542, 0.0078469533, 0.0166716818, 0.0412398241, -0.116936937, -0.1312941313, 0.0583199449, -0.0934208259, 0.0594586208, -0.0215110499, -0.0648549497, -0.0627261177, 0.0435171723, -0.1003518924, 0.0673798323, 0.0808458999, 0.0756476, -0.0678749084, -0.0177732259, -0.0501759462, 0.102084659, 0.0615874454, 0.0433438979, 0.0840143859, -0.1008964777, 0.0478490889, -0.0508938059, -0.0509928204, 0.0298778322, -0.0446806028, -0.0188995227, -0.0918365866, -0.0383188762, 0.0469084457, 0.1316902041, -0.0254221484, 0.037625771, 0.0964903012, -0.0389377214, 0.052725587, 0.1033718511, 0.1061442792, 0.0364375897, -0.0229715239, -0.0218204707, 0.0601022169, -0.0195554998, 0.1962480992, -0.0081625646, -0.0375515074, -0.0101738106, 0.026338039, 0.071885027, -0.0203599967, -0.0068691787, -0.0704493076, -0.0759446472, -0.032798782, -0.0415616259, -0.0423042364, -0.0467351675, -0.0788655952, 0.0296055414, -0.0422794856, -0.1180261001, 0.0121107949, -0.0008014042, 0.0553494878, -0.0795091912, -0.0530721396, -0.099757798, -0.0701027513, -0.0231695529, -0.0059470995, 0.0677263886, -0.1047580689, -0.1078275368, -0.0116095301, -0.0897572637, 0.1007479504, 0.0403734408, 0.1488198191, -0.0060708686, 0.1422848254, -0.0660431311, 0.0253107566, 0.0103842178, 0.0638647974, 0.0835688189, -0.0034655314, 0.0012694056, 0.014369579, -0.0565871783, 0.0396803357, -0.0453242026, 0.0518839583, 0.0153225996, -0.0054551177, -0.0476758108, -0.0280708056, 0.0413388386, 0.0046258657, -0.0675283596, 0.0385911688, 0.1154517084, -0.0391109996, -0.025570672, 0.0887671113, -0.0217214562, -0.0814894959, 0.0224393159, -0.0641123354, -0.0280708056, -0.0060306438, -0.0966388211, -0.0912424922, 0.0086762058, 0.0756971091, 0.0301253702, -0.0488392413, -0.1448592097, -0.1089167073, -0.0073518776, 0.0013343843, 0.0129957432, 0.0191099308, -0.0169068426, 0.0071662241, 0.002591413, -0.0940644294, 0.0696571842, -0.0372544639, -0.0370316803, -0.0268083625, 0.0707958564, 0.0653500259, 0.1000053361, 0.0653005168, -0.0463143513, 0.0949060544, 0.0822321102, 0.0446310937, -0.0457945243, 0.1019856408, -0.0101738106, 0.0252736267, -0.009882953, -0.0545078591, -0.0462896004, 0.0502254516, -0.0584684685, -0.0446310937, -0.1456513405, 0.0243701134, -0.0172410198, 0.0106626982, 0.0471064746, -0.0853015855, -0.0032984433, -0.0486907177, 0.0684194937, -0.0239121672, -0.0008222902, -0.0489630103, 0.0856481344, 0.0225135777, 0.0270806532, 0.0444578193, -0.0373287238, 0.0564386547, -0.0117889959, -0.030966999, -0.0247414187, 0.0515869111, 0.0023547048, -0.0169934817, -0.0392347686, 0.0142953172, -0.0715879798, -0.0231571756, -0.0831727535, -0.1003518924, -0.074805975, -0.0008779862, 0.0086823944, 0.029506525, -0.002617714, 0.0005264049, 0.005885215, -0.0425022691, 0.0528741106, 0.0457202606, -0.0038213674, -0.0320561677, 0.1049560979, 0.0117085455, 0.0666867271, -0.0276004821, 0.0817865431 ]
712.0308
Luis Dinis
L. Dinis, E.M. Gonzalez, J.V. Anguita, J.M.R. Parrondo, and J.L. Vicent
Current reversal in collective ratchets induced by lattice instability
5 pages, 4 figures. Accepted for publication in Phys. Rev. B
Phys. Rev. B 76, 212507 (2007)
10.1103/PhysRevB.76.212507
null
cond-mat.stat-mech cond-mat.supr-con
null
A collective mechanism for current reversal in superconducting vortex ratchets is proposed. The mechanism is based on a two-dimensional instability of the ground state (T=0) of the system. We illustrate our results with numerical simulations and experiments in Nb superconducting films fabricated on top of Si substrates with artificially induced asymmetric pinning centers.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:24:28 GMT" } ]
2009-11-13T00:00:00
[ [ "Dinis", "L.", "" ], [ "Gonzalez", "E. M.", "" ], [ "Anguita", "J. V.", "" ], [ "Parrondo", "J. M. R.", "" ], [ "Vicent", "J. L.", "" ] ]
[ 0.043893978, 0.0229090881, -0.02615791, -0.0058457912, -0.0865051597, 0.0645860583, 0.0164393261, -0.0083939563, -0.0768005177, -0.1635287702, 0.0493598096, -0.0249587744, -0.0942019448, 0.0850550383, 0.0482443348, -0.048495315, 0.0296158865, -0.0402686819, -0.0214450248, 0.0944808125, -0.0472125188, -0.0848877206, 0.1773606688, 0.0016217974, -0.0174153689, -0.0615742728, 0.0439218655, 0.0655899867, 0.0557180233, -0.0880668238, 0.118909739, -0.0407706462, -0.0845530778, -0.0241639968, -0.1326300949, 0.1456811577, -0.06123963, -0.0103390673, -0.0474077277, 0.0598452836, -0.0032435949, -0.0231740121, -0.0804258138, 0.0866724774, 0.0543515645, 0.0318468399, -0.0424159728, 0.0093281679, 0.0151146995, 0.0292812437, 0.0445911512, -0.086226292, 0.0036113535, -0.0324882381, -0.0397667177, -0.0320699327, 0.0702192113, 0.0273849349, 0.022853313, -0.0863378346, 0.0286398456, -0.0849434957, 0.0245265272, -0.0377588607, -0.0590086766, 0.0528735593, -0.1035719439, 0.1153402105, -0.0166066475, 0.0366154984, -0.0473240651, -0.0610165335, -0.0389858857, -0.0033900011, 0.004402644, -0.0136715518, -0.0342729986, 0.0408821926, -0.0500290953, 0.120471403, 0.0283609759, -0.04467481, 0.0901304558, -0.0289744884, 0.0034544896, -0.0425275192, -0.0174990296, -0.0155190593, -0.0368385948, -0.0260324199, 0.029197583, -0.0028915228, -0.0945365876, 0.0949827731, -0.0320141613, 0.0008405286, 0.0171922725, -0.0040261708, 0.0375078768, 0.0964328945, -0.033464279, -0.0031756207, 0.1791454405, 0.0322093666, 0.0850550383, 0.0619089156, -0.0395715088, -0.028807167, -0.0956520587, -0.0214450248, 0.1454580575, -0.0123817828, -0.0111547597, -0.0192001294, -0.0268690269, -0.1194674745, -0.042917937, -0.1269411594, -0.0151565298, 0.0548814163, 0.0195766035, 0.0360019878, 0.020650249, -0.0818201602, 0.0043538422, -0.1006717011, 0.0600683801, -0.0240106191, -0.1085915864, -0.0213195346, 0.0445074886, 0.0227417666, -0.0250145476, -0.0278590117, -0.0423880853, -0.0037473021, -0.0220864229, 0.0769120678, 0.0005738601, 0.0662592724, 0.0095303478, 0.0253491905, 0.0275243688, -0.0212498158, 0.0953174159, 0.0596221909, 0.0274128206, 0.0582278445, 0.0953731909, -0.0375078768, -0.032627672, -0.0426111817, 0.0397388302, 0.086282067, -0.0171783287, -0.1469081789, 0.017094668, 0.0450931154, 0.0119634792, -0.0429737121, 0.0524831414, -0.0098719625, 0.031651631, -0.0050823875, 0.0752388537, 0.0098649906, -0.0891265273, 0.0148497736, -0.0577258803, -0.0609607585, 0.0657015294, -0.0445074886, -0.0902977809, 0.0101438593, 0.0587855838, 0.0766889676, -0.0731752217, -0.1097070575, 0.0609607585, 0.0118658757, 0.0317074023, -0.0092723938, 0.0113220811, -0.0306477007, -0.0392368659, 0.0718366504, -0.0109316641, 0.0700518861, -0.0658688545, -0.0337710343, -0.1289490163, 0.1027911082, -0.1004486084, 0.0728405789, -0.0305082668, -0.1358649731, 0.0905766487, 0.1050778329, 0.0736214146, -0.0393484123, -0.0415235907, -0.0723386183, -0.0159791932, 0.0168018565, -0.0373405553, 0.1070856899, -0.011524261, 0.030229399, -0.0056331535, -0.0350817181, 0.0937557518, 0.0945923626, 0.0301457383, 0.0064802179, -0.0223792363, 0.0005686313, 0.0172341038, 0.0601799265, 0.0674305186, 0.0701076612, 0.0224350095, 0.0176245198, -0.0665939152, 0.1209175959, 0.049527131, 0.1446772367, 0.0094676018, -0.0610723086, 0.1269411594, 0.057168141, 0.02356443, 0.0184750706, 0.0803142712, -0.0549093038, -0.0312333256, 0.0381492786, -0.0241500549, 0.0237735808, 0.0020427152, -0.001746417, 0.0055146343, 0.0346634164, -0.0479096919, 0.1054124758, 0.0201622285, 0.106639497, -0.0153935682, 0.1068625972, 0.0592875481, -0.0079547381, -0.0163696092, 0.1405499727, -0.0428063907, 0.0791987926, -0.0015381367, 0.0053682281 ]
712.0309
Glenn van de Ven
G. van de Ven (Institute for Advanced Study, Princeton University, Leiden University), P.T. de Zeeuw (European Southern Observatory, Leiden University), R.C.E. van den Bosch (Leiden University)
Recovery of the internal orbital structure of galaxies
34 pages, 21 figures; companion paper at arXiv:0712.0113; accepted for publication in MNRAS; PDF file with full resolution figures at http://www.sns.ias.edu/~glenn/vdven_abel.pdf
null
10.1111/j.1365-2966.2008.12873.x
null
astro-ph
null
We construct axisymmetric and triaxial galaxy models with a phase-space distribution function that depends on linear combinations of the three exact integrals of motion for a separable potential. These Abel models, first introduced by Dejonghe & Laurent and subsequently extended by Mathieu & Dejonghe, are the axisymmetric and triaxial generalisations of the well-known spherical Osipkov-Merritt models. We show that the density and higher order velocity moments, as well as the line-of-sight velocity distribution (LOSVD) of these models can be calculated efficiently and that they capture much of the rich internal dynamics of early-type galaxies. We build a triaxial and oblate axisymmetric galaxy model with projected kinematics that mimic the two-dimensional kinematic observations that are obtained with integral-field spectrographs such as SAURON. We fit the simulated observations with axisymmetric and triaxial dynamical models constructed with our numerical implementation of Schwarzschild's orbit-superposition method. We find that Schwarzschild's method is able to recover the internal dynamics and three-integral distribution function of realistic models of early-type galaxies.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:48:08 GMT" }, { "version": "v2", "created": "Thu, 3 Jan 2008 19:51:36 GMT" } ]
2009-11-13T00:00:00
[ [ "van de Ven", "G.", "", "Institute for Advanced Study, Princeton University,\n Leiden University" ], [ "de Zeeuw", "P. T.", "", "European Southern Observatory, Leiden\n University" ], [ "Bosch", "R. C. E. van den", "", "Leiden University" ] ]
[ 0.0143538108, 0.0325228535, 0.068354018, 0.0139269317, -0.0311621763, 0.0391928405, -0.0709686577, 0.040793635, -0.0062097572, 0.0275603831, -0.0511187762, -0.1151506454, -0.0775852799, -0.0696346611, 0.0357778072, 0.0705951378, 0.0231848732, 0.0325228535, -0.0474903025, 0.1007968336, -0.015994627, -0.010071679, 0.0082841227, -0.0454359464, -0.0299082194, -0.05437373, 0.0034817329, 0.0586958788, 0.0510654151, -0.1257158965, 0.0530397333, -0.0392995588, -0.0965280458, -0.0078172237, -0.1918821633, 0.1798228323, 0.0017066827, 0.0510920957, -0.0161280278, 0.0017875563, 0.0066066217, 0.0252925884, -0.0033533357, 0.0623243526, 0.0361513272, -0.0013381661, -0.0264665056, 0.0051125446, -0.0192229003, -0.1231546253, -0.0486909002, 0.0431948304, 0.134253487, 0.0169951245, -0.1454590559, -0.0204501785, -0.058429081, 0.0497314185, -0.0119526153, 0.01468731, -0.1029312313, -0.0355110057, 0.0559211671, 0.0212372374, -0.1124826521, 0.0021827531, -0.0217574947, -0.0124195144, 0.0063264822, 0.0344171301, -0.0724627301, 0.0377788022, 0.0251591895, -0.0167016461, -0.0057361885, -0.0589093193, 0.0392728783, 0.1044253036, -0.0646188259, 0.0257194676, 0.0109521179, -0.0137401717, 0.1387357116, 0.0326295719, -0.0413539149, 0.0141003514, 0.0022311104, 0.0421543121, -0.1181387976, 0.1583721638, 0.0792394355, -0.0018909412, -0.0429547131, 0.0050891996, 0.056614846, -0.0791327208, 0.0600832365, -0.0985023603, 0.18195723, 0.0718757734, 0.0269734245, 0.0378588438, -0.0051325546, -0.0454092659, 0.1142968833, -0.0298281796, 0.0527195707, -0.0395930409, 0.0205435585, 0.0251992084, -0.049331218, -0.0050758598, -0.0131732235, -0.1148304865, -0.0379922427, -0.0710753724, -0.1424709111, 0.0190228019, -0.1881469786, -0.0089377817, 0.0111121973, 0.0487709418, 0.0633915514, -0.020610258, 0.1336131692, -0.095834367, -0.0707552135, -0.0669666603, -0.0838283896, 0.0479705408, 0.0483974218, -0.0664864257, -0.0047290204, -0.0807868764, -0.086923264, 0.0265465453, 0.0247323103, -0.0117791956, 0.0633381903, 0.0435416698, 0.0511454567, 0.0759311244, 0.0506918952, -0.0178222042, 0.060670197, 0.0808402374, 0.0260929875, -0.0372985639, -0.0248923898, -0.0126996543, -0.0396997593, -0.0210904963, 0.0655793026, -0.0760378465, -0.0707552135, -0.0543203689, 0.0210104566, 0.0510920957, 0.0288410205, -0.0400199182, -0.0399665572, 0.0480505824, -0.0105986083, -0.0099382801, -0.0938066915, 0.0919390917, -0.0882038996, 0.004452216, -0.0798263997, -0.0837216675, -0.0041954215, 0.0158078671, -0.0725160912, -0.0482373424, 0.0758777633, 0.0388726816, 0.0401266366, -0.0314556547, -0.1069332212, 0.0021960931, -0.0903382972, 0.030868696, 0.001007168, -0.065152429, -0.0919924527, 0.0782255977, -0.0459962264, 0.0722492933, 0.0165415667, 0.0271601845, -0.0718224123, 0.0263331067, 0.0264531653, 0.1235815063, -0.002891439, -0.1057059467, 0.0179022439, 0.0652591437, -0.0284408219, 0.1194194332, 0.0960478038, 0.0553875677, 0.0343904495, -0.1233680695, -0.0603500381, -0.0138602313, 0.0783323199, -0.0331898518, -0.0453559086, 0.0259996075, 0.0331898518, -0.0730496943, 0.0425545126, -0.0067533613, -0.0593895577, 0.0500782579, -0.085695982, 0.0446088687, 0.0748639256, 0.0060096579, -0.049144458, 0.0966881216, 0.0552808456, 0.1110952944, 0.0949272439, 0.0121860653, 0.0372452028, -0.0572018027, -0.0392995588, -0.0171018448, 0.0673401803, -0.0236784518, -0.0793461576, 0.0391394794, -0.0120660057, 0.0898046941, 0.0079039335, 0.0416740738, -0.004498906, -0.0263464469, -0.0348973684, 0.1194194332, -0.0315623768, -0.0372185223, 0.0075104046, 0.0580022, -0.0013139873, 0.0258395281, 0.0199432597, -0.0108920876, -0.0167016461, 0.0418074764, 0.0083508231, -0.0071435552, -0.0087443525, 0.0536533706 ]
712.031
Roman Mizuk
R. Mizuk
Heavy flavor baryons
9 pages, 15 figures, prepared for XXIII International Symposium on Lepton and Photon Interactions at High Energy (LP07), 13-18 Aug 2007, Daegu, Korea
null
null
null
hep-ex
null
We review the new results on the heavy flavor baryons and on the pentaquarks.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:13:42 GMT" } ]
2007-12-04T00:00:00
[ [ "Mizuk", "R.", "" ] ]
[ 0.052433636, 0.1120402738, -0.1281037629, 0.0488723926, 0.0306620579, 0.0780442804, 0.0038232859, 0.1283058077, 0.0675878674, -0.0553634539, -0.0334908478, -0.0353851281, -0.0596066378, 0.013967148, -0.0224787742, 0.0204329528, 0.0164928529, 0.0364459231, 0.0652642176, 0.0874399096, -0.1311345994, -0.141136393, 0.009705021, 0.0765793771, -0.0302832033, 0.0165812522, -0.0203824397, 0.0069520031, 0.0916830897, -0.0637487918, 0.043366354, -0.0681940317, 0.0486955903, -0.1143639237, -0.1036549285, -0.0049819532, -0.0848636851, 0.0287930369, -0.0781453103, -0.006326891, -0.01361355, 0.0745082945, -0.0463972017, 0.0741546974, 0.0507161543, 0.0536964871, -0.0262420755, -0.0058375355, 0.0956231877, -0.0223272312, -0.0829946622, 0.1117371842, -0.016593881, -0.0167959388, -0.0032108023, 0.0198394116, -0.0006101156, -0.0148511454, 0.0460436009, -0.0708207637, -0.0397798531, -0.1353777796, -0.0492259897, -0.0215695202, -0.1338623613, -0.0804689601, -0.0724877343, 0.0165181104, 0.0963809043, -0.0542521439, 0.0259895045, 0.0620313138, 0.0036843722, 0.0243604239, 0.0064405478, -0.0487713628, 0.0402092226, -0.0356376953, -0.0372288898, -0.0223651174, -0.0665775836, 0.0842575207, -0.055919107, -0.0372288898, -0.0124769825, 0.0118139852, 0.0150153162, -0.014270233, -0.0329857059, 0.019359529, 0.0711238533, -0.0660219267, -0.062738508, -0.039173685, 0.0634457096, -0.0847626552, 0.0608189739, 0.0287677795, -0.0406385921, 0.0178946201, -0.0083158836, 0.0176294204, 0.0406385921, 0.0097997356, 0.1482083648, -0.0573335029, 0.0037601432, -0.028641494, -0.0500089601, 0.013007381, 0.0217463206, -0.0327583924, -0.1092114821, 0.0543531701, -0.1196173877, -0.0044357693, 0.0765793771, 0.0272018425, -0.0102354195, 0.0611220598, -0.0438209809, 0.0150279449, -0.0124138398, 0.0038517001, 0.0448060073, -0.0766803995, 0.0347536989, -0.0861265361, -0.0731444135, -0.0054618372, 0.0660724416, -0.0479631387, 0.0180840474, -0.0106711034, -0.0644054785, 0.0404365361, -0.0173010789, -0.058141727, 0.0839544311, -0.1102217659, 0.0172884502, -0.0322532542, 0.0696084276, -0.00229997, -0.0078991419, -0.0380876325, 0.0007667883, -0.0461951457, 0.0471801683, -0.1168896258, -0.1368932128, -0.0467255414, -0.0669816956, 0.0012297026, -0.1124443859, -0.1442682743, 0.0590004697, 0.0675878674, -0.0384664871, -0.031369254, 0.0436189249, 0.0636982769, -0.0431642979, -0.0060174922, 0.077943258, 0.0465487428, -0.1282047778, 0.0683455765, -0.110625878, -0.1256790757, -0.0848636851, -0.029096121, -0.0120034125, -0.0515496396, 0.0433916114, 0.0492512472, -0.0341475308, -0.0520800352, -0.1133536398, -0.0453869179, 0.027530184, 0.1420456469, -0.0217968337, 0.0020205639, -0.0986540392, -0.0538985431, 0.0735990405, 0.0996138006, 0.0052313665, 0.0684971213, 0.039173685, 0.1247698218, 0.0249792226, 0.0493270196, -0.0072361445, -0.1024425924, 0.0693053454, 0.1015838534, 0.0021563207, 0.0102417339, -0.038062375, 0.0605158918, 0.0210770071, -0.0780947953, 0.0213548355, -0.0485187918, 0.1214358956, 0.0103743328, -0.0901171565, -0.0079117706, 0.0375319757, 0.0967850164, 0.0952190757, 0.0401081964, -0.0871873349, 0.0179577619, -0.0509687252, 0.0386180282, 0.013158923, 0.0505140983, 0.0307630859, -0.0731949285, 0.0377087742, 0.0359660387, 0.0364711806, -0.0064563332, 0.0887532756, -0.0147374887, 0.0035486154, 0.0657693595, 0.0882481337, 0.0128937243, -0.026671445, -0.0492765047, -0.044629205, 0.0201046113, 0.0668301508, -0.0231480859, 0.1138587818, -0.0335161053, -0.0499331877, -0.0281616095, 0.0391989425, -0.0249918513, 0.057080932, 0.0640518814, 0.0323037654, -0.0105700754, 0.1818507612, -0.0665775836, 0.0708207637, 0.1004725471, 0.021683177, -0.0321774818, -0.0365974642, -0.0124390973 ]
712.0311
Reinhold Walser
M. Eckart, R. Walser and W.P. Schleich
Exploring the growth of correlations in a quasi one-dimensional trapped Bose gas
36 pages, 21 color pdf/jpeg figures, submitted to NJP, corrected references
null
10.1088/1367-2630/10/4/045024
null
cond-mat.mes-hall
null
Phase correlations, density fluctuations and three-body loss rates are relevant for many experiments in quasi one-dimensional geometries. Extended mean-field theory is used to evaluate correlation functions up to third order for a quasi one-dimensional trapped Bose gas at zero and finite temperature. At zero temperature and in the homogeneous limit, we also study the transition from the weakly correlated Gross-Pitaevskii regime to the strongly correlated Tonks-Girardeau regime analytically. We compare our results with the exact Lieb-Liniger solution for the homogeneous case and find good agreement up to the cross-over regime.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:14:09 GMT" }, { "version": "v2", "created": "Wed, 5 Dec 2007 13:52:16 GMT" } ]
2009-11-13T00:00:00
[ [ "Eckart", "M.", "" ], [ "Walser", "R.", "" ], [ "Schleich", "W. P.", "" ] ]
[ -0.0036231324, 0.0459616445, 0.0037028347, -0.0355206467, 0.0339797363, 0.018172117, -0.0464929901, 0.0174813643, -0.1386819482, -0.0038755229, 0.0620614998, 0.0560041294, 0.0265275724, 0.0261954796, 0.055260241, 0.0154091055, 0.0380445495, 0.0775768757, 0.0409404002, 0.098671414, -0.1503716111, -0.0834748447, 0.0177736059, -0.0409669653, -0.0880444422, 0.0329967402, 0.1023908481, 0.0370615572, 0.061583288, -0.0795428678, 0.0715195015, 0.0075119389, -0.0239372477, -0.0679594725, -0.0520721488, 0.1163653135, -0.0116830245, 0.0358394533, -0.1081825495, -0.0548351631, -0.0509297512, -0.0137486421, -0.0282411706, 0.0553133748, 0.0117760105, -0.0612113439, -0.0204303488, -0.0105007738, 0.0118557131, -0.0600423776, -0.0605205894, -0.0272316094, 0.031216722, -0.0981931984, -0.0428266861, 0.0242294911, 0.0713600963, 0.0654089972, 0.0109524205, -0.0668436363, 0.0143596921, -0.0726353377, 0.0377788767, 0.0437299795, -0.0718914494, 0.0549414307, -0.06115821, 0.0519658811, 0.0837405175, 0.0504249707, -0.0025521331, -0.0059776702, 0.0412326418, -0.0231535099, -0.0053566569, -0.0240036678, 0.0315355323, 0.0041677644, -0.067481257, 0.0470774733, -0.0372209586, -0.0401965119, 0.0412326418, -0.0372209586, -0.0539053008, -0.0604143217, -0.028958492, 0.0394526236, -0.0422687717, -0.0502389967, -0.0043271692, 0.0008958203, 0.0207890086, 0.0107000303, 0.0102351001, -0.1526032835, 0.1667371541, -0.0553665124, 0.0186370481, -0.0598829724, -0.0367693156, -0.0036330952, 0.0334483869, -0.0347501896, 0.1853343397, -0.0311635882, -0.0423484743, -0.1054195389, 0.0308713466, -0.0280286316, 0.0606799945, 0.0359722897, -0.0378585793, -0.0270589218, -0.0937830061, 0.0152762681, 0.0179861449, -0.057491906, -0.0873005539, 0.1102016717, 0.0037825368, -0.0811900496, 0.1028690636, 0.0188628715, 0.0148379058, 0.0262884647, 0.0538787358, -0.1160465032, -0.1191283241, 0.0543569475, 0.068331413, -0.0211609527, -0.0234059002, 0.0304462668, -0.113602303, -0.0064724884, 0.0757171586, 0.0725822002, 0.0948457047, -0.0355206467, 0.0252124853, 0.0458553731, 0.094208084, 0.0491763018, 0.0412592106, 0.0980869308, -0.0458022393, 0.0527363345, -0.0187698845, -0.0345642194, -0.0048485547, -0.024070086, -0.0069473814, 0.021718869, -0.0200318377, -0.0939424112, 0.0995215699, 0.0745481923, -0.0263150334, -0.105047591, 0.0337406285, 0.047741659, -0.0318012051, -0.0154356733, 0.066949904, 0.0528160371, -0.1250794232, -0.0664185584, -0.0314823985, -0.1621675491, -0.00511755, 0.0090927007, -0.102337718, -0.0499733239, 0.1087138951, 0.0221040957, -0.0784270316, -0.121359989, -0.0825715512, -0.0083421711, -0.0335812233, -0.0437299795, -0.0487246551, -0.0107000303, -0.0981931984, 0.0401965119, 0.0163788162, 0.0386290327, -0.0451380536, -0.0258633867, -0.0443941653, 0.1211474538, 0.0652495921, 0.0714663714, -0.0691284388, -0.1649305671, -0.0568542853, 0.1274173558, -0.0269792192, 0.0527629033, 0.0332889818, -0.0539584383, 0.0319340415, -0.0606799945, -0.0935173333, 0.0307385083, 0.1373004466, -0.0347236209, -0.1449518651, -0.029782081, 0.0592984892, -0.0389212742, 0.0768861249, -0.0820933357, -0.073379226, -0.0285068452, -0.1269922853, 0.0541178435, 0.1024439856, 0.0464132875, -0.0113110803, 0.0560572632, -0.0021752077, 0.0376991741, 0.0230073892, -0.0340594351, 0.092826575, -0.098671414, 0.0671093091, -0.055260241, 0.0398511365, 0.069287844, -0.0072993995, 0.018663615, -0.0386556014, -0.005987633, 0.0231402256, 0.0164718032, 0.0072661904, -0.039797999, -0.0496810824, 0.0323856883, 0.0090661328, 0.0245482996, 0.0714132339, 0.0319074765, -0.0867160708, -0.0556321852, 0.0480339006, -0.049149733, -0.08602532, 0.0363442339, 0.043251764, 0.0392932184, -0.0510094538, -0.0189160053 ]
712.0312
Markus Heydenreich
Markus Heydenreich, Remco van der Hofstad and Akira Sakai
Mean-field behavior for long- and finite range Ising model, percolation and self-avoiding walk
43 pages, many figures. Version v2 with various (minor) changes (in particular in Sections 1.4 and A.1), and Sect. 4 is shortened. Journal of Statistical Physics (to appear)
null
10.1007/s10955-008-9580-5
null
math.PR math-ph math.MP
null
We consider self-avoiding walk, percolation and the Ising model with long and finite range. By means of the lace expansion we prove mean-field behavior for these models if $d>2(\alpha\wedge2)$ for self-avoiding walk and the Ising model, and $d>3(\alpha\wedge2)$ for percolation, where $d$ denotes the dimension and $\alpha$ the power-law decay exponent of the coupling function. We provide a simplified analysis of the lace expansion based on the trigonometric approach in Borgs et al. (2007)
[ { "version": "v1", "created": "Mon, 3 Dec 2007 10:26:22 GMT" }, { "version": "v2", "created": "Thu, 29 May 2008 13:53:11 GMT" } ]
2009-11-13T00:00:00
[ [ "Heydenreich", "Markus", "" ], [ "van der Hofstad", "Remco", "" ], [ "Sakai", "Akira", "" ] ]
[ 0.0096624522, -0.0605984591, 0.0978859365, -0.0499016456, 0.0011258144, -0.0615571328, 0.0088046882, -0.0225415155, -0.1037389114, 0.0429638512, 0.0252283346, 0.0177859757, -0.0645340756, 0.025531074, 0.0481861159, 0.0262374673, 0.0193249043, -0.0005585711, 0.0431909077, 0.1089864001, -0.151874572, -0.0199682266, 0.0228442568, -0.0289873555, -0.0174327791, 0.0056385328, 0.1102982759, 0.0659973174, 0.0910238251, -0.0578233413, 0.0307533387, -0.049296163, -0.0718502924, -0.1125183702, -0.0882991701, 0.0887028202, 0.0193249043, 0.0501791574, -0.0654927567, -0.002436111, -0.0420556329, -0.0448559783, -0.1314900815, 0.0734649077, 0.1140320674, 0.0309047084, -0.0431404524, -0.0339573361, 0.0746254101, 0.0916797668, -0.064836815, -0.0334779993, 0.0397850834, -0.0524244756, -0.0014230357, 0.0401887372, 0.0943539664, 0.0216585249, 0.0451839454, -0.1461225152, 0.009019129, -0.0958676711, -0.0217215959, -0.0245723967, -0.1005096808, 0.0358242355, -0.0944548845, -0.0435188748, 0.1155457646, 0.1288663298, -0.0669055432, -0.0225162879, 0.0961199477, -0.0262879245, 0.017369708, -0.0614562221, -0.0342600755, -0.0084199561, -0.0998537466, 0.168424353, -0.0066855084, 0.048362717, 0.0485393144, -0.0393562019, 0.0027830005, -0.0391543731, 0.0196402576, 0.0290630404, -0.0568142086, -0.078510575, 0.0118194744, -0.0158938505, -0.0161209051, -0.0151243862, 0.0309803933, -0.0164236445, 0.1501590461, -0.0990968943, -0.0270195454, -0.0586811043, -0.0311065353, -0.0374893025, 0.0831525847, -0.0350926109, 0.0898633227, -0.0115230409, -0.0697311163, -0.0934962034, -0.0600434355, -0.0036044982, -0.0400373638, -0.036126975, 0.0266663488, 0.0417528935, -0.0392805152, -0.0140143391, -0.0700338557, -0.0675614774, 0.0063386187, 0.1048489511, 0.0309551656, -0.0137872845, 0.0340834782, -0.0084136492, -0.0472526699, 0.0100850267, 0.0102553172, -0.0624653548, 0.0133457882, -0.0602452606, 0.0766436756, -0.0640295073, -0.0342853069, -0.0499268733, -0.114132978, -0.0067548864, 0.0198925417, 0.0600938909, 0.0866340995, -0.0758363679, -0.0747263208, 0.0964226946, 0.0009578883, 0.1034361646, 0.043897301, 0.0610021092, 0.0316111036, 0.1055553481, 0.1382512748, 0.0074234372, 0.0412230976, -0.0644331649, 0.1037389114, 0.0546445698, -0.0077829408, -0.1193804741, 0.1005096808, 0.0868359208, 0.0765427649, -0.037186563, 0.0092335697, 0.1008628756, -0.0897119567, -0.044099126, 0.0581260808, 0.0517180823, -0.0466976464, -0.0432161354, -0.0133457882, -0.0898128673, 0.0323174968, 0.0231091529, -0.0059412727, -0.0455875993, 0.1317928135, -0.0400373638, -0.0489177406, -0.0518189967, -0.0070702406, -0.0953126475, -0.033831194, 0.0695797428, -0.0293405522, 0.004705084, -0.0380190983, 0.0029706364, 0.0539381765, 0.0707402453, -0.0023399279, 0.0021270639, -0.0122357421, 0.1408750117, 0.0895605832, -0.030601969, -0.0391796008, -0.131086424, 0.0140647963, -0.0049889032, 0.0572683178, 0.0514910296, 0.0215449966, -0.0556032471, 0.0792169645, -0.0170921963, -0.0115041202, 0.0625158101, 0.025468003, 0.0065530594, -0.0300469454, -0.0134088593, 0.0115608843, -0.0285080168, 0.12967363, -0.0452596322, -0.0543418303, 0.0857258812, -0.0261617824, -0.0283566471, 0.0884000808, 0.1339119971, -0.063121289, 0.1082800105, 0.0207755323, 0.1357284337, 0.044881206, 0.0660477802, 0.0581765361, -0.1015692726, -0.0193122886, 0.0282052774, 0.003620266, 0.0135350013, -0.0367324539, -0.0730107948, 0.029744206, -0.0623139851, -0.0561582707, 0.0274736546, 0.0107031204, -0.0840103477, -0.0550986789, -0.0435945615, 0.0100976406, 0.0647863597, 0.0071270042, 0.0149604017, -0.016385803, 0.0120086865, 0.0287098438, -0.0962208658, -0.0330743454, -0.0136989849, 0.056864664, -0.0474040397, -0.0073162168, 0.0412230976 ]
712.0313
Pavel Exner
Pavel Exner and Sylwia Kondej
Hiatus perturbation for a singular Schr\"odinger operator with an interaction supported by a curve in \mathbb{R}^3
LaTeX, 29 pages
J. Math. Phys. 49 (2008), 032111 (19pp)
10.1063/1.2845419
null
math-ph math.MP math.SP quant-ph
null
We consider Schr\"odinger operators in $L^2(\mathbb{R}^3)$ with a singular interaction supported by a finite curve $\Gamma$. We present a proper definition of the operators and study their properties, in particular, we show that the discrete spectrum can be empty if $\Gamma$ is short enough. If it is not the case, we investigate properties of the eigenvalues in the situation when the curve has a hiatus of length $2\epsilon$. We derive an asymptotic expansion with the leading term which a multiple of $\epsilon \ln\epsilon$.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:16:11 GMT" } ]
2019-12-10T00:00:00
[ [ "Exner", "Pavel", "" ], [ "Kondej", "Sylwia", "" ] ]
[ -0.0318295769, -0.0014313997, 0.0330369957, -0.0313157812, -0.0404099487, 0.0938702822, -0.0460616872, 0.0135127986, -0.0385602862, 0.1211527735, 0.0029077565, -0.0264861137, 0.036736317, 0.0642757118, 0.0123696057, 0.0764526427, -0.0389456339, 0.0354518294, 0.0201664399, 0.0628370866, -0.0643784702, -0.096233733, 0.0144247841, 0.0094473986, -0.0113548618, -0.049966529, -0.0068334686, 0.1608177274, 0.1456093937, -0.0776343718, 0.027976118, -0.048450835, -0.1044030711, -0.0306478497, -0.0778398886, 0.1178644896, 0.0561577529, 0.1373886913, -0.0557980984, 0.0330113061, -0.0022077113, 0.027154047, -0.1599956453, 0.0563632697, 0.1107741222, 0.0708522797, 0.0401787385, 0.0137696965, 0.0922775194, 0.050094977, -0.0262549054, 0.0706981421, 0.0457534119, -0.051739119, 0.037558388, 0.0170451365, 0.0634022579, 0.0534346402, 0.0075720483, -0.1167341396, 0.0318809561, -0.0282330159, -0.0463699661, -0.0219518766, -0.1782867312, 0.0808712766, -0.0346811377, 0.0569284447, -0.0250603333, 0.0445716828, -0.0257539563, 0.0157863405, 0.0149642685, 0.0930482075, 0.0390740819, 0.0399475321, -0.0297743995, -0.0142321112, 0.0176873803, 0.0154138394, 0.0675126165, 0.0049549071, 0.07372953, -0.0154266842, -0.0504289418, -0.0299542267, 0.0182397086, -0.0145789227, -0.0201664399, 0.0047718678, 0.0469608307, 0.0563118905, -0.0514308438, 0.0130182719, 0.0355032086, -0.1304010749, 0.0933564827, -0.0436211638, -0.0467296205, 0.075887464, -0.0433642678, 0.016197376, 0.0678208917, -0.1706825793, 0.129167974, -0.0126072355, -0.0107575748, 0.0732671171, 0.0628884658, -0.027976118, 0.0357344151, -0.0150541831, -0.1005496085, -0.0444175452, 0.0149899581, -0.0165441874, -0.0561063737, -0.1293734908, -0.0326516479, 0.0355032086, 0.0130311167, -0.0419770218, 0.1272155493, 0.010211668, 0.085187152, -0.0294404328, 0.0223243777, -0.0267943908, -0.0741405636, -0.0647895038, 0.0076426952, -0.0251502469, -0.0890919864, -0.1348197162, -0.0020327, 0.0251502469, -0.054205332, 0.0132815912, 0.1493087262, 0.0620150119, 0.0064095883, 0.0700815916, 0.0497867018, 0.0755278096, -0.0350407958, 0.1153982729, 0.0427477136, 0.0830292106, 0.008002351, 0.0548218861, 0.0368133858, -0.0358885564, 0.1081023887, 0.0806657597, -0.0323433727, -0.0259337835, 0.0375326984, 0.0411806405, 0.006364631, 0.010147444, 0.0711605549, 0.0990596041, -0.0272054262, -0.036864765, 0.0589322448, -0.0435697846, -0.0004784713, 0.0139495246, -0.004897105, -0.0861633569, 0.0143734049, -0.0507372208, -0.0839026645, 0.0459589288, 0.1529052854, -0.0004824853, -0.0410778821, -0.0830805898, -0.0551301651, -0.0744488388, 0.0787647143, 0.0388942547, 0.064583987, 0.0842109397, -0.0289780181, -0.0168653093, 0.005308141, 0.0113291712, -0.0171607416, -0.0490673892, -0.0747057423, 0.1458149105, 0.0986999497, 0.1202279478, -0.026280595, -0.1584542692, 0.0199352317, -0.02294093, 0.0028579826, -0.0134485746, 0.1046085879, 0.0165184978, 0.0871395692, -0.0117787421, 0.038380459, 0.035785798, 0.0454965159, -0.0251374021, -0.0234161913, 0.0047333329, 0.0212197192, -0.0389970131, 0.0594460405, -0.0360940732, -0.0224014465, -0.0222216174, 0.0041456805, 0.0565687902, 0.0980833918, 0.1244410574, -0.0674612373, 0.08821854, 0.0604222491, 0.0371730402, 0.1425266266, 0.0070325639, 0.0089978287, -0.0682833046, -0.0143477153, 0.0081436448, -0.0197425596, -0.0615012161, -0.0461130701, 0.0115218442, 0.0138852997, -0.042593576, 0.0044828583, -0.0296459496, -0.058418449, -0.0604222491, -0.0310845748, -0.0366849378, -0.0825667977, 0.0515592918, 0.0222344622, -0.0142578008, -0.0381235629, 0.0620150119, -0.0078225229, -0.0379951149, -0.0832861066, 0.0576991364, 0.0298000891, 0.0686429664, -0.0380721837, 0.0541539527 ]
712.0314
Detlef Klimm
I. M. Ranieri, S. L. Baldochi, D. Klimm
The Phase Diagram GdF3-LuF3
6 pages, 4 figs., accepted for J. Solid State Chem
null
10.1016/j.jssc.2008.02.017
null
cond-mat.mtrl-sci cond-mat.other physics.chem-ph
null
The phase diagram gadolinium fluoride - lutetium fluoride was determined by differential scanning calorimetry (DSC) and X-ray powder diffraction analysis. Both pure components undergo a reversible first order transformation to a high temperature phase. The mutual solubility of both components is unlimited in the orthorhombic room temperature phase. The maximum solubility of Lu in the high temperature phase of GdF3 (tysonite type) is about 20% and the maximum solubility of Gd in LuF3 ($\alpha$-YF3 type) is about 40%. Intermediate compositions of the low temperature phase decompose upon heating in a peritectoid reaction to a mixture of both high temperature phases.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:56:13 GMT" }, { "version": "v2", "created": "Fri, 22 Feb 2008 08:53:54 GMT" } ]
2009-11-13T00:00:00
[ [ "Ranieri", "I. M.", "" ], [ "Baldochi", "S. L.", "" ], [ "Klimm", "D.", "" ] ]
[ -0.0333559737, -0.0109984232, 0.0211898461, -0.0647555813, 0.0223392099, -0.0209819824, -0.0292476118, -0.0006900762, 0.0293209758, -0.074292846, 0.0511099584, -0.022987254, -0.0555117726, -0.0778632089, -0.0358747877, 0.0221435726, -0.0268021598, -0.0614786781, 0.0267777052, 0.0435045995, 0.0006572154, -0.0574681349, 0.0332336985, 0.0624568574, -0.0758579373, -0.0013266581, 0.0647555813, 0.0037782241, -0.037439879, 0.0130953984, 0.0968399197, 0.0028031, -0.0508654118, 0.0042978828, -0.0734124854, 0.0749286637, 0.0425019637, 0.1178708151, -0.0852484778, -0.0510121398, -0.0590332262, -0.0065415855, -0.1011439189, -0.078156665, -0.007134608, -0.001476442, 0.0926337466, 0.0957639217, 0.005422791, -0.0823139325, -0.0058171204, 0.0151373511, 0.0145993521, -0.0095066968, 0.0079049254, 0.0268755239, -0.0255794339, 0.055022683, -0.0290764309, -0.0740972161, -0.0734124854, -0.130293712, 0.1046653688, -0.0133643979, -0.1042740941, -0.038369149, -0.0629948601, 0.0956171975, 0.2013096511, 0.0130953984, -0.0203094836, -0.027242342, 0.0789392069, -0.118653357, 0.0337472446, 0.0298834294, 0.0688150376, 0.0719452128, -0.0046585873, -0.0881830156, -0.0034969971, -0.055267226, -0.0123495357, 0.0339917913, -0.0269977953, -0.0649023131, 0.1135668159, 0.0730212107, -0.0350922458, -0.1407602429, -0.0232929364, -0.0506697781, -0.085395202, 0.000509724, -0.0950791985, -0.0536043197, 0.0589354075, 0.0310817026, -0.0368529707, 0.0108150141, -0.0333804265, -0.0124167856, 0.0427465104, -0.0761513934, 0.1489769667, -0.0283427946, -0.0857375637, 0.0344808809, -0.0407412387, -0.0523326844, 0.0584952235, -0.0109800817, -0.0067677898, 0.0935141072, -0.1066217348, -0.0731679425, -0.1154253632, -0.035776969, -0.064021945, 0.0871070176, -0.0159076694, 0.0074158348, 0.0500584133, -0.0494470522, -0.006883949, 0.0576637723, 0.0825095698, -0.1157188118, -0.065146856, 0.00772763, 0.0840257481, -0.1022199169, -0.049080234, -0.0371708795, 0.0059669041, -0.025004752, 0.002952884, -0.0739993975, -0.0372197889, 0.0195636209, 0.0957150161, 0.0351166986, 0.0574192256, -0.0165434871, 0.0412792377, 0.0573214069, -0.0763959363, 0.0697443038, -0.001791294, 0.032182157, -0.0696953982, -0.0542890467, 0.1549438685, -0.0151006691, 0.1066217348, -0.108089, 0.0128508536, 0.0435779653, 0.0897481069, -0.0209575277, -0.0522837751, -0.024466753, 0.0297367033, -0.0170203503, 0.1140559092, 0.031350702, -0.018230848, -0.0220213011, -0.1034915522, -0.0458766893, -0.0184387118, -0.0233173911, -0.1527918726, -0.0019685894, 0.0165434871, -0.0043162238, -0.0081739249, -0.0495937765, 0.0003047263, 0.0308860652, 0.0399831496, -0.019135667, -0.0254571605, -0.1064260975, -0.0908241048, -0.0246012527, 0.0199182108, 0.0402276963, -0.0612341315, 0.0701844916, -0.022302527, 0.1232508123, 0.0817270279, 0.0865201131, 0.0051751891, -0.0666630343, 0.0734124854, 0.0258484334, 0.0296388846, 0.0903839245, -0.0127408076, 0.0510610491, 0.0216789376, -0.0665652156, -0.1018286422, 0.0173749402, 0.0142203066, 0.0724343061, -0.0627992228, -0.0454120524, 0.0317664295, 0.087351568, -0.0495693237, 0.0047533484, -0.1110235453, 0.1001657397, -0.1497595161, -0.0459011458, 0.141934067, 0.1536722332, -0.0022039642, 0.0186832584, -0.0209697559, 0.0801130235, -0.0812379345, 0.0961062834, -0.0235252529, -0.0787924826, -0.0316686109, 0.0697443038, -0.0367306992, -0.0396652408, -0.0184264854, 0.0028718784, 0.0162500329, -0.0710159391, -0.0079232659, -0.0331847928, 0.0283672493, -0.0031913156, -0.0814335719, 0.0503274128, -0.048542235, 0.0464146882, 0.0073974938, -0.0432600565, -0.0318642482, -0.0803575739, 0.0398364216, 0.0742439404, -0.0857864767, 0.0242711175, 0.0171426218, -0.0100813778, -0.0657826737, 0.0168002583 ]
712.0315
Alessandro de Angelis
Alessandro De Angelis, Oriana Mansutti, Massimo Persic
Very-High Energy Gamma Astrophysics
60 pages, 52 figures, (on line abstract replacement)
Riv.Nuovo Cim.31:187,2008
10.1393/ncr/i2008-10032-2
null
astro-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
High-energy photons are a powerful probe for astrophysics and for fundamental physics under extreme conditions. During the recent years, our knowledge of the most violent phenomena in the Universe has impressively progressed thanks to the advent of new detectors for high-energy gamma-rays. Observation of gamma-rays gives an exciting view of the high-energy universe thanks to satellite-based telescopes (AGILE, GLAST) and to ground-based detectors like the Cherenkov telescopes (H.E.S.S. and MAGIC in particular), which recently discovered more than 60 new very-high-energy sources. The progress achieved with the last generation of Cherenkov telescopes is comparable to the one drawn by EGRET with respect to the previous gamma-ray satellite detectors. This article reviews the present status of high-energy gamma astrophysics, with emphasis on the recent results and on the experimental developments.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:01:19 GMT" }, { "version": "v2", "created": "Fri, 7 Dec 2007 01:58:40 GMT" }, { "version": "v3", "created": "Sun, 30 Dec 2007 13:17:21 GMT" }, { "version": "v4", "created": "Tue, 20 May 2008 14:51:04 GMT" }, { "version": "v5", "created": "Mon, 7 Jul 2008 13:50:16 GMT" }, { "version": "v6", "created": "Wed, 9 Jul 2008 13:37:24 GMT" } ]
2009-09-29T00:00:00
[ [ "De Angelis", "Alessandro", "" ], [ "Mansutti", "Oriana", "" ], [ "Persic", "Massimo", "" ] ]
[ -0.0138183786, 0.0043898998, -0.0027832869, 0.0168716963, 0.000249289, 0.0347088687, -0.0492875613, 0.0437843464, 0.0393431559, -0.0504944064, -0.0376052968, 0.0514598824, -0.1432766765, -0.0488530956, 0.0782518461, 0.0296883937, -0.0524253584, 0.0303642265, 0.0240886323, 0.0646386296, -0.089982383, -0.0256092567, -0.0210956559, 0.0039825896, -0.1212638095, -0.0411051512, -0.0591836907, 0.0970786363, 0.0713004172, 0.0065592038, 0.0128891077, -0.0366156846, 0.0161717273, -0.0591354184, -0.0806655362, 0.0816792846, -0.0372432433, 0.0525701791, -0.0533425622, -0.019671578, 0.0862653032, -0.00756692, -0.1237740517, 0.0529080965, -0.0007410784, -0.0621283948, -0.0164855067, -0.0861204788, 0.0306055956, -0.0446774103, -0.0399707146, 0.0145545537, -0.0105900671, 0.0584113114, -0.1051403582, 0.0061398251, 0.0360846743, 0.0338882133, -0.1172088087, -0.0380156264, -0.0328020528, -0.0594250597, 0.0268161017, 0.0061368081, -0.0419740789, 0.004555841, 0.0184526648, 0.0408637822, 0.0761277974, 0.040308632, 0.0342261307, 0.0029959935, 0.0203594789, -0.0027636758, 0.0177285578, -0.0025977343, -0.0482979491, -0.0514598824, 0.0186940338, 0.0150614288, 0.0036295871, -0.0082306843, -0.0646869093, -0.0127080809, -0.0235817563, 0.0430119634, 0.0229179915, -0.0644455403, -0.0900306553, 0.0070057367, 0.0030171131, -0.0042239586, -0.0040278463, 0.0129373809, -0.0637697056, 0.0296159834, 0.1052369103, -0.0372673832, 0.1702134609, 0.0542114899, 0.0334778875, 0.0265264586, 0.0035179539, -0.0586526804, 0.1152778566, -0.0881479755, -0.149262622, 0.0117124328, 0.0470911004, -0.0733279213, -0.0275643449, -0.0967407152, -0.0972234532, 0.0783966705, -0.0978027433, -0.0545011312, -0.0049359971, -0.0378949419, 0.0202629324, 0.0293263402, -0.1312082112, 0.1070713103, 0.0864101201, 0.0026731621, 0.0602939911, 0.0048937574, -0.0164010264, -0.0252472032, -0.0967407152, 0.0080737947, 0.1798682213, -0.0870376825, 0.0931201801, -0.0857342854, -0.0009579334, 0.0340088978, -0.0048666033, -0.1045610756, -0.0585078597, 0.0651213676, 0.0441222638, -0.0053252047, 0.0601491667, 0.0814379156, 0.0522805378, -0.0023277027, -0.0408155061, 0.0327779166, 0.0668592304, -0.0738589317, -0.000908151, -0.0668592304, -0.0096728643, -0.0170044489, -0.0031770202, -0.0389811024, 0.0620801188, 0.0585078597, -0.075596787, -0.0668592304, 0.0138183786, 0.0644938126, -0.0985268503, 0.0549355969, -0.0497702993, 0.0815827399, -0.0516047031, -0.0149890184, -0.0960166082, -0.0222300906, -0.1336219013, -0.0579768457, 0.0031377976, 0.0380638987, 0.0770450011, 0.0165096428, -0.0109581547, 0.0025841575, -0.1775510758, -0.0613077395, 0.0291815177, 0.0665695816, 0.0765622631, 0.035988126, 0.0220128577, -0.0260678586, -0.1032094061, 0.1153744087, -0.0413465202, -0.0190440174, -0.0012430507, 0.0876652375, 0.0245955065, 0.2039085776, 0.0348295532, -0.0955338702, 0.0127804913, 0.0360122621, -0.0400431268, -0.0287229177, 0.0819206536, 0.0803758949, 0.0718797073, -0.0727486312, -0.0166303273, -0.0878583342, 0.1761994064, 0.0403810441, -0.0361812226, -0.0396086611, 0.0360846743, -0.0023548568, 0.0268402379, 0.0133839138, -0.1357459575, 0.0606801808, 0.0307262801, 0.0577837527, 0.1065885723, -0.0024740328, -0.0599560738, 0.0671488717, 0.0443394966, 0.0649765506, 0.0013131985, 0.0620801188, 0.0114348587, 0.0503495857, 0.0726038143, 0.02831259, -0.0651213676, -0.045594614, -0.0987682194, -0.0197681263, -0.037919078, -0.0036265701, 0.0833688676, -0.0090453057, 0.0478393473, -0.0591354184, 0.0167268757, 0.016557917, 0.0561907142, 0.0038981102, -0.0507840477, 0.0013064099, -0.0210111756, -0.0721693486, 0.1031128615, 0.0348295532, 0.0917685106, -0.0298814885, -0.0474048816, -0.1432766765, 0.0878100619, -0.025440298 ]
712.0316
Dr. Christoph Hartnack
C Hartnack, H Oeschler, J Aichelin
Kaon production at subthreshold energies - what do we learn about the nuclear medium ?
contribution to strange Quark Matter 2007, accepted for publication in J. Phys. G 6 pages, 4 figures
J.Phys.G35:044021,2008
10.1088/0954-3899/35/4/044021
null
nucl-th
null
The Isospin Quantum Molecular Dynamics model is used to compare spectra and elliptic flow of kaons produced at subthreshold energies with data taken at the SIS accelerator at GSI. We find that temperatures of the spectra are dominated by the rescattering of the kaons. The study of elliptic flow observables indicates the influence of rescattering as well as of the optical potential of the kaons with increasing dominance of the optical potential at lower incident energies.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:30:52 GMT" } ]
2008-11-26T00:00:00
[ [ "Hartnack", "C", "" ], [ "Oeschler", "H", "" ], [ "Aichelin", "J", "" ] ]
[ 0.0045695216, 0.036733631, 0.0434516519, -0.0507780984, 0.0463416688, 0.0318662338, -0.061045263, 0.0766614899, 0.0136642009, -0.0831006542, 0.0255665071, -0.0221060924, -0.0962324813, 0.081478186, 0.101201281, 0.0214849915, 0.0023671517, -0.003140358, -0.0117882257, 0.1007449627, -0.0710842684, -0.1407488734, 0.0710335672, 0.0857878625, -0.0225117076, -0.1055616587, 0.0016763364, -0.0438319184, 0.1117473096, 0.0031134225, -0.0380011834, -0.0302944724, -0.1345632225, -0.1769501418, -0.0783346593, 0.1576833576, -0.0444656946, 0.0500429198, -0.0960296765, 0.0540990829, -0.0409165509, 0.0019425221, -0.1061700806, 0.1063728929, 0.0673830211, -0.0209906474, 0.026669275, -0.0520202965, 0.0389138199, 0.0326521173, -0.0177457165, -0.0468993932, 0.012422001, -0.0528822318, -0.0168964565, -0.0317394808, 0.0270495415, 0.0225243829, -0.0269988384, -0.0355167836, -0.0039389152, -0.1088065878, 0.0273791049, 0.0285199005, -0.0855850503, 0.0204836261, 0.0448459573, 0.0332351923, 0.0396489985, 0.0087017389, -0.0090122884, 0.005786371, -0.0068321005, 0.0045948727, -0.0828978419, -0.1045476198, -0.0232595634, -0.0335647538, 0.0052571683, 0.0348323062, 0.0294071864, -0.0268974341, 0.0571412034, -0.0441614799, 0.062160708, -0.0603861362, 0.005786371, 0.0348576568, -0.1275663525, -0.0492823869, -0.0016478165, 0.0231835097, -0.0346548483, 0.0119846957, 0.1076911464, -0.0051114, 0.0960803777, -0.0524766184, 0.0749883279, 0.0576989278, 0.0057546822, -0.012067087, 0.116918914, -0.0933424681, 0.1563651115, -0.0836076736, -0.0743291974, 0.0137782805, -0.0116804838, -0.0421080478, 0.055214528, -0.0228159204, -0.0376462676, 0.035618186, -0.0576482266, -0.0761037692, -0.0776248276, -0.0258073416, -0.0450741164, 0.0838104784, -0.0060652322, 0.0069968821, 0.0028282234, 0.0318155326, -0.0177076887, 0.0331591368, 0.0212061312, -0.0182273854, -0.1846568435, 0.0136008235, 0.1109360754, -0.1422699392, -0.0836583748, -0.0450741164, 0.0196216907, 0.0910608694, 0.0279368274, -0.0330070332, 0.0765093863, -0.0202934928, 0.0351365171, 0.0771178082, 0.0960803777, 0.0588143729, 0.0351618677, 0.067991443, 0.0065405639, 0.0004325518, 0.1339548081, 0.0184175186, 0.020661084, -0.0378744267, 0.1375039518, 0.0102164624, -0.0091453809, -0.0869540051, -0.0125297429, 0.0538455732, 0.0074848896, 0.011287543, 0.0517414361, 0.0417277813, -0.0853822455, 0.0313085131, -0.042158749, 0.0046709259, -0.1101248413, -0.050220374, -0.1035335734, -0.0175555833, -0.0420573466, 0.0087397648, 0.0056564468, 0.0141458707, 0.1014547944, -0.0015218536, 0.0068764649, -0.069816716, -0.0406883918, 0.0853822455, 0.0043540383, 0.0248566773, -0.0023386318, 0.0148176728, -0.0272777006, -0.085128732, 0.0414742716, 0.1060686782, 0.0302944724, -0.0717433915, 0.0208258647, -0.0057039801, 0.0827964395, 0.0265171696, -0.0249073803, -0.0809204653, -0.0525780208, 0.1729953736, 0.0157176331, 0.0827964395, 0.0785881728, 0.0092024216, 0.0976521373, -0.0661154687, 0.0319929905, 0.0594227985, 0.1240172014, -0.0099185873, -0.0126057956, 0.0745827109, 0.0695632026, 0.1020125151, 0.0453022756, 0.0339703709, 0.0046677571, 0.0340210721, -0.0662675723, 0.1040405929, 0.0360238031, 0.0557722487, -0.0696139112, 0.0826950371, 0.0226384625, 0.0277086683, 0.0575975217, 0.0290015694, 0.1298986375, -0.0284691975, 0.07889238, -0.0225877613, 0.0056057447, 0.0349590592, -0.0026254153, 0.0164147876, -0.0318915881, -0.0561778657, 0.042158749, -0.0040783458, -0.0857371613, -0.1327379495, 0.009817183, -0.0247679483, 0.0122762322, 0.1114430949, -0.0582059473, -0.0381532907, -0.0373927578, -0.0025414401, 0.0176950134, -0.0956747606, 0.0457585938, 0.0538962744, -0.0022182146, 0.0452008732, 0.0177076887, -0.0582059473 ]
712.0317
Anne Sickles
Anne Sickles
Identified Particle Correlations at RHIC: Medium Interactions & Modified Fragmentation
Invited talk given at International Symposium on Multiparticle Dynamics, August 2007, in Berkeley
Acta Phys.Polon.Supp.1:647-650,2008
null
null
nucl-ex
null
Azimuthal angle two particle correlations have been shown to be a powerful probe for extracting novel features of jet induced correlations produced in Au+Au collisions at RHIC. At intermediate $p_T$, 2-5GeV/c, the jets have been shown to be significantly modified in both their particle composition and their angular distribution compared to p+p collisions. Two-particle angular correlations with identified particles provide sensitive probes of both the interactions between hard scattered partons and the medium. The systematics of these correlations are essential to understanding the physics of intermediate $p_T$ in heavy ion collisions.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:20:03 GMT" } ]
2009-01-16T00:00:00
[ [ "Sickles", "Anne", "" ] ]
[ -0.0786129758, -0.0980766416, -0.0258588661, 0.0138394227, -0.0297515988, 0.0640025884, -0.0983294174, 0.065367572, 0.03897788, 0.0217259973, 0.0235333387, 0.0045309891, -0.0106418207, 0.0148126064, -0.0144839985, 0.0565204546, 0.0654686838, 0.0383712202, -0.0283360593, 0.0501505286, -0.0740630329, 0.0497208126, -0.012872559, -0.0834662542, 0.0176689625, -0.081494607, 0.1249718815, -0.0628903806, 0.061019849, 0.0102500198, 0.0333915576, -0.0677942112, -0.0110715386, -0.0999471769, -0.1083898544, 0.1364984214, -0.1034860238, 0.0245823544, -0.0611209571, 0.0420617349, -0.0346048772, 0.01940047, -0.0280580074, 0.049013041, -0.0744169131, -0.0854884535, 0.025909422, -0.0652664676, -0.0253154002, -0.0060539576, -0.0077033136, 0.080887951, 0.052122172, 0.0590987578, -0.0183388144, 0.0680975467, 0.0690580904, 0.0401659235, 0.0233690348, -0.1163775399, -0.0685525388, -0.0636487082, 0.0278052334, 0.0820001587, -0.089785628, -0.0693108663, 0.019413108, 0.0238493066, 0.0601604134, 0.0045625861, 0.0507066324, -0.012815685, -0.0557621308, -0.0339982174, 0.0568237863, 0.0148505224, -0.0679964349, 0.0048975125, 0.0121015953, 0.0521727279, 0.0345543213, -0.0551049151, -0.0502263606, -0.0466369577, -0.07027141, -0.0582898781, 0.0735574812, 0.0034756542, -0.0419606231, -0.0189328361, 0.0231415369, 0.11061427, -0.0520716198, -0.0227244589, 0.0683503151, -0.1062665433, 0.067743659, -0.0320518501, -0.0053019524, 0.1043454558, 0.0511363521, -0.0121647893, -0.0051850439, -0.0232932027, 0.1485304981, -0.0976722017, 0.0591998696, 0.0103511298, 0.0435025506, 0.0033808635, 0.1323529035, -0.0901395082, -0.1245674416, 0.0094032241, -0.1257807612, 0.0219029412, -0.0421122909, 0.0526277237, 0.0007148788, 0.0784107596, 0.0088723972, -0.0204115696, 0.0006911812, -0.0393317677, -0.0456764139, -0.0407725833, -0.0671875551, -0.0831629261, -0.1586414874, 0.0337959975, 0.0725969374, -0.0180354845, -0.02563137, 0.0077159521, -0.0179849304, -0.0124554802, 0.1341728866, -0.0663281232, 0.001898971, -0.041935347, 0.0033619055, 0.035135705, 0.065064244, -0.0316726863, 0.0319001861, -0.0009502755, 0.0198807418, 0.0007022401, 0.07143417, -0.0326332338, -0.103384912, -0.067440331, 0.0734058172, -0.0149769094, -0.0272238515, -0.0762368962, 0.0173529927, 0.0204747617, -0.0118740983, -0.0873589888, -0.0587448739, -0.0509594083, -0.1616747975, -0.0035736044, -0.0046131411, 0.0184399243, -0.0609692931, 0.0405450836, -0.1358917505, -0.094487235, -0.019627966, -0.1269940883, -0.0439322665, -0.0445389263, 0.0580371059, -0.0147620514, -0.0347059853, -0.0919089317, -0.139329493, 0.0919594914, 0.0517177321, 0.0555599108, -0.0343773775, -0.0569248945, -0.0776018798, 0.0599076375, -0.0268446878, 0.0913022757, -0.0580371059, -0.0102310618, 0.0453730859, 0.075124681, 0.0550543629, 0.0511363521, 0.0340740494, -0.0429970026, 0.0653170198, 0.1702691317, -0.0105343917, -0.0030017013, 0.0798262954, 0.009731832, 0.0566721186, 0.000924998, -0.0741135851, 0.0504791364, 0.1149619967, -0.1080865264, -0.0929705873, -0.0374612324, 0.0756302327, 0.0439828224, 0.0807868391, 0.0458028018, -0.0157731511, 0.0065595075, -0.0261874739, 0.0735574812, 0.0350598693, -0.0641542524, -0.0701197386, -0.0269710757, 0.0176436845, 0.1086931825, -0.0405956395, 0.0149769094, 0.1273985207, -0.1530804485, 0.0239504166, -0.0839212462, -0.0392053798, 0.0580876581, -0.0555599108, -0.0367029086, -0.0437047705, 0.0027947419, -0.0574304461, -0.0058390987, -0.0507571883, -0.1004527211, 0.0052355989, -0.0330376737, 0.0364754088, 0.0948411226, 0.0218397472, -0.0339223854, -0.026162196, 0.1046487838, 0.012929433, -0.0615759529, 0.0338718295, 0.0115960464, 0.0278052334, 0.0146609414, 0.0681480989, -0.0404945314 ]
712.0318
Pedro Sacramento
D. Bozi, J. M. P. Carmelo, K. Penc, P. D. Sacramento
The TTF finite-energy spectral features in photoemission of TTF-TCNQ: The Hubbard-chain description
To appear in Journal of Physics: Condensed Matter
null
10.1088/0953-8984/20/02/022205
null
cond-mat.str-el
null
A dynamical theory which accounts for all microscopic one-electron processes is used to study the spectral function of the 1D Hubbard model for the whole $(k, \omega)$-plane, beyond previous studies which focused on the weight distribution in the vicinity of the singular branch lines only. While our predictions agree with those of the latter studies concerning the tetracyanoquinodimethane (TCNQ) related singular features in photoemission of the organic compound tetrathiafulvalene-tetracyanoquinodimethane (TTF-TCNQ) metallic phase, the generalized theory also leads to quantitative agreement concerning the tetrathiafulvalene (TTF) related finite-energy spectral features, which are found to correspond to a value of the on-site repulsion $U$ larger than for TCNQ. Our study reveals the microscopic mechanisms behind the unusual spectral features of TTF-TCNQ and provides a good overall description of those features for the whole $(k, \omega)$-plane.
[ { "version": "v1", "created": "Fri, 30 Nov 2007 17:09:12 GMT" } ]
2015-05-13T00:00:00
[ [ "Bozi", "D.", "" ], [ "Carmelo", "J. M. P.", "" ], [ "Penc", "K.", "" ], [ "Sacramento", "P. D.", "" ] ]
[ -0.0318795443, 0.024396522, -0.0141257066, 0.033880353, 0.0119448248, 0.0112645505, -0.0147926426, 0.0726693571, -0.0667469651, 0.0364413857, 0.0397760682, 0.0646127686, -0.0744834244, -0.0280913468, 0.0130252615, 0.0200881138, -0.0095705325, -0.0133920768, 0.0336936116, 0.0575165674, -0.0424438119, -0.1665739566, -0.0547421128, 0.0761374235, -0.0317995138, -0.0173803549, -0.1094842255, 0.0566095337, 0.094171375, -0.0644527003, -0.0399894863, -0.0872885957, -0.0184874684, -0.1394696683, -0.0758172944, 0.1472594887, -0.0441511683, 0.1001471207, -0.0999336988, 0.021328615, -0.1104446128, -0.0638124421, -0.0639725104, 0.0482061394, 0.0448181033, -0.1062829345, -0.088248983, 0.0458585247, 0.0064426027, -0.0289983805, 0.0400161631, 0.0014013995, 0.0511673354, 0.0498334654, -0.208190769, -0.0246366188, -0.0495933667, 0.0490331389, 0.0584236011, -0.0023075989, 0.0335335471, -0.0858480111, -0.0014914358, 0.0195412263, -0.0589571483, -0.0482861735, -0.0291584451, -0.0201014541, 0.0370549671, 0.0385489054, -0.0342538357, 0.0432441346, -0.0042183707, -0.0136455121, 0.1187679768, -0.0341738053, -0.0810460746, -0.0713888407, -0.0316127688, -0.0277178641, 0.0806192309, -0.0451382324, -0.0475125276, -0.0406831019, -0.0957186669, 0.01033084, -0.0183140654, -0.0560759865, -0.0026944217, -0.0504203662, 0.0359078385, 0.1183411404, -0.0267441366, 0.0530080795, 0.0606645048, -0.0293185096, 0.0126517778, -0.0381754227, 0.0334268361, -0.0177805163, -0.1027615145, 0.1118318439, -0.0156729985, -0.0024926737, 0.1018544808, 0.0331867412, -0.0920371786, -0.0307324138, 0.0123850033, 0.0744834244, 0.0757105872, 0.0570363738, 0.0107243322, 0.0655731559, -0.0459118783, -0.177031517, -0.0560226291, -0.0367881954, 0.0211018585, 0.0867550448, -0.0560226291, 0.0309458338, -0.0217287783, 0.0588504411, 0.0360412262, -0.0149793848, 0.0256770384, -0.1020145416, -0.1040420309, -0.0196212586, 0.0767776817, 0.0364147089, -0.1265577972, -0.0208751, -0.0808326527, -0.017700484, 0.005395513, -0.0121115595, 0.0630121231, -0.0328666084, -0.0489531085, -0.0873419493, 0.0578366965, 0.0991867334, 0.0669603795, -0.0027761215, -0.0113912681, 0.0760840699, 0.0627987012, 0.0041049914, -0.0362012908, -0.0547954701, 0.0789118782, -0.0126117617, 0.0726160035, -0.1485400051, 0.0400161631, 0.0818997473, -0.0511139818, 0.0264907014, 0.125917539, -0.0060324366, -0.0670137405, 0.0748035535, 0.0363880321, -0.0393759049, -0.0960921496, -0.0421236828, -0.0686677396, -0.1061228663, -0.0252368618, -0.0467122048, 0.0046118628, 0.0591705702, 0.0738431662, 0.0110644698, -0.0010670978, 0.0442312025, -0.0821665227, -0.0514341109, -0.0053655007, -0.0354809985, -0.0080899345, -0.052074369, -0.0069027883, -0.0899563357, -0.0090703303, 0.0943314359, -0.0247166511, 0.0148193194, -0.077738069, 0.2056297362, 0.0700016096, 0.0069227964, -0.1180210114, -0.0740032271, -0.0463653952, 0.1212223023, 0.0013105294, 0.0834470391, 0.019781325, 0.0865949839, 0.0339337066, -0.0115446635, -0.0478326567, -0.0152194817, 0.0288649928, 0.0022042238, -0.094171375, -0.0053855088, 0.0323330611, 0.055809211, 0.0305723492, 0.0098573156, -0.0511139818, 0.0428172946, -0.0378819704, 0.0068194214, -0.0045318305, 0.1174874604, -0.0176204517, -0.0159130953, 0.0921438858, 0.0783783272, -0.0292384773, 0.0805125237, -0.0714421943, -0.0054755453, -0.0243698452, 0.0393225513, 0.0047919359, 0.0018690884, -0.0026377323, -0.0436976515, -0.0146192387, -0.0174603872, 0.037508484, -0.0676006377, 0.0042817295, -0.1328536719, -0.0561293401, -0.0156996753, 0.0336135775, 0.103828609, 0.0285448637, -0.0081232814, -0.0728294179, -0.0379620008, 0.0525278859, 0.0165533535, 0.0299054142, 0.1172740385, -0.0357210971, 0.0052754646, -0.0418302305, 0.0561293401 ]
712.0319
Melanie Krips
M. Krips, R. Neri, S. Garcia-Burillo, S. Martin, F. Combes, J. Gracia-Carpio, and A. Eckart
A multi-transition HCN and HCO+ study of 12 nearby active galaxies: AGN versus SB environments
accepted for publication in ApJ; 20 pages, 7 figures; in emulateApJ format
null
10.1086/527367
null
astro-ph
null
Recent studies have indicated that the HCN-to-CO(J=1-0) and HCO+-to-HCN(J=1-0) ratios are significantly different between galaxies with AGN (active galactic nucleus) and SB (starburst) signatures. In order to study the molecular gas properties in active galaxies and search for differences between AGN and SB environments, we observed the HCN(J=1-0), (J=2-1), (J=3-2), HCO+(J=1-0) and HCO+(J=3-2), emission with the IRAM 30m in the centre of 12 nearby active galaxies which either exhibit nuclear SB and/or AGN signatures. Consistent with previous results, we find a significant difference of the HCN(J=2-1)-to-HCN(J=1-0), HCN(J=3-2)-to-HCN(J=1-0), HCO+(J=3-2)-to-HCO+(J=3-2), and HCO+-to-HCN intensity ratios between the sources dominated by an AGN and those with an additional or pure central SB: the HCN, HCO+ and HCO+-to-HCN intensity ratios tend to be higher in the galaxies of our sample with a central SB as opposed to the pure AGN cases which show rather low intensity ratios. Based on an LVG analysis of these data, i.e., assuming purely collisional excitation, the (average) molecular gas densities in the SB dominated sources of our sample seem to be systematically higher than in the AGN sources. The LVG analysis seems to further support systematically higher HCN and/or lower HCO+ abundances as well as similar or higher gas temperatures in AGN compared to the SB sources of our sample. Also, we find that the HCN-to-CO ratios decrease with increasing rotational number J for the AGN while they stay mostly constant for the SB sources.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:31:51 GMT" } ]
2009-11-13T00:00:00
[ [ "Krips", "M.", "" ], [ "Neri", "R.", "" ], [ "Garcia-Burillo", "S.", "" ], [ "Martin", "S.", "" ], [ "Combes", "F.", "" ], [ "Gracia-Carpio", "J.", "" ], [ "Eckart", "A.", "" ] ]
[ -0.0590637363, 0.0644191206, -0.0317461155, -0.0256311893, -0.0605055727, 0.1211141348, 0.0325700194, -0.07765311, 0.0133112259, 0.0056707882, -0.0145728309, -0.0182675328, -0.0581883378, 0.066221416, 0.0412210301, 0.0444394127, -0.0663244054, 0.0659639463, 0.0248587783, -0.0088376757, -0.0265967045, -0.0141222579, -0.0070096347, 0.094955124, -0.1061808392, -0.1093734726, -0.0463189445, 0.0102151427, 0.0765202343, -0.0527299605, 0.0590637363, -0.0276265871, -0.023816023, -0.0445681475, -0.1687976718, 0.1800233871, -0.0061020511, 0.0417359695, -0.0320808254, 0.0122555969, -0.0158215631, -0.0237516556, -0.0638011917, -0.0222068317, 0.0201985613, -0.0437184945, -0.0183319002, -0.1085495725, 0.0289396867, -0.0059636608, -0.1181274727, 0.0690020993, 0.0794039071, -0.0859436616, -0.0360458717, -0.0066234292, -0.0312826671, 0.0277038272, -0.0283989981, -0.0630802736, -0.0843988359, -0.1167886257, 0.074614957, 0.0550471954, -0.0291971564, -0.0276008397, -0.043049071, 0.0137617989, 0.0634407327, -0.0179199483, 0.0155769661, 0.0512623787, -0.0116119208, -0.0226316582, 0.0096808914, -0.0014579268, -0.0221424643, -0.0700834766, -0.0673542842, 0.0436927453, 0.0490738824, 0.0156542081, 0.0447741225, -0.0616899356, -0.0274721049, -0.0143668549, -0.07327611, -0.0046280324, -0.0934103057, 0.0084579065, 0.1698275506, -0.0145857045, -0.0379254073, -0.0779105797, 0.0880549178, -0.1107123196, 0.0686416402, -0.0901661739, 0.1601466686, 0.1099914014, 0.075953804, 0.0410408005, 0.0291456617, -0.0904236436, 0.07327611, 0.0496403165, 0.0440017097, 0.0399851725, -0.0021209135, 0.020533273, 0.1494358927, -0.0172505248, 0.0007502852, 0.109476462, -0.1202902272, 0.0279098041, -0.1194663197, -0.0089277904, -0.0634407327, 0.0357111618, -0.0213056859, 0.0161176547, 0.0248973984, 0.0111935306, 0.1019068286, -0.0317461155, 0.0755933449, -0.0372559838, -0.0809487328, -0.0141866254, 0.0788889676, -0.0265967045, -0.0626683235, -0.0108201988, -0.1047905013, 0.0665303841, -0.0099898558, -0.0928953663, -0.0362261012, 0.018911209, 0.0064142342, 0.0416587293, 0.0698774979, 0.0869735405, -0.0339346156, 0.026493717, -0.1362534016, 0.0048758481, -0.0100992806, 0.0258629136, -0.0775501207, 0.0358656421, 0.0252063628, -0.0909900814, -0.0473745763, -0.0190914385, -0.0210868362, 0.0555106439, -0.0590122417, -0.0716797933, 0.0178169589, 0.0325442739, 0.00656228, 0.044593893, 0.0058091786, 0.0097323852, -0.1387251168, -0.0490996279, -0.1230709106, 0.0463189445, -0.0526784696, -0.0351189785, -0.0536053628, -0.0272918753, -0.0683326721, 0.0127383536, 0.0220523495, -0.0649855584, -0.001628501, 0.0185121298, -0.021382926, 0.0712163448, 0.0405516066, -0.0700319782, 0.0281415284, 0.0100349132, -0.0624623485, 0.0746664479, 0.0387493111, -0.1001045406, -0.026699692, 0.0162206423, 0.0939252451, 0.1258515865, -0.0597846545, -0.0855832025, 0.0047632046, 0.1316189319, -0.0598876439, 0.0557681136, 0.0668908432, -0.0274721049, 0.0452633165, -0.1194663197, -0.1020613164, -0.0553561598, 0.0929983482, -0.0114188176, 0.0225801636, 0.0112900818, 0.1197752878, 0.0374619588, -0.0041806777, 0.082133092, -0.0912475511, -0.052987434, -0.1439775079, 0.0603510886, 0.1166856363, 0.0091788238, -0.0345782898, -0.00244597, -0.017327765, 0.0750784054, 0.0557681136, 0.0580853485, 0.0476835407, -0.0873339996, 0.0799188465, -0.0671483129, 0.0339346156, 0.0580853485, -0.1100943908, -0.0671998039, -0.0139420284, 0.0079236552, 0.0646765903, 0.0421479233, 0.0394444838, -0.0419676937, -0.0458040051, 0.046782393, 0.0237902757, 0.0408863164, 0.0090565253, 0.0296348557, -0.0165424813, -0.064882569, 0.034449555, -0.0045314813, -0.002159534, 0.0674572736, -0.0183962677, -0.0266224518, -0.044387918, -0.0065107858 ]
712.032
Sandu Popescu
Y. Aharonov, S. Popescu, J. Tollaksen, L. Vaidman
Multiple-time states and multiple-time measurements in quantum mechanics
17 pages, 8 figures
null
10.1103/PhysRevA.79.052110
null
quant-ph
null
We discuss experimental situations that consist of multiple preparation and measurement stages. This leads us to a new approach to quantum mechanics. In particular, we introduce the idea of multi-time quantum states which are the appropriate tools for describing these experimental situations. We also describe multi-time measurements and discuss their relation to multi-time states. A consequence of our new formalism is to put states and operators on an equal footing. Finally we discuss the implications of our new approach to quantum mechanics for the problem of the flow of time.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:27:41 GMT" } ]
2013-05-29T00:00:00
[ [ "Aharonov", "Y.", "" ], [ "Popescu", "S.", "" ], [ "Tollaksen", "J.", "" ], [ "Vaidman", "L.", "" ] ]
[ -0.020527821, 0.0728858411, 0.0067983316, 0.0374330878, -0.0679108649, 0.0961185023, 0.0093824221, -0.077329509, -0.0014044954, 0.0322649069, 0.0424805172, -0.0722096339, 0.0094186477, 0.0078730229, 0.0831255987, -0.0164343324, -0.066751644, 0.0748178735, 0.1127339676, 0.1059718579, -0.0915299356, -0.0787785351, 0.072837539, -0.0307917316, 0.0309366342, -0.1308950484, 0.0248507392, 0.0353561528, 0.0594582297, -0.0123166926, 0.0999825671, -0.0759287924, -0.049194321, 0.043953687, -0.0782955289, 0.1410382092, 0.0461272225, 0.0227255058, -0.1079038903, 0.0160600021, -0.0578160062, -0.0392926671, -0.0959736034, 0.0512471013, 0.0548213571, -0.0042051845, -0.0643849075, 0.0378436446, -0.0285698976, 0.089501299, -0.0531308316, 0.0251405444, -0.016253205, -0.0208900776, -0.032699611, -0.0827391967, 0.0331343189, 0.0286906492, 0.0403311327, -0.0170260165, 0.068104066, -0.1053922549, -0.0096963765, 0.1065514684, -0.0777159184, 0.0126064979, 0.0135000618, 0.0122321667, -0.0318785012, 0.0644332096, -0.0622596741, 0.0948143825, 0.0242107548, 0.0852025375, 0.0776676163, -0.0188131444, -0.0786336288, 0.0842365175, 0.035621807, 0.0975675285, 0.0381817482, 0.0125340465, 0.0823527873, 0.0230756868, -0.0119725503, 0.0601344407, -0.003381053, -0.0425046645, -0.0025040924, -0.0560771786, 0.0734654516, 0.1817074418, 0.0386889055, 0.0435431339, 0.0956354961, -0.0481317043, 0.1127339676, -0.0291736573, -0.0154683171, -0.0245247092, 0.0051862937, 0.0369742289, -0.0426495671, 0.0302845743, 0.0880522802, -0.0969396159, -0.0008263958, 0.110125728, -0.0745280683, 0.0122865047, 0.0305502284, -0.0298015662, -0.0519716144, -0.0088269636, -0.0299706198, -0.0538070425, -0.0855406374, -0.0520199165, -0.0013237426, -0.0033387898, -0.0681523681, -0.0293185599, 0.0962634087, -0.0063273991, 0.0459581688, -0.0838501155, 0.0016739231, -0.1083868966, -0.0531308316, 0.1193028688, 0.0838018134, -0.0643849075, 0.0150336102, -0.1055854559, 0.0073719029, -0.0862168521, 0.0829806998, 0.0070820986, -0.0163256563, 0.0007214926, 0.0902741179, -0.0697462931, 0.0572363958, 0.0913850293, 0.0864583552, 0.1557216346, -0.0922061428, 0.0617283657, 0.0763634965, -0.0911918283, -0.052116517, -0.1296392381, 0.0210229047, 0.0122925425, 0.0944762826, -0.1232635304, -0.0147075802, 0.083222203, -0.0280144382, -0.0271450244, 0.0532274321, 0.0003943304, 0.0051470492, 0.0044587636, 0.0302121229, 0.0347040929, -0.1238431409, -0.0438812375, -0.0437121838, -0.0379885435, 0.0107348431, -0.096987918, -0.0409107395, -0.0367810279, 0.0596997365, -0.010221648, -0.1303154379, -0.0999825671, -0.1090631112, 0.0259858072, 0.0140796704, -0.0984369442, -0.035428606, -0.0351146497, 0.0235586949, -0.0605208464, -0.020310469, 0.0660271347, 0.0882937834, 0.0026988047, -0.0658339337, 0.0578160062, 0.0464411788, 0.1062616631, 0.0299223196, -0.1185300574, 0.0186682418, 0.0286906492, -0.0130653549, -0.121138297, 0.0059138238, -0.0310573857, 0.048493959, -0.0331343189, 0.0560771786, -0.038568154, 0.1182402521, 0.0139589189, -0.089114897, -0.0213006344, -0.0444125459, -0.0043078237, 0.0368051752, 0.0043772561, -0.0868447572, -0.056656789, -0.1391061842, -0.1099325195, -0.0991131514, 0.0305985287, -0.032482259, 0.0285215974, 0.0453061089, 0.0580092072, -0.0248024389, 0.0220130701, 0.0213972349, 0.0258409046, 0.0141400462, -0.0881971791, -0.0353078544, -0.0018384475, -0.0500395857, 0.0095212869, -0.026613716, 0.0263480637, -0.0108495578, -0.0596997365, -0.0626943856, -0.0987750441, -0.0313471928, 0.0454268605, 0.0007147003, 0.0498463809, -0.0694564879, -0.0007139455, -0.0323615074, 0.007613407, 0.0296083633, -0.0746246725, -0.0171588436, -0.0124495197, 0.0161445271, 0.0149007831, 0.00271088, 0.0096360007 ]
712.0321
Wolfgang Bertram
Wolfgang Bertram (IECN)
Difference Problems and Differential Problems
null
null
null
null
math.GM
null
We state some elementary problems concerning the relation between difference calculus and differential calculus, and we try to convince the reader that, in spite of the simplicity of the statements, a solution of these problems would be a significant contribution to the understanding of the foundations of differential and integral calculus.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:34:16 GMT" } ]
2007-12-04T00:00:00
[ [ "Bertram", "Wolfgang", "", "IECN" ] ]
[ 0.0657258704, -0.0529195406, 0.0634336844, 0.0555605367, 0.0318165049, 0.011267826, 0.0495560095, -0.0133793755, -0.0236817431, 0.0872026309, 0.1082309261, -0.0636828393, -0.1116193682, 0.0687655061, 0.05954694, 0.1413180977, 0.0550124049, 0.0719048008, 0.0016116916, 0.1304551363, -0.0348561369, -0.0250396132, 0.0886975378, 0.0194835607, 0.0974178016, -0.0770372972, 0.0354790129, 0.0770372972, -0.0224110764, -0.0350554585, 0.0882988945, 0.002764012, -0.0774359405, -0.0251517314, 0.086903654, 0.1106227711, -0.0373725556, 0.2074924409, 0.0217508283, 0.0796284601, 0.017552644, 0.0335605554, -0.1224823296, 0.0691143125, -0.0828175843, -0.0684665218, -0.0320905708, 0.0258867256, 0.0768878087, -0.0168799385, -0.0505276993, 0.0533680134, 0.1054404452, -0.0442241915, -0.0137531012, -0.0014777732, -0.0018343697, -0.0294495746, -0.0221868418, -0.1120180115, -0.0044566775, -0.143012315, -0.0910893828, -0.0317666754, -0.1145095155, 0.0213272721, 0.0564574786, -0.0640316457, -0.0383691601, 0.0510010831, -0.0836148709, 0.0395650789, 0.0971686468, 0.0471143387, -0.0445231721, 0.0055996547, 0.0171789192, 0.0621381067, 0.0019916459, 0.0186489057, 0.0887971967, 0.0252015609, 0.0211653244, 0.0279795881, -0.0173159521, -0.0465911217, 0.0848606229, 0.0193714425, -0.0244167373, -0.121485725, -0.0192344096, -0.0270577315, 0.0455945209, -0.0125011206, 0.178889975, -0.0539161414, 0.0395401642, 0.0788311809, -0.0152729182, 0.0219127759, -0.0887971967, -0.0861063749, 0.025064528, 0.0002203424, 0.1800858974, 0.0182502661, 0.0829172507, -0.0461924821, -0.1150078177, 0.0384937339, -0.0909398869, -0.0107570682, 0.0012691098, -0.0237564892, 0.097666949, -0.0113674859, -0.0646794364, -0.1371323764, -0.0661245137, -0.038120009, -0.0131053105, -0.0410101525, 0.041682858, -0.0203680433, 0.0678685606, -0.0777349174, -0.040437106, -0.0670712814, -0.0637824982, -0.0018810853, 0.0074246814, 0.0059951809, -0.0013057038, -0.0197825395, 0.019595677, 0.0340090282, 0.0584008507, 0.0278051831, 0.0658255294, 0.0273567121, 0.1075333059, -0.0085832309, -0.0474880636, -0.0109190159, 0.0736488551, 0.0159829967, 0.0465163775, 0.0223737042, 0.0617892966, -0.0555107035, -0.0326137841, -0.0774359405, 0.0436511487, -0.0627360642, -0.0068578641, -0.0410350673, 0.0935808867, 0.0322400592, 0.0532683507, 0.0342830941, -0.0508515947, -0.0067146029, -0.0470645055, -0.0873022974, 0.0310441386, -0.030745158, -0.0185243301, -0.0089071263, -0.0121959113, -0.1064370424, -0.1520814002, -0.0371483229, -0.0827677548, 0.0176273901, 0.0236817431, -0.005954694, -0.0169671401, -0.1141108721, 0.0658255294, -0.0090254722, -0.0490577109, 0.0456692651, 0.0823691189, 0.0158833377, 0.0508017614, 0.0170294289, 0.0008829267, -0.088249065, -0.0014505223, 0.0234575085, -0.0584008507, 0.022610398, 0.1393248886, 0.0099348715, -0.0219376907, -0.079877615, 0.0807745531, 0.0180260297, -0.0543147847, -0.0082717929, 0.107333988, -0.0085583152, 0.0685661882, 0.0460928194, -0.0350803733, 0.0496307574, 0.0495809279, 0.0608425252, -0.0851595998, -0.0691641495, -0.0196704231, -0.0509512536, -0.004223099, 0.0663238317, -0.0463170558, 0.0153102912, -0.1181969419, 0.0718051419, -0.060792692, 0.0856080726, 0.0046466547, 0.0697621107, 0.0415582843, 0.0110809635, -0.0142140295, 0.0072502759, 0.0899432898, -0.0569059476, -0.02977347, -0.0683668628, 0.0702604055, -0.0344076678, -0.0849104524, 0.0171664618, 0.0748447776, -0.0071257008, -0.0008369896, -0.0119592184, -0.0882988945, -0.0266341753, -0.0533181801, 0.0551618934, -0.0810735375, -0.0067270603, -0.0907405689, 0.0092247929, -0.0143884346, 0.0415084548, -0.1104234532, -0.0754925683, 0.048883304, 0.0745457932, 0.0207293127, 0.0064654523, -0.0375718772, -0.0161449444 ]
712.0322
Leonardo de Assis
S.O. Vellozo, Jose A. Helayel-Neto, A.W. Smith, L. P. G. De Assis
Standstill Electric Charge Generates Magnetostatic Field Under Born-Infeld Electrodynamics
11 pages, 3 figures. In this version is update a permanent address of the author L.P.G. De Assis and information on submission publication. Submetted to International Journal of Theoretical Physics
Int.J.Theor.Phys.47:2934-2944,2008
10.1007/s10773-008-9727-9
CBPF-NF-021/07
hep-th
null
The Abelian Born-Infeld classical non-linear electrodynamic has been used to investigate the electric and magnetostatic fields generated by a point-like electrical charge at rest in an inertial frame. The results show a rich internal structure for the charge. Analytical solutions have also been found. Such findings have been interpreted in terms of vacuum polarization and magnetic-like charges produced by the very high strengths of the electric field considered. Apparently non-linearity is to be accounted for the emergence of an anomalous magnetostatic field suggesting a possible connection to that created by a magnetic dipole composed of two mognetic charges with opposite signals. Consistently in situations where the Born-Infeld field strength parameter is free to become infinite, Maxwell`s regime takes over, the magnetic sector vanishes and the electric field assumes a Coulomb behavior with no trace of a magnetic component. The connection to other monopole solutions, like Dirac`s, t' Hooft`s or Poliakov`s types, are also discussed. Finally some speculative remarks are presented in an attempt to explain such fields.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:34:55 GMT" }, { "version": "v2", "created": "Thu, 21 Feb 2008 18:06:02 GMT" } ]
2008-11-26T00:00:00
[ [ "Vellozo", "S. O.", "" ], [ "Helayel-Neto", "Jose A.", "" ], [ "Smith", "A. W.", "" ], [ "De Assis", "L. P. G.", "" ] ]
[ 0.0765444636, -0.0163799338, -0.0931782573, 0.0073316828, -0.0416086614, -0.0311641842, -0.0444615483, -0.013273187, -0.1084097773, -0.0738849863, 0.0062074512, 0.0355885811, 0.0003275231, -0.0156546235, 0.0726761371, 0.0584600456, -0.0440747179, 0.0369666703, 0.0121549992, 0.0392634869, -0.0290124305, 0.0182899199, 0.0622316636, 0.0448725596, -0.0555588044, -0.0474836752, -0.0149534903, 0.000146101, 0.0256276466, -0.0326873362, 0.0770279989, -0.0314059556, -0.0819601119, -0.0946772322, -0.0360962972, 0.0377161577, -0.0257727094, 0.0419229604, -0.1219489127, 0.0546884313, -0.0036839743, -0.0577830896, -0.032832399, 0.0881494358, 0.0334126502, -0.0179151762, 0.0688561648, 0.0216747019, 0.1714634597, -0.0879560187, -0.0076338956, -0.0418262519, 0.0345731452, -0.0453077443, -0.0419713147, 0.0121973092, 0.0480155721, 0.0257485323, 0.020344967, -0.0063525131, 0.0585083999, -0.0765928179, -0.0276585165, 0.0649878457, -0.0807512626, 0.0738366321, -0.071322225, -0.0005073398, -0.0228714664, 0.0287223049, -0.0093021104, -0.0159931015, 0.0694847703, 0.0413427129, 0.008637242, -0.0387074165, 0.0301487502, -0.0656164438, -0.1278481036, 0.0649394915, 0.0585083999, -0.0636339262, 0.0190877616, -0.0358061753, -0.0350566879, 0.110247232, 0.0155700045, -0.0205504708, -0.0862636268, -0.0206109136, -0.0490793623, -0.0808479711, -0.0124632567, -0.0706452653, 0.1076361164, 0.0140105858, 0.1342308372, 0.0239110775, 0.0125236986, 0.0248056278, -0.0606359802, 0.058895234, 0.0707419738, 0.0386348851, 0.0687594563, 0.0430109277, -0.0345973223, 0.0184712466, 0.0072470633, 0.0722893029, 0.0067453901, -0.0153765874, -0.0369666703, -0.0054156538, -0.0476529151, -0.1480600983, -0.0370633788, -0.0141193829, -0.1702062488, 0.067550607, 0.0358787067, 0.0152315255, 0.0557038672, 0.0357336439, 0.1380024552, -0.0327356905, -0.0445099026, -0.0067574787, -0.0603458546, -0.0593304187, 0.0035177572, 0.0225329865, -0.0096647656, -0.0906154886, -0.1539592892, 0.0318411402, 0.064310886, -0.0363622457, 0.0816216394, -0.0842811093, 0.0278519336, -0.062618494, 0.0863603354, 0.0307289995, 0.0220977999, 0.1599552035, 0.0672121271, -0.0428175107, 0.1142122671, -0.0584600456, -0.0683242753, 0.0140226744, 0.038127169, 0.0356127582, -0.0299795102, -0.1074426994, 0.0660516322, 0.0260628331, 0.0101422621, -0.0517871864, 0.1098603979, 0.0432043448, -0.0205625594, -0.0624734312, 0.0611195192, 0.020006489, -0.0763510466, -0.0847162977, -0.056332469, -0.1812309772, -0.0179877058, -0.1005764231, -0.1235929504, -0.0252166372, 0.1498975605, 0.102800712, -0.0151952598, -0.1028974205, -0.0075130104, 0.1027040035, 0.0435186438, 0.0283112954, 0.0528993309, 0.0707419738, -0.0343071967, 0.0836525038, -0.0182053, 0.095257476, -0.0493211299, 0.0050681089, -0.0579765067, 0.0278519336, 0.0584600456, 0.0988840312, 0.0024418796, -0.0862152725, 0.0791072249, 0.06735719, -0.0264738426, 0.0231132358, 0.0741267577, -0.0106741562, 0.0844261721, -0.0613612905, -0.0627152026, 0.0826854259, 0.1125682294, 0.024999043, -0.0312125385, -0.0337994806, 0.0418262519, -0.1318131387, 0.0552686788, 0.0128259119, -0.048837591, -0.0126929376, -0.1210785434, 0.048474934, -0.0960311443, 0.0331225246, -0.0788170993, 0.0388766564, -0.0114055118, 0.1182740033, 0.0029390196, 0.0543015972, -0.0085284458, -0.0236209538, -0.0304872282, 0.0706452653, 0.0135512222, -0.0134303374, 0.0127775576, -0.0278519336, 0.0339928977, 0.0252649914, 0.0270540901, 0.0887780339, -0.0403998084, 0.0471210219, 0.0042612008, -0.0047719404, 0.0347423851, -0.0203207899, -0.0384898223, 0.0279244632, 0.0247330964, 0.0376436263, 0.1188542545, -0.0950640589, 0.0314301327, 0.0557038672, 0.0688561648, 0.081186451, -0.0659549236, 0.0469034277 ]
712.0323
Neelima Kelkar Dr
N. G. Kelkar, H. M. Castaneda
Critical view of WKB decay widths
18 pages, Latex
Phys.Rev.C76:064605,2007
10.1103/PhysRevC.76.064605
null
nucl-th
null
A detailed comparison of the expressions for the decay widths obtained within the semiclassical WKB approximation using different approaches to the tunneling problem is performed. The differences between the available improved formulae for tunneling near the top and the bottom of the barrier are investigated. Though the simple WKB method gives the right order of magnitude of the decay widths, a small number of parameters are often fitted. The need to perform the fitting procedure remaining consistently within the WKB framework is emphasized in the context of the fission model based calculations. Calculations for the decay widths of some recently found super heavy nuclei using microscopic alpha-nucleus potentials are presented to demonstrate the importance of a consistent WKB calculation. The half-lives are found to be sensitive to the density dependence of the nucleon-nucleon interaction and the implementation of the Bohr-Sommerfeld quantization condition inherent in the WKB approach.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:42:22 GMT" } ]
2008-11-26T00:00:00
[ [ "Kelkar", "N. G.", "" ], [ "Castaneda", "H. M.", "" ] ]
[ 0.0406746529, 0.0995042846, 0.0502609126, -0.0150086526, -0.074280113, 0.0573033281, -0.0538490638, -0.0015656328, 0.0413708612, 0.087026082, 0.0391215719, 0.0540900603, -0.1843346357, 0.028785551, 0.0198419467, 0.0900786892, 0.0428703874, 0.0591777377, -0.0606772639, -0.0361760743, -0.0609985925, -0.1143924445, -0.0431917161, 0.0245011896, 0.0035680695, -0.0637298673, 0.005475949, -0.072245039, 0.043861147, -0.0291604325, 0.0096130352, -0.0118623246, -0.0643725246, -0.088579163, -0.0590706281, 0.1556294113, 0.0292407647, 0.0370329469, -0.0782431439, 0.0064834431, -0.0431917161, -0.0273931343, -0.1144995466, 0.1979374886, -0.0027513632, 0.0577317663, -0.0295620915, 0.0010309244, 0.0434862636, -0.0393893458, 0.0005150438, -0.0164144579, 0.0431917161, 0.0034057323, -0.0164144579, 0.0176194347, 0.0634621009, -0.0410495363, 0.0431917161, -0.0641047508, -0.0168295056, -0.098326087, -0.0646938533, -0.0538490638, -0.1990085691, -0.0774933845, 0.0331770219, -0.02128792, 0.0057236385, 0.0120497653, -0.0071696104, 0.0069821696, 0.0125317564, -0.0389609076, -0.0271521378, -0.0382646993, 0.0119694341, -0.043325603, 0.0191457383, 0.1068412513, 0.0552147031, 0.0081938403, 0.0189582985, -0.0841876939, -0.0007300986, 0.0283303373, 0.0672644675, 0.0066173295, -0.1428834349, -0.0885256082, 0.0752440915, 0.1290663779, -0.0001824201, 0.0963981226, 0.1147137657, 0.0033069912, 0.0267638676, 0.0331234671, 0.047368966, -0.0486542769, 0.0248894598, 0.0875616297, 0.0754047558, -0.0337125659, 0.2061848789, -0.0409692042, -0.0167357847, -0.0137233445, -0.0861156583, -0.0410495363, -0.0210067574, -0.0363902934, -0.1040028632, -0.0090440186, -0.0467530899, -0.048922047, -0.0143392207, 0.0582673103, 0.0096398126, 0.1455611736, 0.002378155, 0.0197482277, 0.0575711019, -0.0467263125, 0.0920066535, -0.0147408796, 0.0476635173, -0.019426899, -0.0503412411, -0.0877758488, 0.0232292693, -0.0543042757, -0.0156245297, -0.0029321096, -0.0396035612, 0.0443163589, -0.0109251207, 0.0541168377, 0.1542370021, 0.0935597345, 0.0158119705, 0.0535545126, 0.0858478844, 0.0427632779, -0.025853442, 0.1193194538, 0.0232158825, -0.0005020736, 0.0212745313, 0.0238049813, 0.0493237078, -0.0267237015, 0.0858478844, -0.005091026, -0.01591908, -0.0571962222, 0.0945772678, 0.1078052372, 0.0281428974, 0.0073771342, 0.0182486996, 0.0400319993, -0.1453469545, 0.0432452708, 0.06367632, -0.0127995284, -0.1029853299, -0.0189449098, -0.0678000152, -0.0556966923, 0.0269914754, -0.0743872225, 0.0732090175, -0.0414779708, -0.0149818752, 0.0395767838, -0.0248091277, -0.069406651, -0.0582137555, -0.0083143385, -0.0267103128, -0.006155422, 0.0431649387, 0.0216761902, -0.074280113, -0.0441824719, 0.075351201, 0.0407549851, -0.0377023779, -0.0773862749, 0.0098071704, 0.082848832, 0.0292943195, 0.1116076037, -0.0344891064, -0.0842948034, 0.0003865967, 0.0673180223, -0.0763687342, 0.0319988206, -0.0304992963, -0.1319583207, 0.0728341416, -0.1269242018, -0.0174186062, -0.006289308, 0.1276739538, -0.0479848422, -0.0164144579, -0.0114941373, 0.0231221616, 0.0192126818, 0.1109649539, -0.0250769015, -0.0043646931, 0.0317578278, -0.0605701543, 0.0195741747, 0.0168027282, 0.0759938583, -0.0284106694, 0.0777075961, 0.02811612, 0.0004598157, -0.0109987585, 0.0002742577, 0.0880971774, 0.058320865, -0.0011823833, 0.0372739397, -0.0128731662, 0.0065169148, -0.0402997732, 0.0255990569, -0.040888872, -0.0585350841, 0.0890611559, -0.0364706218, -0.0438075922, -0.1079123467, -0.0236710943, -0.059338402, -0.0468601994, 0.0932384059, -0.1176057085, 0.0057872348, -0.0002449701, -0.0679606795, 0.0294817593, -0.0451464541, -0.0518675447, 0.0914711058, 0.0451732315, 0.0678000152, -0.0239924211, -0.0160395764 ]
712.0324
Nathan Berkovits
Nathan Berkovits (IFT-UNESP, Sao Paulo)
Explaining the Pure Spinor Formalism for the Superstring
Added two footnotes and references to Baulieu et al
JHEP0801:065,2008
10.1088/1126-6708/2008/01/065
IFT-P.019/2007
hep-th
null
After adding a pair of non-minimal fields and performing a similarity transformation, the BRST operator in the pure spinor formalism is expressed as a conventional-looking BRST operator involving the Virasoro constraint and (b,c) ghosts, together with 12 fermionic constraints. This BRST operator can be obtained by gauge-fixing the Green-Schwarz superstring where the 8 first-class and 8 second-class Green-Schwarz constraints are combined into 12 first-class constraints. Alternatively, the pure spinor BRST operator can be obtained from the RNS formalism by twisting the ten spin-half RNS fermions into five spin-one and five spin-zero fermions, and using the SO(10)/U(5) pure spinor variables to parameterize the different ways of twisting. GSO(-) vertex operators in the pure spinor formalism are constructed using spin fields and picture-changing operators in a manner analogous to Ramond vertex operators in the RNS formalism.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 19:03:32 GMT" }, { "version": "v2", "created": "Tue, 18 Dec 2007 21:57:54 GMT" } ]
2008-11-26T00:00:00
[ [ "Berkovits", "Nathan", "", "IFT-UNESP, Sao Paulo" ] ]
[ -0.0674983785, 0.0412431434, -0.0744118169, -0.0547269881, -0.0483149067, -0.037126746, 0.0333797671, -0.0034534207, -0.0303980187, -0.0014075906, -0.0344352536, 0.0755728483, -0.0229436439, -0.0240650978, 0.0489481986, -0.0025612046, 0.0064252755, 0.0573657043, 0.0641735941, 0.0040240432, 0.009446606, -0.1014322788, 0.0298175011, 0.0629597828, 0.0088265082, -0.0503731035, 0.0715619996, -0.0689232871, 0.0670234114, -0.0185765661, 0.0329048, -0.0293425322, 0.0103767542, -0.1684556901, -0.0531701446, 0.1151536033, 0.0228512883, 0.0216374788, 0.0153573323, 0.0670234114, 0.0386835895, -0.0340394489, -0.1478736997, -0.0279440116, 0.1099817231, 0.0832779035, -0.026215652, -0.0354379676, 0.0012690579, -0.0274162684, -0.0462303199, -0.0076786662, 0.091194056, 0.0101326732, -0.1072374508, 0.0088265082, -0.0291842092, 0.0681316704, -0.0108451266, -0.0420347601, 0.0661790222, -0.0995324031, -0.0816946775, 0.0693454817, -0.0617459752, 0.0479982607, -0.0939910933, 0.0994268507, 0.0204500556, 0.0476288386, -0.0885025635, 0.0520882718, 0.1026988626, 0.0349893868, -0.0443832166, -0.0148691693, 0.1363688856, 0.0378392003, 0.0360712595, -0.0099545596, -0.0826973841, -0.003588655, 0.0424833409, -0.0874998495, -0.0839639679, -0.0004972332, -0.0305035673, 0.0804280937, -0.1071846783, -0.0119797746, 0.0167822391, 0.0178773068, -0.0353588052, -0.0172440149, 0.1361577958, -0.0312687941, 0.0266114604, 0.0278120767, 0.0251205843, 0.0264531374, -0.0276273657, -0.0141303288, 0.0552019589, 0.0067452202, 0.0234054197, 0.0365462303, -0.0075401333, -0.0316382162, -0.090666309, -0.0109242881, -0.0205951855, 0.0050333524, -0.0590544827, 0.1029099599, 0.0070717614, -0.0712453574, -0.0804808661, 0.0064087836, -0.0578934476, 0.0728813633, 0.0824335143, -0.0826446116, 0.0335380919, -0.0002185187, 0.0466261283, -0.0738840699, -0.0325881541, -0.0981074944, 0.0731980056, -0.0260969102, 0.1282416433, -0.0333006084, 0.0295536295, -0.0375753269, -0.0192626324, 0.0658623725, -0.0071245357, 0.0035919533, 0.1432295591, 0.0499772988, 0.0134442626, -0.0124745341, 0.1037543491, 0.0078765703, 0.0945188403, 0.0829612613, -0.0902968943, 0.0478663258, 0.0196980219, 0.0091959285, -0.0795837045, -0.0334325433, 0.0352268703, 0.1019072458, -0.0394488163, -0.1088206843, -0.0314271189, 0.0605321638, 0.0386572033, -0.0405834652, 0.1489291787, 0.1192700043, 0.0538034365, -0.020529218, 0.0221916083, -0.0086022168, -0.0731452331, -0.0680788979, -0.0526424013, -0.1398519874, 0.0300549846, -0.0958381966, -0.1476625949, 0.0347255133, 0.0450165085, 0.0279440116, -0.0317173786, -0.1082929373, -0.0495551042, 0.0931994766, -0.0533020794, 0.0184314381, -0.0038789138, -0.0430638604, -0.0391321704, 0.0150538795, 0.0522465929, 0.0380766839, 0.0493703932, -0.0566268638, -0.0282078832, 0.0218485761, 0.1413296759, 0.1415407807, 0.0098424144, -0.0418764353, -0.0486051664, 0.0040141479, 0.085863851, -0.0440665707, 0.0132133747, 0.018563373, 0.1241252422, -0.1184256151, -0.1033849269, -0.0388683006, 0.1392187029, -0.0390002355, -0.1011156291, 0.0745701417, 0.0555186048, 0.0182863083, 0.0579462238, -0.0802697688, -0.0752034336, 0.0221916083, -0.0641208217, 0.038947463, -0.0447262526, 0.0445679277, -0.0242234208, 0.0735674277, 0.0487634875, 0.0871304348, 0.045280382, 0.0198035706, 0.0393696576, 0.0253712628, -0.0071971002, -0.0120457429, 0.0499245226, 0.0483412929, -0.1261306703, -0.0330895111, 0.0089716371, -0.0440137982, -0.0445679277, 0.0256351344, -0.0621681698, -0.0328520238, 0.022297157, 0.0486579388, 0.0096379137, 0.0598988719, 0.0347518995, -0.008628604, 0.014328233, 0.0836473256, 0.1307748109, -0.0020878848, -0.0614821017, 0.0761005953, 0.0043670763, 0.0042384388, -0.1110372096, 0.0322187319 ]
712.0325
Marcelo Ponce C.
Arturo C. Mart\'i, Marcelo Ponce, Cristina Masoller
Dynamics of delayed-coupled chaotic logistic maps: influence of network topology, connectivity and delay times
5 pages, 7 figures. Also submitted to Pramana: the journal of the Indian Academy of Sciences. To appear in the Proceedings of "Perspectives on Nonlinear Dynamics 2007"
Pramana - Journal of Physics, Vol. 70, No. 6, June 2008, pp. 1117-1125
10.1007/s12043-008-0116-y
null
nlin.CD
null
We review our recent work on the synchronization of a network of delay-coupled maps, focusing on the interplay of the network topology and the delay times that take into account the finite velocity of propagation of interactions. We assume that the elements of the network are identical ($N$ logistic maps in the regime where the individual maps, without coupling, evolve in a chaotic orbit) and that the coupling strengths are uniform throughout the network. We show that if the delay times are sufficiently heterogeneous, for adequate coupling strength the network synchronizes in a spatially homogeneous steady-state, which is unstable for the individual maps without coupling. This synchronization behavior is referred to as ``suppression of chaos by random delays'' and is in contrast with the synchronization when all the interaction delay times are homogeneous, because with homogeneous delays the network synchronizes in a state where the elements display in-phase time-periodic or chaotic oscillations. We analyze the influence of the network topology considering four different types of networks: two regular (a ring-type and a ring-type with a central node) and two random (free-scale Barabasi-Albert and small-world Newman-Watts). We find that when the delay times are sufficiently heterogeneous the synchronization behavior is largely independent of the network topology but depends on the networks connectivity, i.e., on the average number of neighbors per node.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:45:03 GMT" } ]
2009-11-13T00:00:00
[ [ "Martí", "Arturo C.", "" ], [ "Ponce", "Marcelo", "" ], [ "Masoller", "Cristina", "" ] ]
[ 0.01756013, 0.0014197682, 0.0486673415, -0.0191896725, -0.0082206707, 0.096799612, 0.1271528602, -0.0107379472, -0.1619812548, -0.0283832029, 0.000369763, 0.025099799, -0.1099332273, -0.0128052756, 0.0464054421, 0.0192747973, -0.0919353068, 0.0213178042, 0.0508319587, -0.0037424725, -0.0692676604, -0.0185816344, -0.0275076292, -0.0082753943, -0.0430733971, -0.0996209085, 0.075834468, 0.0809906274, 0.0227162912, 0.0284561682, 0.0414438546, -0.0434382185, -0.0681002289, 0.0029687444, -0.1313361526, 0.1612029672, 0.0255619083, 0.0802609846, -0.0411763191, 0.0384279862, -0.0606578477, -0.0426599309, -0.0949025378, 0.1106142327, 0.0274103433, -0.0060773375, -0.01756013, 0.0065424861, 0.0556476153, 0.0790935531, -0.1010802016, 0.0258051232, -0.0023303048, -0.1380488873, -0.0739373937, -0.0250511561, 0.0678083748, 0.0078193657, -0.0500536673, -0.0354121178, 0.0243579932, -0.0427328944, 0.0200895686, -0.0032013189, -0.0658626482, -0.05409104, -0.1616894007, -0.1107115149, -0.0695108771, 0.1370760351, -0.0705810264, -0.0283345599, 0.0792394802, 0.0382577367, -0.0330286101, 0.0288696326, -0.1039987803, 0.0508805998, -0.033685293, 0.0240418129, 0.0172074679, -0.0002532857, 0.0611442775, -0.0435598269, -0.0754453242, -0.0902328044, -0.0781206936, -0.0579338372, -0.0236769915, 0.0020065247, 0.0577879101, 0.073353678, -0.0441192202, 0.10905765, 0.0902814493, -0.0590039864, 0.133476451, 0.0022755812, -0.0316422842, 0.0170980226, 0.0335393623, -0.0209894627, -0.0149577288, -0.143399626, 0.0704350919, 0.0549179725, -0.0668841526, -0.0876060799, -0.1212184057, -0.0014904526, 0.0706296638, -0.0063904771, -0.0144591378, 0.020308461, 0.0551611856, -0.067565158, -0.063430503, -0.1329900175, 0.0478160903, 0.029988423, -0.0281886309, -0.0320071094, 0.037917234, 0.0573987663, 0.073353678, -0.0665436536, 0.0139605468, -0.0004947907, 0.0100995069, -0.0849307179, 0.0619225651, -0.095340319, -0.0505401008, -0.0808447003, -0.136784181, 0.0439003259, -0.0283588823, 0.0028167348, 0.0337582566, -0.0000237277, 0.0476458408, -0.0254889429, -0.0003241601, 0.0830336362, 0.0091144862, 0.0860008597, 0.0343662947, 0.0455541909, -0.044362437, 0.0055574654, 0.0259024091, -0.0409087799, 0.0801637024, -0.0295506362, 0.0501995981, -0.0919839516, -0.0127201499, 0.0643547177, 0.0470378026, -0.0287723467, 0.0844929293, 0.0641601458, 0.0008314917, 0.0259753726, 0.0828877091, 0.0157724991, -0.0346095078, 0.0326637886, -0.0786071196, -0.0759317577, 0.05987956, -0.1233587041, -0.1082793623, 0.0461622253, 0.0746670365, -0.0086158952, -0.154976666, -0.1072092205, 0.004575484, -0.0162467696, 0.0928108841, 0.0427815355, 0.005299049, -0.0381847732, -0.0851739272, -0.013024169, -0.0516102463, 0.1047770679, 0.0336123295, -0.043365255, -0.0605119169, 0.0444354005, 0.0327367522, 0.0529236086, -0.0252943709, -0.0577392653, 0.0535073243, 0.0433166102, -0.0460649393, -0.018861331, -0.0543342531, 0.0565718338, 0.0626522079, -0.0266806968, 0.0229230244, -0.0568150505, -0.0063843965, 0.0114189489, -0.0314233899, 0.011802013, 0.0504428148, -0.1009829119, 0.0606092028, 0.0071201222, -0.0789962634, -0.0865845755, -0.1344493181, 0.1315307319, 0.0199801214, 0.0776829049, -0.0475485548, -0.0282859169, -0.0287237037, -0.0106345806, 0.0443137921, 0.0276535582, 0.0526803918, -0.1047770679, 0.0040160893, 0.0482052341, 0.0928108841, 0.0534100384, 0.0546747558, -0.0311801769, 0.0438760035, -0.0602687038, -0.0755912513, -0.0229959879, 0.0238837227, 0.0461379066, -0.0681975186, -0.027094163, -0.0613388494, 0.0149942115, 0.0001155272, 0.0635764301, -0.1072092205, 0.0174506847, -0.0571069084, -0.0390846692, -0.0280670226, 0.0438760035, -0.057982482, 0.0323719308, 0.0112973414, 0.0204787124 ]
712.0326
Bian Qian
Bian Qian, Thomas R. Powers, Kenneth S. Breuer (Division of Engineering, Brown University)
Shape transition and propulsive force of an elastic rod rotating in a viscous fluid
4 pages, 5 figures
PRL 100, 078101 (2008)
10.1103/PhysRevLett.100.078101
null
cond-mat.soft
null
The deformation of thin rods in a viscous liquid is central to the mechanics of motility in cells ranging from \textit{Escherichia coli} to sperm. Here we use experiments and theory to study the shape transition of a flexible rod rotating in a viscous fluid driven either by constant torque or at constant speed. The rod is tilted relative to the rotation axis. At low applied torque, the rod bends gently and generates small propulsive force. At a critical torque, the rotation speed increases abruptly and the rod forms a helical shape with much greater propulsive force. We find good agreement between theory and experiment.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:47:09 GMT" } ]
2008-02-26T00:00:00
[ [ "Qian", "Bian", "", "Division of\n Engineering, Brown University" ], [ "Powers", "Thomas R.", "", "Division of\n Engineering, Brown University" ], [ "Breuer", "Kenneth S.", "", "Division of\n Engineering, Brown University" ] ]
[ 0.046956148, 0.0761095211, -0.0234912429, 0.038792152, 0.0422947705, 0.0127463695, -0.1445290744, 0.0307071619, -0.0577273592, -0.0358162448, 0.055989217, 0.1016549245, -0.0423211046, -0.0075385291, 0.0429004878, 0.0289426856, 0.0375543833, -0.0259404406, -0.0551464818, 0.0941756517, -0.0122920824, -0.0546197705, -0.0166835226, 0.0900146514, -0.0302067883, 0.0532239899, 0.0893825963, 0.0456393771, -0.0191195533, -0.0306544919, 0.0673661381, -0.0766889006, -0.0227933526, -0.1542205364, -0.1390513033, 0.1287277937, 0.0479832329, 0.0759515017, 0.0263486411, 0.0585174225, 0.0027421811, 0.0006349318, 0.0208050236, 0.0717378259, 0.0391081795, 0.0150638912, -0.0246763378, 0.0017546009, 0.0452180095, 0.069472976, -0.0578326993, 0.0183163211, 0.0578853711, -0.0173419099, -0.0762148574, 0.0593601577, -0.0217794366, 0.0297064148, -0.0775316358, -0.0196594317, -0.0572006479, -0.0706844106, -0.0734232962, -0.0620463751, -0.0708424225, -0.0201861411, -0.2020457536, 0.0333670452, 0.0339464247, -0.0005674472, 0.008163997, -0.0193039011, 0.021384405, 0.0808499008, -0.0419524089, -0.0186981857, -0.0552518219, 0.0580960549, -0.036685314, 0.0558838733, 0.0705263987, -0.0862223431, 0.0268621836, -0.07352864, -0.0421894267, 0.0174999218, 0.028573988, -0.085590288, -0.054040391, -0.003601376, -0.0450599939, 0.0489313081, -0.1093448848, 0.0283896402, -0.0144318398, 0.0415573753, 0.0595181696, 0.0279419366, 0.0849582404, 0.0146556906, 0.0097441254, 0.0436905511, 0.0322082825, 0.0424264483, 0.1083968058, 0.0196857657, 0.0037067179, -0.0114493473, -0.1170348451, 0.0430058278, 0.2102624178, -0.018368993, -0.0485099405, 0.0079993997, -0.0171048902, -0.0320239365, 0.0773209482, 0.014260659, -0.1482160389, 0.0046646707, 0.0178817865, 0.0083088418, 0.074318707, -0.0342887864, 0.0901726633, -0.0380020887, -0.0556731895, 0.0156696066, -0.1153493747, 0.0112979179, 0.0432428457, 0.0083483448, 0.0290480275, -0.1168241575, -0.0607822724, -0.0289953556, 0.0210683793, 0.0585174225, 0.0301277824, 0.0589387901, 0.076636225, -0.0539877191, 0.0616776794, 0.0227011777, 0.0905413553, 0.0364219584, 0.0190668833, 0.0082166679, 0.0237414297, -0.012739785, -0.0245973319, 0.0077557969, 0.0159461293, 0.0178949535, 0.0181188062, -0.056094557, 0.0968092009, 0.0209762044, -0.0262301322, 0.0639951974, -0.0429268219, -0.0094149318, -0.0618356913, 0.0031882382, -0.0363956243, 0.0033083938, -0.0740026832, -0.0573586598, -0.0444279425, -0.1139799282, 0.0345784761, -0.0922795013, -0.024399817, 0.0064587747, 0.0747927427, 0.0852215886, 0.0393188633, -0.126936987, 0.0607296005, 0.0861169994, 0.0228855256, 0.0660493672, 0.0249265265, -0.0439539067, -0.0661547109, 0.0164596718, -0.0022911862, 0.1613837779, 0.0040392033, -0.023425404, -0.1063426435, 0.0744767189, 0.0070447391, -0.099758774, -0.0504060946, -0.038713146, 0.0509064719, -0.0362376124, 0.0852742642, -0.0085721966, 0.0977572799, 0.0740553513, 0.0788484067, -0.0800071657, -0.1217752323, 0.045876395, -0.0428214781, 0.0857483, -0.0977046043, 0.0465084463, -0.0425581262, 0.0767415687, 0.0219111145, 0.04287415, -0.0655753314, -0.0431111716, 0.0952290744, 0.1756049395, 0.0669974461, 0.0217267647, -0.0285476539, 0.0303384662, 0.0723172128, 0.1029190272, -0.0401615985, 0.0182109792, 0.088855885, -0.0390555076, -0.0444016084, 0.0533820055, 0.0435062014, -0.0414520353, -0.0104485992, 0.0263486411, 0.0458237231, 0.0106658665, 0.0090330672, 0.0294167232, -0.0075385291, -0.093543604, -0.0226353388, 0.0371593535, -0.1325201094, -0.0625204146, -0.0124764303, 0.0352368616, -0.0650486201, -0.0537507012, 0.1396833509, -0.0801125094, 0.0386868119, -0.0524339266, 0.0841681734, -0.0115481047, -0.0636265054, -0.0575166754 ]
712.0327
Thomas Gehrmann
G. Dissertori, A. Gehrmann-De Ridder, T. Gehrmann, E.W.N. Glover, G. Heinrich, H. Stenzel
First determination of the strong coupling constant using NNLO predictions for hadronic event shapes in e^+e^- annihilations
25 pages, LaTeX, extended discussion of hadronization corrections, typos corrected
JHEP 0802:040,2008
10.1088/1126-6708/2008/02/040
ZU-TH 28/07, IPPP/07/91, Edinburgh 2007-48, ETHZ-IPP RP-2007-04
hep-ph hep-ex
null
We present the first determination of the strong coupling constant from a fit of next-to-next-to-leading order QCD predictions to event-shape variables, measured in $e^+e^-$ annihilations at LEP. The data have been collected by the ALEPH detector at centre-of-mass energies between 91 and 206 GeV. Compared to results of next-to-leading order fits we observe that the central fit values are lower by about 10%, with considerably reduced scatter among the results obtained with different event-shape variables. The dominant systematic uncertainty from renormalization scale variations is reduced by a factor of two. By combining the results for several event-shape variables and centre-of-mass energies, we find \alpha_s(M_Z^2) = 0.1240+-0.0008(stat)+-0.0010(exp)+-0.0011(had)+-0.0029(theo).
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:51:12 GMT" }, { "version": "v2", "created": "Mon, 11 Feb 2008 12:48:12 GMT" } ]
2008-12-30T00:00:00
[ [ "Dissertori", "G.", "" ], [ "Ridder", "A. Gehrmann-De", "" ], [ "Gehrmann", "T.", "" ], [ "Glover", "E. W. N.", "" ], [ "Heinrich", "G.", "" ], [ "Stenzel", "H.", "" ] ]
[ 0.0486643463, -0.0491632372, 0.0043879547, -0.0258288402, 0.0499796011, 0.103496775, 0.0198308341, 0.0596399046, -0.0410449542, -0.0333121754, -0.0251258612, 0.0207379051, -0.1241779923, -0.0102612386, 0.0349222235, 0.0221892186, 0.0379155576, 0.156288296, -0.0522472784, 0.002657434, -0.0487097017, -0.0548324287, -0.0067633465, -0.0230509359, -0.0446278825, -0.0844482929, 0.0036424561, -0.1006848589, 0.0966030359, -0.0380516201, 0.0425869748, -0.0436754562, -0.0278924257, -0.0414304584, -0.0978729352, 0.1293482929, -0.0337657109, 0.083677277, -0.0732913166, 0.0297745988, -0.0993242487, -0.0159757845, -0.073654145, 0.0641299039, -0.018436214, -0.1307996064, 0.0481654592, -0.0673046485, 0.0544696003, -0.0788698047, 0.0135833845, -0.0034893879, 0.0297519211, 0.049888894, -0.0133906323, -0.0173590668, 0.0795954615, 0.0264864676, -0.0183681827, 0.00666697, -0.0225860626, -0.0704794005, 0.0085831573, 0.0107771344, -0.0280058105, -0.109302029, 0.0097736875, 0.0333802029, 0.0815910175, 0.0031378979, 0.0266452041, -0.0182547998, 0.0263050534, -0.0067520081, -0.0658079833, 0.0300013665, -0.0510227308, 0.0670778826, -0.0595038421, 0.063903138, 0.0125856074, -0.0155789405, -0.0207945984, -0.0789151564, 0.0190825015, 0.0422694981, 0.0441970229, -0.0195020214, -0.0718400031, 0.0954238474, 0.0549684875, -0.0925212204, 0.0399337895, 0.0156016173, 0.0975101069, -0.0715678856, 0.0888022259, -0.0457163677, 0.0471676812, -0.0002611372, -0.0226767696, 0.0455803052, 0.032064952, -0.1888521314, 0.089890711, 0.0152841425, 0.013424647, -0.097691521, -0.0610458627, 0.0729284883, 0.0450587422, 0.0173704047, -0.1256293058, -0.0495260656, -0.0369177796, -0.1043131426, -0.0539707094, -0.013526693, -0.0492539443, 0.0591410138, 0.0306136385, -0.0051844763, 0.1153794006, -0.0316340923, 0.1161050573, -0.0702526346, 0.0014378489, -0.0358292945, -0.041974701, -0.0045636999, 0.1245408207, -0.0756043494, -0.0572361648, 0.0659893975, -0.0406367704, 0.0600934401, 0.0622704104, -0.0451040938, 0.0525647514, -0.0832237452, -0.0200576019, 0.0976008177, 0.054514952, 0.0854460672, 0.0103632836, 0.0690734386, -0.0043936241, -0.0563290939, -0.0188217182, -0.0507052578, -0.0813188925, 0.0314980336, 0.0583700053, -0.0579164699, -0.005510455, -0.025942225, -0.032064952, 0.0131411878, 0.0819084942, -0.0529729351, 0.0138781825, 0.063494958, -0.0241734367, 0.1131117269, 0.0295931846, 0.0522926301, 0.0038437124, 0.0080899373, -0.0628146529, -0.0236745477, 0.070615463, -0.0031945899, -0.012823713, -0.0130504807, 0.0318835378, 0.04408364, 0.0091840914, -0.0727924332, -0.0934282914, 0.089754656, 0.023946669, 0.0796408132, 0.0870787948, 0.0582339428, -0.1683523357, 0.0486643463, 0.0656265691, 0.1664474905, 0.0470316187, -0.1380561739, -0.0195700526, 0.0166560877, 0.0809560642, 0.0485736392, 0.040976923, -0.0898453593, 0.0507959649, 0.0676674768, -0.0093428288, 0.0522472784, 0.0594131351, -0.0011763574, 0.1392353624, -0.0910245553, -0.0245135874, 0.0285273753, 0.0918409154, -0.0761939436, -0.0541067719, -0.087260209, 0.0257608108, -0.0028275098, 0.1045852602, -0.0032427781, -0.1268084943, 0.0937911198, -0.0964216217, -0.0126763145, 0.0752868727, 0.101501219, -0.0789605081, -0.0104539907, 0.063222833, 0.1086670756, -0.0193092693, -0.0478933379, 0.0803211182, -0.0190825015, -0.0171209611, -0.0244228803, -0.0062474501, 0.0481201038, -0.0126309609, -0.0017347728, 0.0416345485, -0.0587328337, -0.0034298613, 0.0043992931, -0.0785069764, -0.0799582899, -0.0617261678, -0.0966937467, 0.0124382079, 0.0543788932, -0.0653998032, 0.0349222235, -0.0142523497, 0.0414984897, 0.1188262701, -0.0315887406, -0.0552859642, 0.0247630328, 0.0946074799, -0.051204145, -0.0271440931, 0.0037898552 ]
712.0328
Krzysztof Urbanowski
K. Urbanowski
Khalfin's Theorem and neutral mesons subsystem
26 pages, 3 figures, talk given at "13th Lomonosov Conference on Elementary Particle Physics", Moscow, August 23 -- 29, 2007
null
null
null
hep-ph
null
We analyze the proof of the Khalfin Theorem for neutral meson complex. The consequences of this Theorem are discussed: using this Theorem we find, eg., that diagonal matrix elements of the exact effective Hamiltonian for the neutral meson complex can not be equal if CPT symmetry holds and CP symmetry is violated. The Properties of time evolution governed by a time--independent effective Hamiltonian acting in the neutral mesons subspace of states are considered. By means of the Khalfin's Theorem we show that if such Hamiltonian is time--independent then the evolution operator for the total system containing neutral meson complex can not be a unitary operator. Within a given specific model we examine numerically the Khalfin's Theorem. We show for this model in a graphic form how the Khalfin's Theorem works. We also show for this model how the difference of the mentioned diagonal matrix elements of the effective Hamiltonian varies in time.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 15:52:30 GMT" } ]
2007-12-04T00:00:00
[ [ "Urbanowski", "K.", "" ] ]
[ -0.029730469, 0.0394241028, -0.030180173, 0.0403734781, 0.0339277126, -0.0094562881, -0.0266325045, -0.0495174713, -0.0111988932, 0.0891414434, 0.0047749882, -0.0588613302, -0.0749507621, 0.1215201691, 0.0911401287, -0.0038693331, -0.0116361063, 0.0305049606, 0.0338027924, 0.0826956779, -0.0229224414, -0.0077761416, 0.0429218039, 0.072352469, -0.0612097904, -0.0364760384, -0.0023250352, -0.0928889811, 0.0451953113, 0.0090128295, 0.0851940364, -0.02347208, -0.0918896347, -0.0383747891, -0.0913399979, 0.1292151213, -0.1002841219, 0.0639579818, -0.0798975155, 0.0208238196, -0.0590112321, -0.0396989211, -0.1077292264, 0.0492926165, -0.0862933099, 0.0274819471, 0.001226538, 0.0159270372, 0.0140532684, -0.0381999053, 0.0115611553, 0.0463195704, 0.1097279191, -0.0829455107, -0.0800474137, 0.0300802384, 0.0097935665, 0.0646575242, -0.041197937, -0.0334780067, -0.0108366311, -0.1266168207, -0.0342275165, 0.1084287688, -0.0843945593, 0.0125417607, -0.0831953436, -0.0000248128, 0.0275319126, 0.0442459323, -0.0967364535, 0.020124279, 0.1224195808, 0.0288810264, -0.0722025707, -0.0253833253, 0.0903906226, 0.0756003335, 0.0205365084, 0.1156240404, -0.0382498726, -0.0160394628, 0.0594109707, 0.0095624682, 0.0187876578, 0.0058898809, -0.1036319211, 0.0601604767, -0.1646918058, -0.0344523676, 0.0114799589, 0.0401736088, 0.0009165854, 0.0353767611, 0.1208206266, -0.0522156991, 0.0561631061, -0.0193997566, 0.0369757079, 0.0768994838, -0.0191749036, 0.016239332, 0.0596608073, -0.016239332, 0.1224195808, -0.0156896934, 0.0204990339, -0.0381999053, 0.002663875, 0.0541144498, 0.085993506, -0.0764997452, -0.0101933032, 0.0019346665, -0.0384997092, -0.1170231253, -0.021385951, 0.0065831752, -0.1068298221, 0.1208206266, -0.0597607419, -0.0590611994, 0.0523656011, 0.0405733474, 0.033527974, -0.1291151792, 0.0408481658, -0.0222853608, -0.0228599831, 0.0069017159, 0.0729520768, -0.0331782028, -0.1497016549, -0.0213609673, -0.063408345, 0.0457199663, -0.0164267085, -0.0403984599, 0.1244182661, 0.0015888, -0.0035976367, 0.0382248871, -0.0263327006, 0.1106273234, 0.0043096687, 0.078098692, -0.0114862043, 0.0211361144, 0.0707535222, -0.0210361797, 0.021685753, -0.0432715751, 0.0518159606, -0.029655518, -0.0184253957, -0.032628566, 0.0623090677, 0.0290309284, 0.0254957508, -0.0366509221, 0.107829161, 0.0773491859, -0.0472689457, 0.091040194, 0.0469691455, 0.0578120202, -0.0519158952, 0.042247247, -0.0495924205, -0.174085632, 0.071253188, -0.0377501994, -0.0507666506, -0.0272570942, -0.0451203585, 0.0633084103, -0.097086221, -0.1208206266, -0.0690046698, -0.0209112633, 0.0231098179, 0.0940382257, 0.0525654666, 0.0131663503, -0.1091283113, 0.0284063388, 0.0111489259, 0.0820960701, 0.018025659, -0.0225227047, -0.0003238107, 0.0431966223, 0.0125729907, 0.0366259404, 0.0633084103, -0.003819366, 0.0488928817, 0.0975858942, 0.0517659932, -0.0119421547, -0.0038287349, -0.000687439, 0.0764497742, 0.0447456054, 0.051416222, -0.0002398815, 0.1437055916, -0.0227975231, -0.0487179942, 0.0071577979, 0.0171387419, 0.066256471, 0.0807469562, -0.003147932, -0.0491427183, 0.0804971159, -0.1351112425, 0.0418475084, 0.0024031089, 0.0543642864, -0.1199212223, 0.0799974501, 0.0177258551, 0.0354267284, 0.0175884459, 0.0557633676, 0.014453005, 0.0249586031, 0.0175134949, -0.0086568128, 0.0597607419, -0.0349270552, 0.0232222453, -0.0638580471, -0.032103911, -0.1338120997, -0.0077199284, -0.0354517102, -0.1010835916, -0.077399157, -0.1382092088, 0.0512163527, 0.1187220067, 0.0714030936, -0.0123793678, 0.0046625622, -0.0151900211, 0.0028450061, 0.0465943888, -0.0190250017, 0.0065207165, 0.0986352041, 0.0304799769, -0.0105430735, -0.1403078288, 0.0669060498 ]
712.0329
Boris Kolev
Boris Kolev (LATP)
Point fixe li\'e \`a une orbite p\'eriodique d'un diff\'eomorphisme de R2
in French, 4 pages
Comptes Rendus de l'Academie des Sciences. Serie 1, Mathematique 310, 12 (1990) 831-833
null
null
math.DS
null
Given a diffeomorphism of the plane, which has a periodic orbit, we show how Nielsen fixed point theory can be used to establish the existence of a fixed point which is linked with this periodic orbit.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 07:45:41 GMT" } ]
2007-12-04T00:00:00
[ [ "Kolev", "Boris", "", "LATP" ] ]
[ -0.0368687809, 0.0597777776, 0.0842572525, -0.025576314, -0.0290413313, -0.0111491289, -0.0493079424, -0.0177613292, -0.0517509021, 0.0510529131, -0.0643147081, 0.0463664159, -0.0778756365, -0.1305239499, 0.0336779729, 0.0884451866, -0.0214507002, -0.0716435909, 0.0402091555, 0.0563875437, -0.0706464648, -0.0242301915, -0.0239185896, -0.0215628762, 0.0661593899, -0.078124918, 0.063965708, 0.0075532389, 0.0774269253, 0.0382148996, 0.1195555553, -0.013984709, 0.0125201782, -0.0379656181, -0.0269473623, 0.0587806515, 0.0504546389, 0.0540941507, -0.0423031226, 0.0146951629, -0.0941288099, -0.0001037051, 0.0141965989, 0.0448208675, -0.0117536373, -0.0396358073, -0.0042035147, -0.0199924, 0.0699983314, 0.021575341, -0.0338773988, 0.1467771232, 0.0572351031, -0.0019630941, 0.0247287545, -0.0036270502, 0.0634172931, 0.0395360962, 0.0446214415, 0.0020456689, 0.1533581614, -0.0286674071, 0.0372427031, 0.069449909, -0.0476128235, 0.0937299579, -0.2066047639, 0.0343510322, 0.0137603553, 0.0936302468, -0.0612734668, 0.0549915656, -0.0250652861, 0.0227095727, 0.1088862941, -0.0648132712, -0.0247910749, 0.0687020645, -0.0617221743, -0.0312599391, 0.0648132712, -0.0678545088, 0.0996628627, -0.0375169106, -0.0229089987, -0.054443147, -0.0144334165, 0.0373673439, -0.0366444252, 0.0647634119, 0.0022357462, -0.0935305357, -0.0490586609, 0.0555898435, 0.1111796871, -0.1105814055, 0.0329550542, -0.0449953675, 0.048460383, -0.0220240466, -0.0935305357, -0.0458179973, 0.0527480282, 0.0388879627, 0.1353101581, 0.0754825324, 0.0828612745, 0.0927328318, -0.0864010751, 0.0068677138, 0.0989150181, -0.0381899737, -0.1005104259, -0.0172503013, -0.0150690852, -0.0506291352, -0.0107876705, -0.0315840058, -0.0079271616, 0.0884451866, -0.0280940589, -0.0422283374, 0.0358965807, -0.005496664, 0.1096839979, -0.0419292003, 0.0113423225, -0.0404085815, 0.0045618569, -0.0581823736, 0.0424277633, -0.0270969328, -0.0429014005, -0.014184135, -0.103800945, 0.0428764708, 0.071244739, -0.0799695998, 0.0225101467, 0.0717931613, 0.0370183475, 0.0764297992, 0.0157296825, 0.0083509404, 0.0404335074, 0.0187958479, -0.0348994546, 0.0846062452, -0.0034837131, -0.022971319, -0.0626694486, -0.0284929108, 0.0626694486, 0.0888938904, 0.0312350094, -0.0142339915, -0.051651191, 0.0431756079, -0.0818142891, 0.1272334307, -0.0659101084, 0.0629685819, 0.0695496202, 0.0424028337, 0.0371679179, 0.0657106861, -0.0146951629, -0.0741364062, -0.0348246694, -0.0016452599, 0.0137603553, -0.1141710654, -0.1548538506, -0.0054904316, 0.0435495302, 0.1865625083, 0.0257508103, -0.0986158848, -0.0470644049, -0.0504297093, 0.0384143256, 0.1166638881, 0.0134238256, -0.0249032527, 0.0578333773, 0.0861019343, 0.0600270592, 0.0448956527, 0.0478371792, 0.013785284, -0.1420906335, 0.0646138415, 0.0942783803, 0.0691009164, -0.0299138166, -0.0557394102, -0.0185465664, -0.0627691597, -0.0151189417, -0.0816148594, -0.0109746316, 0.0114420345, 0.0955746472, -0.0227469653, -0.0518506169, 0.0398850888, 0.0698986202, 0.0571353883, -0.0212637372, 0.064863123, 0.0460922047, -0.0058705867, 0.07493411, 0.053047169, -0.0606253333, -0.0019490721, -0.0217124447, 0.0190202016, -0.0450202934, 0.0578333773, -0.0398850888, 0.0668573827, 0.1206523925, 0.0368438512, 0.0813655779, 0.0242426563, 0.0690510571, 0.0123332171, -0.0035803099, -0.0202292185, 0.0356472991, -0.0668075234, -0.0739369839, -0.0649628416, 0.0260499492, 0.0757816657, -0.0818641484, -0.1484722495, -0.0935305357, -0.0096285101, -0.1047980711, 0.0080767302, -0.0851546675, -0.005496664, -0.0752332509, -0.0456434973, -0.0543434322, 0.1160656065, 0.0443223044, 0.0017184864, 0.0617720298, 0.010737814, 0.0142090628, 0.0090302331, -0.0497067906, 0.0531468801 ]
712.033
Leszek Prochniak
L. Prochniak
Collective excitations of transactinide nuclei in a self-consistent mean field theory
8 pages, 7 figures; presented at 14th Nuclear Physics Workshop (Kazimierz Dolny, Poland, Sept. 2007)
Int.J.Mod.Phys.E17:160-167,2008
10.1142/S0218301308009653
null
nucl-th
null
The ATDHFB approach has been applied for a study of properties of collective quadrupole states in several transactinide nuclei: 238U, 240Pu, 242Pu, 246Cm, 248Cm, 250Cf and 252Cf. Calculated energies and B(E2) transition probabilities are in a reasonable agreement with experimental data. Results concerning superdeformed collective states in the 240Pu nucleus are also presented.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:08:07 GMT" } ]
2008-11-26T00:00:00
[ [ "Prochniak", "L.", "" ] ]
[ 0.0833597705, -0.0390877239, 0.0692953691, 0.0443233736, 0.0013770851, 0.0456066206, -0.0345450267, 0.0175163299, -0.0411152542, -0.0994260311, 0.086747542, 0.035417635, -0.038779743, -0.0142568815, 0.1160055846, 0.0545123592, 0.0124539183, -0.0640597194, 0.0725291595, 0.0496616848, -0.0671908483, -0.1647689939, 0.0672935098, -0.0376504846, -0.0897246748, -0.0442720428, -0.0787914023, 0.0174136702, -0.030284645, -0.0778674707, 0.0757116079, -0.0660615861, 0.0066985525, -0.1014792249, -0.1007606015, 0.1471115053, -0.0342113823, 0.1431077719, -0.1199066564, -0.0305669587, 0.0287447479, -0.0629817918, -0.0644703582, 0.0880307853, -0.0460942537, -0.0467615426, -0.084181048, -0.0299253352, 0.0348016769, 0.0311315879, 0.1043536961, 0.0203523077, -0.0044079558, 0.092547819, -0.0661642477, -0.0567195453, 0.00641303, 0.0419108681, 0.0022841808, -0.0430401266, -0.0519971959, -0.0102210678, -0.032979466, 0.0092650484, -0.0777134746, -0.0261397548, -0.0586700812, 0.0600559898, 0.0057649901, 0.0126977358, -0.0728371367, -0.0111129247, -0.0149626676, -0.0135254301, 0.0581567846, -0.0808446035, 0.0050720363, -0.0208527744, -0.0535370931, 0.0739150643, 0.0406789519, -0.0609799288, 0.0178756397, -0.0611852482, -0.0100414129, 0.0474031679, 0.0196850188, 0.0036251745, -0.0249463338, -0.0180809591, 0.0485324264, 0.0634950921, 0.0075904098, 0.0794586912, 0.0217125509, -0.0888520703, 0.0660615861, -0.038420435, 0.0364955626, 0.0060729696, -0.0591320507, 0.1268875301, 0.0325174965, -0.0375221595, 0.0788940638, -0.0089506526, -0.0314908959, 0.0321581848, -0.0318502076, 0.0158096105, 0.0315678902, -0.0709379315, -0.0497130156, -0.0191075578, -0.032979466, -0.1354082972, -0.012954385, -0.0060890103, -0.0811525807, 0.1127204746, -0.0230599605, 0.0007190197, 0.0377018154, 0.043373771, 0.0128902225, -0.0484041013, 0.0645730197, -0.0885440856, -0.0910592526, -0.0852589756, 0.1117965356, -0.0467615426, -0.1396173388, 0.0342883766, 0.0094767837, -0.0038850321, -0.0167848784, 0.0236759186, 0.0371115208, -0.1085114181, 0.1051236466, 0.0150139974, 0.0764302313, 0.0962949023, 0.0700139925, 0.0436560847, -0.0043052956, 0.1135417521, 0.1291460395, -0.0434507653, -0.0473005064, -0.0739150643, 0.0091367234, 0.0187995788, 0.0762249082, -0.1032757685, 0.0247666799, 0.0929071307, 0.0342883766, -0.0398833379, 0.1141577139, -0.0547176786, -0.0947550088, 0.076635547, 0.0406789519, 0.0914185643, -0.1638450623, -0.0299510006, -0.0861315802, -0.0711945817, 0.0566168875, -0.0838730633, -0.0109974323, 0.0193128772, -0.0190562271, 0.0196978506, -0.0720158592, -0.0426808149, -0.1519365162, 0.0033685251, 0.0180039648, 0.0349043347, -0.0291553866, -0.008623424, 0.0320041962, -0.0077572321, -0.0021686885, 0.061287906, -0.0297713447, -0.0028391853, -0.0284624323, 0.1164162233, 0.0484041013, 0.0833597705, -0.0233936049, -0.1032757685, 0.0119470358, 0.1198040023, 0.0330051295, 0.0202111509, -0.0448366739, -0.1529631168, 0.031619221, 0.0048378436, -0.1022491753, 0.0221360214, 0.0782781094, 0.0072439332, -0.0152834794, 0.0168233775, 0.0981941074, 0.0560009256, -0.0000787493, -0.004687062, -0.0754549578, 0.0573868342, -0.0043598339, -0.0093548754, 0.0764815584, 0.1454689503, -0.0552823097, 0.044528693, 0.0721698478, 0.0214174036, -0.0433994345, 0.0451959819, 0.1035324186, 0.0179398023, -0.0226364881, -0.0025151654, 0.0025023329, -0.0531264506, -0.0280517936, -0.0020098865, 0.0010899585, -0.0309519339, 0.075865604, 0.0190048981, 0.0295660254, -0.0561035872, -0.0064739846, -0.0831031203, -0.0472491793, 0.0866962075, 0.0097334338, 0.019851841, -0.0308492742, 0.0061884616, 0.1163135692, -0.0165795591, 0.0201854855, 0.1205226183, 0.0493537039, -0.0040807277, -0.0491483845, 0.0506626181 ]
712.0331
Benjamin Girard
Benjamin Girard (CMLS-EcolePolytechnique)
A new upper bound for the cross number of finite Abelian groups
21 pages, to appear in Israel Journal of Mathematics
Israel Journal of Mathematics 172 (2009) 253-278
10.1007/s11856-009-0072-3
null
math.NT math.CO math.GR
null
In this paper, building among others on earlier works by U. Krause and C. Zahlten (dealing with the case of cyclic groups), we obtain a new upper bound for the little cross number valid in the general case of arbitrary finite Abelian groups. Given a finite Abelian group, this upper bound appears to depend only on the rank and on the number of distinct prime divisors of the exponent. The main theorem of this paper allows us, among other consequences, to prove that a classical conjecture concerning the cross and little cross numbers of finite Abelian groups holds asymptotically in at least two different directions.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:00:14 GMT" } ]
2011-10-11T00:00:00
[ [ "Girard", "Benjamin", "", "CMLS-EcolePolytechnique" ] ]
[ 0.0339981951, -0.0599845722, 0.1605484784, 0.1049339846, 0.0317351148, 0.071794197, -0.0444031507, 0.0339201577, -0.0481749475, 0.0137475478, -0.0207969062, -0.1237149239, -0.0439089127, 0.076424405, 0.0340502188, 0.0470564142, 0.0531433113, 0.0262334961, 0.0580596551, 0.0377699919, 0.0206018128, -0.1147666648, 0.0872455537, 0.0167389736, 0.0110227503, -0.0673200637, 0.0350907147, -0.1081074923, 0.1250675768, -0.0028337247, 0.0591521747, -0.0144498823, -0.0695571303, -0.050203912, -0.10966824, 0.0812106803, 0.0193141997, 0.0030093084, -0.0189500265, -0.0254010987, 0.0316050537, 0.0139296353, -0.0857888609, -0.105662331, 0.0162837561, -0.0082719401, 0.037379805, -0.032203339, -0.1777166426, 0.091043368, -0.0281714182, 0.1800057441, 0.0368335433, 0.0251539815, -0.0708057284, -0.0082069086, -0.0276511703, 0.0242175348, 0.0525450297, -0.0165438801, 0.0478888117, -0.0363132954, 0.1108127832, 0.0733549371, -0.0616493635, 0.0541577972, -0.0645627528, 0.0497617014, 0.1547216922, 0.0625337884, -0.1569067389, 0.0066721779, 0.0704935789, 0.0950492695, -0.0228909031, -0.0336600319, -0.00892225, 0.0423221588, -0.0058690454, 0.0749677047, 0.0610250682, -0.0012388401, 0.023033971, -0.0226177722, 0.0832396448, -0.0066851843, 0.0463020541, 0.1041015834, -0.1293336004, -0.0158675574, 0.0303304475, -0.0367555059, -0.0554584153, 0.0644066781, -0.0148530751, -0.0493455045, 0.0735110119, 0.0720543191, 0.0449754223, 0.05483412, -0.0119787054, 0.0304084849, 0.0500738509, -0.125587821, 0.0349086262, 0.0853206366, -0.0244906656, -0.028977802, -0.0318391658, 0.054313872, -0.0830835775, -0.0329837091, -0.0633141547, 0.0203807075, 0.0676842406, -0.0988470837, -0.0538976714, -0.0357930474, -0.1182003021, 0.0720543191, 0.0820951015, -0.0087531693, 0.0638344064, -0.0727826655, 0.046041932, -0.071117878, 0.0017265724, -0.084696345, -0.0422181077, -0.0434667021, 0.0798060149, -0.0123428786, 0.070753701, 0.0988991037, -0.0665396973, -0.0742393583, 0.0939047262, 0.0429204442, 0.019912485, -0.1041015834, 0.0579035804, -0.0113088861, 0.0269748475, -0.022123538, -0.0910953879, 0.0568110608, -0.027547121, 0.0098717017, 0.0252060052, -0.0093774665, -0.0636263043, 0.0111723216, 0.0818349794, -0.0295500755, -0.0312148686, 0.0143718459, 0.0112698684, 0.0821991488, 0.0202246327, -0.0588920526, 0.1456693858, 0.0515565574, -0.0636263043, 0.0132207973, -0.0126485247, 0.0809505582, -0.0911474153, 0.0403192043, -0.0150351617, -0.032073278, 0.0589961, -0.0789215937, -0.0430765189, -0.0469523631, 0.0055959155, -0.0122583387, -0.1603403687, -0.0518426932, -0.0405793302, 0.0406833775, 0.0581637025, 0.0667998195, -0.0015526145, -0.0343363546, -0.0362872854, -0.0363913327, 0.0555624664, -0.095725596, -0.055510439, -0.0005970657, 0.0110422596, 0.0376659408, 0.0783493221, 0.1219460815, 0.0343623683, -0.0755920038, -0.0125054568, -0.0111137936, -0.0453135818, -0.0528571755, 0.0037913059, 0.0029670382, 0.0821991488, 0.0173502639, 0.0035246788, -0.0031735115, -0.0035214273, 0.0065876376, -0.0403972417, 0.0666957647, -0.0170251094, -0.0672160164, 0.0214212034, -0.0293159634, 0.0667477921, -0.0073810155, -0.0546780452, -0.0279633198, 0.0028125898, 0.1256918758, -0.076424405, 0.046171993, 0.0120892581, 0.0409955271, 0.054990191, 0.0699733272, 0.0178965237, -0.0244256351, -0.0038498337, -0.0790256411, 0.0375098661, 0.0273910463, -0.1188246012, -0.1216339394, 0.0601926707, -0.0319432132, 0.038550362, 0.054469943, -0.0249979068, -0.1077953428, -0.0792337433, 0.0000540062, 0.0863091126, 0.0739272088, -0.0793377906, 0.0132858278, -0.0298362114, -0.0439609401, 0.0015542404, 0.0219024327, -0.0472124889, 0.0438048653, 0.0472384989, -0.0763203502, -0.0959336981, 0.0477847606 ]
712.0332
Dapeng Zhan
Dapeng Zhan
Duality of Chordal SLE
In this third version, the referee's suggestions are taken into consideration. More details are added. Some typos are corrected. The paper has been accepted by Inventiones Mathematicae
null
10.1007/s00222-008-0132-z
null
math.PR
null
We derive some geometric properties of chordal SLE$(\kappa;\vec{\rho})$ processes. Using these results and the method of coupling two SLE processes, we prove that the outer boundary of the final hull of a chordal SLE$(\kappa;\vec{\rho})$ process has the same distribution as the image of a chordal SLE$(\kappa';\vec{\rho'})$ trace, where $\kappa>4$, $\kappa'=16/\kappa$, and the forces $\vec{\rho}$ and $\vec{\rho'}$ are suitably chosen. We find that for $\kappa\ge 8$, the boundary of a standard chordal SLE$(\kappa)$ hull stopped on swallowing a fixed $x\in\R\sem\{0\}$ is the image of some SLE$(16/\kappa;\vec{\rho})$ trace started from $x$. Then we obtain a new proof of the fact that chordal SLE$(\kappa)$ trace is not reversible for $\kappa>8$. We also prove that the reversal of SLE$(4;\vec{\rho})$ trace has the same distribution as the time-change of some SLE$(4;\vec{\rho'})$ trace for certain values of $\vec{\rho}$ and $\vec{\rho'}$.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:06:00 GMT" }, { "version": "v2", "created": "Thu, 17 Jan 2008 02:18:36 GMT" }, { "version": "v3", "created": "Fri, 14 Mar 2008 17:54:50 GMT" } ]
2009-11-13T00:00:00
[ [ "Zhan", "Dapeng", "" ] ]
[ 0.073099643, -0.0340940095, 0.0925371498, 0.0550206751, 0.0480712466, 0.155813545, -0.0051565557, 0.0163938627, -0.1382570863, 0.0247540791, 0.0535576381, -0.0564837158, -0.1309418976, 0.05779, 0.010450271, 0.0410956889, 0.0863192379, -0.0027023747, -0.0177785233, 0.0459289402, -0.0137029178, -0.0803103298, 0.0474703573, 0.0250153355, 0.0174911413, -0.0117565552, 0.0397894084, -0.0427677333, -0.0172690731, -0.0499522947, 0.0342246369, -0.0576854944, -0.0319778286, -0.0778545216, -0.1310463995, 0.2072288692, -0.0391623899, 0.098180294, -0.1079512984, 0.0486982614, 0.0474964827, 0.034642648, -0.1063837558, 0.0686582774, 0.0933209211, 0.0702258199, -0.0340678841, 0.0410173126, 0.0224680826, 0.0391885154, -0.0258905459, 0.0982847959, 0.1309418976, 0.0052806525, -0.1581126004, -0.0052643241, 0.0069886185, 0.0785337836, 0.041043438, -0.0876777768, 0.0285031144, -0.1614566892, -0.0128603643, -0.066045709, -0.1195510998, -0.0121810967, -0.1102503613, 0.0483325049, 0.0688150376, 0.0344075188, -0.0457199365, -0.0239049941, 0.0733609051, 0.0452757999, 0.0065869363, 0.0337021239, 0.0572152324, 0.0446749069, 0.0491423979, 0.0869985074, -0.0456154309, 0.0188496765, -0.0009119494, -0.029887775, -0.0435253792, -0.0066032652, 0.0449622907, 0.0098689748, -0.0819823742, 0.0397371538, 0.0648439303, -0.0384308696, -0.0236176122, -0.101419881, 0.1066972688, 0.0656799525, 0.0328922272, -0.001394458, 0.0155970296, 0.0074392864, -0.092119135, 0.0231996011, -0.0159889143, -0.1032486781, 0.0761824772, 0.0246365145, 0.0202473998, 0.0493514054, -0.0532441288, -0.087259762, 0.0603503138, 0.0358966812, -0.0351651609, 0.0700690672, 0.0841769353, -0.1110863835, -0.0335714966, -0.0116781779, -0.0484892577, 0.0477054864, -0.064373672, 0.0239703096, 0.0890885592, -0.0633286387, 0.0350606591, -0.001159327, -0.0391885154, -0.0868940055, 0.0197902005, -0.0353480428, 0.0596187972, -0.0061623943, -0.0515459627, -0.1495433748, -0.013650666, 0.0420362167, -0.0148655102, -0.1310463995, 0.0423758477, -0.0154794641, -0.0040952, 0.0579990037, 0.0185753573, 0.0291562565, -0.013742106, 0.1100413501, -0.0322129615, 0.0866849944, 0.0129060848, 0.0147871338, -0.0294175129, -0.0265306253, 0.0816688687, 0.0651574358, -0.0680312663, -0.1133854389, -0.0091505181, 0.0273535848, 0.0235914867, 0.0034159324, 0.0349822827, 0.0920146331, 0.0271184538, 0.0085692219, 0.0351651609, -0.1092053279, -0.0035694207, 0.027301332, -0.0478622392, -0.1193420961, -0.026595939, -0.0344336443, -0.1199691072, -0.0449622907, 0.0038045517, 0.0066881734, 0.0088435421, -0.096299246, 0.0355570465, -0.0006690623, 0.0529044978, 0.0909173563, -0.050213553, -0.0112732295, -0.0876777768, 0.065366447, 0.0613430887, -0.0291040037, 0.0637989044, 0.0504486822, -0.0710618421, 0.0957767367, 0.098493807, 0.0139249861, 0.0498477928, -0.1040847003, 0.0722636208, 0.1303148717, -0.04556318, -0.049273029, 0.0196465086, 0.0109923789, 0.1004793569, -0.0519639738, -0.0212009866, 0.0586260185, 0.0744581819, 0.0222198889, -0.0559089482, 0.0055190492, 0.0517288409, -0.0129909934, 0.0195942577, -0.0029619986, -0.0453541763, 0.0327093489, -0.0318210758, 0.0244144462, 0.0108356243, 0.0676132515, -0.0620223582, -0.0052349325, -0.0062734284, 0.0857967213, 0.0222329516, 0.0592007861, 0.0827661455, -0.0547071695, -0.0043368624, -0.000169919, 0.0372813419, 0.0652096942, -0.063433148, -0.0376209766, 0.0290517528, -0.115266487, -0.0026648191, -0.0031922313, 0.0000757747, -0.1610386819, -0.0387182534, 0.0584692657, -0.0366281979, 0.0603503138, 0.0458505638, 0.0312724374, -0.0689717904, 0.0456415601, 0.0020606627, -0.0029113803, -0.0938956812, -0.0012066797, -0.031716574, -0.0288166218, -0.0831841603, -0.0148916366 ]
712.0333
Eric Adles
E. J. Adles, D. E. Aspnes
Application of the anisotropic bond model to second-harmonic generation from amorphous media
10 pages. Changed content in response to referee remarks. Expanded discussion section. Added magnetic force term to force equation
Phys. Rev. B 77, 165102 (2008)
10.1103/PhysRevB.77.165102
null
physics.optics
null
As a step toward analyzing second-harmonic generation (SHG) from crystalline Si nanospheres in glass, we develop an anisotropic bond model (ABM) that expresses SHG in terms of physically meaningful parameters and provides a detailed understanding of the basic physics of SHG on the atomic scale. Nonlinear-optical (NLO) responses are calculated classically via the four fundamental steps of optics: evaluate the local field at a given bond site, solve the force equation for the acceleration of the charge, calculate the resulting radiation, then superpose the radiation from all charges. The ABM goes beyond previous bond models by including the complete set of underlying contributions: retardation (RD), spatial-dispersion (SD), and magnetic (MG) effects, in addition to the anharmonic restoring force acting on the bond charge. We apply the ABM to obtain analytic expressions for SHG from amorphous materials under Gaussian-beam excitation. These materials represent an interesting test case not only because they are ubiquitous but also because the anharmonic-force contribution that dominates the SHG response of crystalline materials and ordered interfaces vanishes by symmetry. Using the paraxial-ray approximation, we reduce the results to the isotropic case in two limits, that where the linear restoring force dominates (glasses), and that where it is absent (metals). Both forward- and backscattering geometries are discussed. Estimated signal strengths and conversion efficiencies for fused silica appear to be in general agreement with data, where available. Predictions are made that allow additional critical tests of these results.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:06:54 GMT" }, { "version": "v2", "created": "Mon, 25 Feb 2008 21:44:40 GMT" } ]
2008-04-25T00:00:00
[ [ "Adles", "E. J.", "" ], [ "Aspnes", "D. E.", "" ] ]
[ 0.0040706946, 0.0648131371, 0.0012246862, 0.0252654646, -0.0104665533, 0.0079625295, -0.0709075853, -0.0557509586, -0.0374411158, -0.0439860225, 0.0424491614, -0.0891379416, -0.0514318496, -0.0145074381, 0.0618454069, 0.0394549333, -0.0190650262, -0.0189855322, 0.0173426811, 0.0142557109, -0.0058195363, 0.0002929227, -0.043085102, 0.0322210863, -0.1541100591, -0.0617924109, 0.0885019973, 0.0100624654, 0.082513541, 0.0243910439, 0.0040706946, -0.0554329865, -0.033307489, -0.0620043911, -0.1381055117, 0.2116628587, -0.0337314494, 0.0266565885, -0.0837854221, 0.0219532643, -0.008611721, -0.0388984829, 0.011566204, 0.0452049114, 0.0151301315, -0.0081811352, -0.0005415448, -0.0070351139, 0.0140702277, -0.0213703178, -0.0395344235, -0.0121160289, 0.09496741, -0.0531276949, -0.0296508186, -0.0167464856, 0.0198202077, 0.0304987412, -0.1016978025, -0.0167597346, -0.0028335876, -0.017236691, 0.0098173618, 0.0228276849, -0.1087461635, 0.0072470945, -0.0595666133, 0.0844213665, 0.0208801124, 0.0584007204, 0.0217147861, -0.0777969658, 0.0156203378, -0.0059685851, -0.1163774729, -0.047510203, 0.024536781, 0.1082162112, -0.0368581675, 0.0839974061, 0.005422072, -0.0497889966, -0.0422901772, 0.0024990554, 0.0099895969, 0.0498419926, -0.0526507385, -0.0102148261, -0.1666169316, 0.0101287086, 0.0485436097, 0.0302072689, -0.0320356041, 0.0881310329, -0.057870768, -0.0511933714, 0.0224169735, -0.0006901798, 0.147326678, -0.0021877084, 0.034393888, 0.0400378779, -0.0034016299, -0.0789628625, 0.1274004728, 0.0597785935, -0.0335194692, -0.0055413116, 0.0006715487, 0.0337844454, 0.0575527959, -0.0592486411, 0.0114005944, -0.0729214028, -0.0102810701, -0.0607855022, -0.0689997599, 0.0662440062, -0.0150108924, 0.0517233238, -0.0198996998, 0.1077392548, 0.0594076291, -0.0467417724, 0.1401193291, -0.0509018973, 0.0836264342, -0.0377325863, -0.1419211626, -0.0185483228, 0.1621653289, -0.0613154545, -0.0550620221, -0.1820915341, -0.0222049914, -0.0441185087, 0.0553269982, -0.0258219149, 0.0270143077, 0.0013637985, 0.0543730818, 0.0684698075, 0.0850043148, -0.0233443882, 0.0685757995, 0.0676748827, 0.0206548814, -0.0173426811, 0.063170284, 0.0179388784, -0.1102300286, -0.0837324262, 0.0635412559, -0.0294918325, 0.0861172155, -0.0652900934, 0.0296508186, 0.0512463637, 0.0056737992, 0.0240995698, 0.1149995998, 0.0552740023, -0.0558569469, 0.0027921849, -0.023172155, 0.0598315895, -0.0662440062, -0.0339434296, -0.0829375014, -0.0487025939, -0.0181508586, -0.0176341552, -0.0035606155, -0.022986671, 0.0597255975, -0.0102744456, 0.1304741949, -0.1695846617, -0.0687347874, 0.1044535562, 0.0454698876, -0.0102148261, 0.0678338632, -0.060679514, 0.0667209625, -0.0145471841, -0.0410712846, 0.1448888928, 0.0416807309, -0.0146266771, -0.0523327664, 0.0565988831, 0.1796537489, 0.0427141376, -0.0192637574, -0.064866133, 0.0357982628, 0.0381830484, 0.0137390075, -0.003386725, 0.1117138937, -0.0711725652, 0.1108659729, -0.0730803907, -0.0800227597, 0.0233973842, 0.063276276, -0.0220195092, 0.0295448285, 0.073610343, 0.1156355441, 0.0283524357, 0.0925826281, 0.080658704, -0.0687877759, 0.0027540948, -0.0258749109, 0.0305252392, 0.015832318, 0.0615274347, -0.0789098665, 0.027372025, 0.0466887765, 0.1101240441, 0.0011427092, 0.0261663832, 0.0228409339, -0.0082805008, 0.0752531961, -0.0837324262, 0.0326715447, 0.0067005814, -0.0684698075, 0.0175546631, -0.0117848096, -0.0075054462, 0.0428996198, 0.0652370974, 0.0011468494, -0.0668799505, 0.0127122253, 0.0832024738, 0.0577117801, 0.0396669134, 0.0132686747, 0.0408063084, -0.0640182123, -0.0706426129, 0.1093821079, -0.0281139575, -0.0538166314, 0.0524387583, -0.0285379197, 0.0050676665, -0.0711725652, -0.0511668734 ]
712.0334
Zhangjin Chen
XiaoXin Zhou, Zhangjin Chen, Toru Morishita, Anh-Thu Le, and C. D. Lin
Retrieval of electron-atom scattering cross sections from laser-induced electron rescattering of atomic negative ions in intense laser fields
6 papges, 5 figures
null
10.1103/PhysRevA.77.053410
null
physics.atom-ph
null
We investigated the two-dimensional electron momentum distributions of atomic negative ions in an intense laser field by solving the time-dependent Schrodinger equation (TDSE) and using the first- and 2nd-order strong-field approximations (SFA). We showed that photoelectron energy distributions and low-energy photoelectron momentum spectra predicted from SFA are in reasonable agreement with the solutions from the TDSE. More importantly, we showed that accurate electron-atom elastic scattering cross sections can be retrieved directly from high-energy electron momentum spectra of atomic negative ions in the laser field. This opens up the possibility of measuring electron-atom and electron-molecule scattering cross sections from the photodetachment of atomic and molecular negative ions by intense short lasers, respectively, with temporal resolutions in the order of femtoseconds.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:08:32 GMT" } ]
2009-11-13T00:00:00
[ [ "Zhou", "XiaoXin", "" ], [ "Chen", "Zhangjin", "" ], [ "Morishita", "Toru", "" ], [ "Le", "Anh-Thu", "" ], [ "Lin", "C. D.", "" ] ]
[ -0.0432004072, 0.0114280153, 0.0292069204, -0.0050203134, 0.0180240907, 0.0898453668, -0.0762585253, 0.1034322083, -0.0239444133, 0.0374116488, 0.0030274373, 0.0322209038, -0.0061415862, -0.0632936209, 0.0690823793, 0.0763063729, 0.0140772099, -0.038368471, 0.0610450953, 0.0100525869, -0.0419326238, -0.0461904705, 0.0032472068, -0.0994135663, -0.1060156226, -0.0878360495, 0.0348282382, -0.0775980726, 0.1225685999, -0.066211924, -0.0420761444, -0.0400429033, -0.0688910186, -0.0355697721, -0.0397080183, 0.185910061, -0.0708046556, 0.0564045198, -0.0801336467, -0.0398036987, 0.0032771074, 0.0148546258, -0.089223437, -0.0120080868, -0.0553998612, -0.1351986229, -0.0032472068, -0.0482237116, 0.0363591462, -0.0625281632, 0.0183470175, -0.0063568708, 0.0499938279, -0.0296374895, -0.0834825188, -0.070661135, 0.0667381734, 0.0346607938, -0.0237291288, 0.0371006839, 0.0264321435, -0.090323776, 0.0449944437, 0.0430808067, -0.1394086331, 0.028250102, 0.0667381734, 0.0797030777, 0.0210380722, 0.0079595437, 0.0568829291, 0.0236334465, 0.0112246908, -0.0459034257, 0.1312756538, -0.0874533206, 0.011709081, 0.0591314547, -0.0563088395, -0.0189091489, 0.0910892338, -0.0392056853, 0.0251643583, -0.0568350889, -0.0661162436, 0.0130247083, -0.021779608, -0.0065841153, -0.0044940626, 0.0934812799, -0.0482715517, 0.0695129484, -0.1000833362, 0.0230713151, 0.0485107563, 0.0539167896, -0.0085814763, -0.0345172696, 0.0778372809, -0.001190792, 0.000116519, 0.0135629186, -0.0453293324, -0.0743448883, 0.0682212412, -0.0005516664, -0.1027624309, -0.1201765537, 0.0368375592, 0.0071283067, 0.0971650407, -0.0227603484, 0.0010831498, -0.009275171, -0.0429851227, -0.0781721696, -0.1082163081, 0.0130007872, -0.0250686761, 0.0748711377, -0.0751581863, 0.2034198642, 0.0553998612, 0.0623368025, 0.1390258968, -0.0268627126, 0.0217317678, -0.1919380277, -0.0314076059, -0.0239444133, 0.180647552, -0.0458795018, 0.0127855027, -0.0894147977, -0.0667381734, 0.0513812155, 0.0521945134, 0.0840087682, 0.0026028485, -0.09281151, 0.1022840217, 0.0513333753, 0.0446834788, 0.04432467, -0.0016086531, 0.0246620271, -0.0001116601, 0.0354023278, 0.0240998957, 0.0117868222, 0.044755239, -0.0888407081, 0.0855875239, -0.0232028775, 0.0381531864, -0.0681255609, 0.0819994435, 0.0265995879, -0.058461681, -0.0299245361, 0.0794160366, 0.0120798489, -0.0570742935, 0.0232387576, 0.0073256507, 0.0263843033, -0.0590357743, 0.0054120114, -0.0627673715, -0.0686518103, -0.1069724411, -0.1516559124, 0.0875968412, -0.022616826, 0.0857310444, -0.0103515927, 0.0621932782, 0.0302115809, -0.0550171323, 0.0242673401, -0.0183470175, -0.0363830701, 0.0397080183, 0.0699913576, 0.0250925962, -0.130510211, 0.0590836145, 0.0564045198, -0.0599447526, 0.0288241934, 0.0041711358, 0.1160622239, 0.0653507859, 0.0415977351, -0.0455206968, -0.0412150063, 0.0256427675, 0.0816645622, -0.008491775, 0.0158234052, 0.0731488615, 0.034278065, 0.1295533776, -0.0005871733, 0.0365265906, 0.029015556, 0.0361199416, 0.0091555687, -0.0737707987, -0.0228321105, 0.0293743648, -0.0377943777, 0.11290472, -0.0300202183, -0.0840087682, 0.0136586009, 0.0567394085, 0.032699313, 0.0548736081, 0.0157516431, -0.0264799856, -0.0043206387, 0.1120435819, 0.1163492724, 0.0484389961, 0.0022679616, -0.0060518845, -0.0671209022, 0.0210739542, -0.0313597657, -0.0210380722, 0.0285132267, -0.0351631232, 0.0206075031, 0.0155363595, -0.0026387293, -0.0249012318, -0.053677585, -0.0164931789, -0.0998919755, 0.0489413254, -0.0332973264, 0.0807555839, 0.082717061, 0.0196985248, -0.0461187102, -0.0459273458, 0.0623846427, 0.0803250149, -0.0156679228, 0.0150699103, 0.0519553088, 0.0257145297, -0.118741326, -0.0190646313, 0.0229636729 ]
712.0335
Andrey Pototsky
Andrey Pototsky and Natalia Janson
Excitable systems with noise and delay with applications to control: renewal theory approach
null
null
10.1103/PhysRevE.77.031113
null
nlin.CD
null
We present an approach for the analytical treatment of excitable systems with noise-induced dynamics in the presence of time delay. An excitable system is modeled as a bistable system with a time delay, while another delay enters as a control term taken after [Pyragas 1992] as a difference between the current system state and its state "tau" time units before. This approach combines the elements of renewal theory to estimate the essential features of the resulting stochastic process as functions of the parameters of the controlling term.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:20:20 GMT" } ]
2009-11-13T00:00:00
[ [ "Pototsky", "Andrey", "" ], [ "Janson", "Natalia", "" ] ]
[ -0.0104651283, 0.0189582705, -0.0393037312, -0.101618506, -0.107711263, 0.0327757746, 0.0502108559, 0.042622108, -0.0951993465, 0.0244118329, 0.0311437864, -0.1001497135, -0.0572828092, -0.0022898843, -0.0935673639, -0.0657147542, -0.0291038007, 0.0588603988, 0.0533932336, 0.0314157866, -0.0557596199, -0.0631579682, -0.0144975008, 0.0461580865, 0.0559772179, -0.0937849581, 0.0480076708, 0.1167416051, 0.0528764389, 0.0374541432, 0.0906297788, -0.0483612679, -0.1193527877, -0.0235958397, -0.0755066872, 0.0514620468, -0.0147014996, 0.0273494124, -0.0276894104, -0.01019313, -0.0733850971, -0.1313207, -0.1126072332, 0.1497077793, 0.0382701382, 0.038596537, -0.1521013677, 0.0183054749, -0.0015648393, 0.1222903654, -0.0061029582, -0.0728955045, -0.0496124625, -0.0451788902, -0.0075207488, -0.0539916307, 0.0631579682, 0.0295933969, -0.0401469246, -0.0618523769, -0.0018172875, -0.0319869816, -0.0385421365, 0.0482252687, -0.0261934213, -0.0174758807, -0.0911193788, -0.0186998714, -0.0537468344, 0.1000953168, -0.0440365002, 0.0422413126, -0.0307357907, 0.0365565494, 0.0333197713, 0.0245206319, -0.031116588, -0.0191758685, 0.0499660596, 0.0536380336, 0.0401469246, -0.053692434, 0.0097171338, 0.0501564592, -0.1204407737, -0.1118456349, -0.041588515, -0.0356045552, 0.0541820303, -0.00731675, -0.0301101934, 0.1668980569, -0.0626683682, 0.0798042566, 0.0341629684, 0.0060111592, 0.0070107523, -0.0045525688, 0.0114443218, -0.0749082863, -0.0480076708, -0.0922617689, -0.007031152, -0.0650075525, 0.1034680903, 0.0104719289, -0.0476268753, 0.0192302689, -0.1047736853, 0.0053991633, 0.0866586044, -0.0768122748, -0.0063035567, -0.0916633755, 0.1090712547, -0.1426358223, -0.0982457325, -0.124901548, 0.0547532253, -0.0231198426, -0.015095897, -0.0000768714, -0.0660411492, -0.0208622571, 0.0845370218, -0.0012086917, 0.0675099418, -0.0759962797, -0.0109275253, -0.0253230277, 0.0625051707, -0.0708283186, -0.0373997428, -0.1091256514, -0.0385421365, -0.0837210268, 0.0318237841, 0.0454508886, 0.047110077, -0.0458044857, 0.1453558058, 0.0225078464, -0.1030328944, 0.0759962797, -0.0524956398, 0.0575548075, -0.0245886315, -0.0918809697, -0.0123215159, 0.0423229113, 0.0088875396, 0.0633755699, 0.0013506408, 0.027077416, 0.044226896, -0.0701211244, 0.0235686395, 0.0800762549, -0.0260710213, -0.0909017771, 0.028804604, 0.0250918288, -0.0044437698, -0.0028950803, 0.1033592969, 0.0006345207, -0.0407997221, 0.0325037763, -0.0521964431, 0.0294029992, -0.0100775314, -0.102108106, 0.0127771124, 0.0746906921, 0.1244663522, -0.0021249854, -0.0403917246, -0.0810554475, -0.0777914673, 0.0530396365, 0.0448796935, 0.0578812063, -0.0044403696, -0.0125187142, 0.1091256514, -0.1078744605, 0.0000091972, 0.0532844365, 0.0022558847, -0.0450700931, 0.0136067066, 0.0065585552, 0.0633755699, 0.0611995831, 0.0141439037, -0.0611995831, 0.0294029992, 0.0830682293, -0.0494220629, -0.075452283, 0.019583866, 0.0508908518, 0.0574460067, -0.0596763939, 0.0438461006, -0.0406365208, 0.0461308844, 0.046076484, -0.0806746483, -0.0189582705, 0.0421325117, -0.1403510422, 0.0569564104, -0.0090575386, -0.1723380238, 0.0098803323, -0.05002046, 0.1220727637, 0.0447708927, 0.0567388125, -0.0073031499, -0.0430845059, -0.0007985695, 0.0181558765, 0.0230926424, 0.0680539384, 0.0432477035, -0.0175438803, -0.0204814598, -0.0363117531, 0.0572828092, -0.0608187839, 0.0581532009, -0.0684347302, 0.029375799, 0.0312525854, 0.019815065, -0.0932409614, 0.0697947219, -0.0298653953, -0.0057493607, 0.0453148894, -0.0901401863, -0.0450428911, 0.0273358133, 0.0713723153, -0.0904121846, -0.0160478912, -0.0634843633, -0.078661859, -0.0064939559, 0.0046069687, 0.0766490772, 0.0699579194, 0.0768666714, -0.0656059533 ]
712.0336
Daniel Andersson
Daniel Andersson, Boualem Djehiche
A maximum principle for relaxed stochastic control of linear SDE's with application to bond portfolio optimization
30 pages
null
null
null
math.OC
null
We study relaxed stochastic control problems where the state equation is a one dimensional linear stochastic differential equation with random and unbounded coefficients. The two main results are existence of an optimal relaxed control and necessary conditions for optimality in the form of a relaxed maximum principle. The main motivation is an optimal bond portfolio problem in a market where there exists a continuum of bonds and the portfolio weights are modeled as measure-valued processes on the set of times to maturity.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:44:57 GMT" }, { "version": "v2", "created": "Fri, 15 Feb 2008 10:30:41 GMT" } ]
2008-02-15T00:00:00
[ [ "Andersson", "Daniel", "" ], [ "Djehiche", "Boualem", "" ] ]
[ 0.059864644, 0.0524662286, 0.052257821, 0.0217393581, -0.1033694148, 0.0944079533, 0.0406652354, -0.0383467153, -0.039258495, 0.0346475095, 0.1472388953, -0.1106636226, -0.1031089053, 0.0755993053, 0.026037734, 0.0831019208, 0.1212923303, 0.0423324816, 0.0438955277, 0.0050961799, -0.0603856593, -0.0321987383, -0.0147056533, -0.010465892, -0.0387114286, -0.0977945477, 0.0882599726, 0.0135073187, 0.0435047671, -0.0567906536, 0.1028483957, -0.0622092113, -0.0397274084, -0.0210750643, -0.060750369, 0.0746093765, -0.0181052778, 0.0277440585, -0.0345954075, 0.0143800192, -0.0423585325, -0.0439215787, -0.029098697, 0.0687219054, 0.0042169667, -0.0038392306, -0.036861822, 0.0212053172, 0.0374349393, 0.06476219, -0.1099342033, -0.039232444, 0.0874263495, -0.0590310208, 0.0136375725, 0.0218044855, 0.1013374552, 0.0463442989, 0.0571032651, -0.0613755882, 0.0200590845, -0.0530132949, -0.0431921594, 0.0965962112, -0.0940953419, -0.1096215919, -0.143904388, 0.010465892, 0.0298802201, 0.1061828956, -0.0152266687, -0.0743488669, 0.0373307392, 0.0749219805, -0.0716916919, -0.0014083692, 0.0663252324, 0.0753387958, -0.0006016097, 0.0799758285, -0.0651789978, -0.0398316085, 0.0178187191, -0.0176493898, -0.0850296766, -0.0459014364, -0.0627302304, 0.0431921594, -0.0086814156, -0.020879684, -0.0514502488, 0.0732547343, 0.0285776816, 0.0058190883, 0.0918549746, -0.0042137103, 0.0677319765, 0.083570838, 0.0026783436, -0.0493140854, -0.0401963219, -0.024396535, 0.0259986576, -0.0467090122, 0.0956062824, -0.0494964421, 0.0086293137, 0.0646058843, -0.001406741, -0.0192124341, -0.0465787575, -0.0172977038, -0.0399879143, 0.065647915, -0.0031586546, -0.1062870994, -0.1907957643, 0.039414797, -0.0799758285, -0.0848212689, 0.0390240364, 0.030739896, 0.0321726874, -0.0152527196, 0.0318861306, 0.1007643342, -0.0161644965, -0.1858982146, -0.1040467322, 0.0048031085, 0.0727858171, 0.0121005774, -0.0019863704, -0.1058181822, -0.0160863437, -0.1194166765, 0.0301928297, 0.025581846, 0.0819556862, -0.0815909803, 0.0944079533, 0.0361324027, -0.0603856593, 0.0147447297, -0.04702162, 0.0155783538, -0.0139111057, 0.07163959, 0.0390761383, 0.0101207197, 0.0338920355, 0.0082971668, -0.0100946687, 0.1299411803, 0.0879994631, -0.1282739341, -0.0311567076, 0.0762766227, 0.0574679747, 0.0695555285, 0.0956062824, 0.1110804379, -0.0106612733, -0.0835187361, 0.0823725015, -0.0032596013, -0.0810178593, 0.0467871614, 0.0293852556, -0.0163338259, 0.1308790147, -0.0503300652, -0.0999307111, -0.0238755196, 0.0667420477, -0.0359239951, -0.0386853777, -0.0826851055, 0.0541855767, 0.0205149725, 0.0229246672, -0.003021888, 0.0231721494, 0.0071639586, 0.0127323084, 0.0178708211, -0.057311669, -0.0152006177, 0.0381643623, 0.025581846, -0.0031570264, 0.0593957305, 0.0812783688, 0.0689824075, -0.0233024042, -0.0551234074, 0.0057539614, 0.0841439515, -0.0456148796, -0.0429577008, 0.0156695321, -0.0367576219, 0.0386853777, -0.1303579956, -0.0429577008, 0.063303344, -0.0132924002, 0.0937827304, -0.0654916093, -0.0006573746, 0.0014677974, -0.0697639287, -0.071014367, -0.0042527863, 0.0498611517, -0.0078673288, -0.010921781, 0.0063954615, 0.040326573, 0.1375479996, -0.0346214585, 0.0781001747, 0.0135333696, -0.0151354913, -0.010465892, 0.0168939177, 0.0165813081, -0.0443644412, 0.116394788, -0.0997223035, 0.0756514072, -0.0491056815, -0.0341264941, -0.051163692, 0.0851338804, 0.0530914478, -0.0109803947, 0.004663086, -0.1168116033, -0.1193124726, -0.0439997315, 0.0266499259, -0.1062349975, -0.0148749836, -0.0296457633, 0.1021710783, -0.0560612343, 0.0798716247, -0.0594478324, 0.0104593793, -0.0025366927, -0.0243574604, 0.0473342277, -0.0052687661, -0.0500956103, -0.0608545728 ]
712.0337
Tobias Galla
Tobias Galla, Andrea De Martino
On the transition to efficiency in Minority Games
12 pages, 3 figures; contribution to the special issue "Viewing the World through Spin Glasses" in honour of David Sherrington on the occasion of his 65th birthday
null
10.1088/1751-8113/41/32/324003
null
physics.soc-ph cond-mat.dis-nn cond-mat.stat-mech q-fin.GN q-fin.TR
null
The existence of a phase transition with diverging susceptibility in batch Minority Games (MGs) is the mark of informationally efficient regimes and is linked to the specifics of the agents' learning rules. Here we study how the standard scenario is affected in a mixed population game in which agents with the `optimal' learning rule (i.e. the one leading to efficiency) coexist with ones whose adaptive dynamics is sub-optimal. Our generic finding is that any non-vanishing intensive fraction of optimal agents guarantees the existence of an efficient phase. Specifically, we calculate the dependence of the critical point on the fraction $q$ of `optimal' agents focusing our analysis on three cases: MGs with market impact correction, grand-canonical MGs and MGs with heterogeneous comfort levels.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:25:21 GMT" } ]
2009-11-13T00:00:00
[ [ "Galla", "Tobias", "" ], [ "De Martino", "Andrea", "" ] ]
[ -0.0289322603, 0.0734242648, 0.0337773748, 0.0212631337, 0.037764214, 0.0485895835, 0.0441043936, 0.0592488386, -0.0566740073, -0.0219691377, 0.1282432824, -0.0234088283, -0.1054850817, 0.0604116656, 0.0127426535, 0.0679977313, 0.0114621585, -0.0371828005, 0.0188405775, 0.1356632262, 0.0341096111, 0.0581413843, 0.0099878591, 0.035189379, -0.0284892786, -0.00204187, 0.0457378887, 0.0760821551, 0.0031995066, 0.045765575, 0.0710986033, -0.009011914, -0.0415018722, -0.0490048788, -0.0633464232, 0.0041875639, -0.0129918307, 0.0629588142, 0.0336112566, 0.0517735183, -0.0729812831, 0.0148675824, -0.1254746467, 0.110856235, 0.0293198694, 0.0178992394, 0.0941890404, -0.0598025657, -0.0009629666, 0.0936353132, -0.0978990123, -0.0063401796, -0.0370443687, -0.0589166023, -0.0318670161, 0.0029520595, -0.0059179622, 0.0259006023, 0.0976775214, -0.1076446176, -0.0295413602, -0.056646321, 0.0662258044, 0.0650629774, -0.0154213095, -0.0127426535, -0.128132537, 0.0553727448, 0.0507214367, 0.0519119501, -0.1221522763, -0.137656644, 0.0455163978, -0.0776879638, -0.0641216412, 0.0731474012, -0.0270911157, 0.0026821173, -0.0500569642, -0.0044332803, 0.0171517078, -0.0325314887, 0.0419725403, -0.0307872463, 0.0059767957, -0.0265373886, -0.045377966, -0.0281155128, -0.1554866731, -0.0651737228, -0.0183699094, 0.0231734943, -0.0637894049, 0.0550958812, 0.0028690004, -0.1161720231, 0.1162827685, -0.0919741318, 0.0606331564, 0.057809148, 0.0099324863, -0.0057587656, 0.1223737672, -0.0297905374, 0.154932946, -0.1357739717, -0.0929154679, 0.0310917962, -0.1078107357, -0.0182591639, -0.0148952687, -0.0471222065, 0.0362968333, 0.0838343352, -0.0596364476, -0.0786846727, -0.007049643, -0.1149538234, 0.0233396124, 0.1059280634, -0.0237272214, -0.0155874277, -0.0367675051, -0.0334174521, -0.053296268, -0.0226059239, 0.1059280634, -0.0830591172, -0.0550405085, -0.03931465, 0.1016089916, 0.0412803814, -0.0595257021, -0.0154905254, 0.002723647, -0.0704895034, 0.0240179282, 0.0058625895, -0.0388439819, -0.0448796116, -0.0455994569, 0.1234812215, -0.0076968116, 0.1489526927, -0.0626819506, 0.105429709, -0.0652844682, 0.0530747771, 0.0114275506, 0.0230212193, 0.1083090901, -0.0515797138, -0.0163488034, 0.0014708386, 0.0226751398, -0.0644538775, -0.0771342367, 0.1119083166, 0.027963236, -0.086879842, 0.0519396365, 0.071929194, -0.0373489186, -0.0631249323, 0.0182730071, 0.0068281516, -0.0537669361, -0.0219276082, -0.0851079077, -0.0310641099, -0.0024658176, -0.0579198934, -0.1272465736, -0.0004010198, 0.0330298431, -0.0864368603, -0.1424186975, -0.1878243536, -0.0484511517, -0.0815086812, -0.0208339952, 0.0252915025, 0.0194912069, -0.0028361229, -0.0439105891, -0.042415522, -0.1091950536, 0.0479251109, -0.0330852158, -0.0376257822, -0.0763590187, 0.0798474997, 0.057421539, -0.00603909, 0.0535731316, -0.0722060576, 0.0789615363, 0.0759714097, 0.0518842638, 0.0660596862, -0.0006865356, 0.0021837626, 0.0828929991, -0.0316178389, 0.0138570294, -0.0177608076, 0.0218030196, 0.0134832636, -0.0430799983, 0.042027913, 0.0295413602, 0.0357707925, 0.0119051402, 0.0060806195, 0.0110814711, 0.0698804036, -0.101332128, 0.1036577821, 0.0134555772, 0.1481774747, -0.0010365086, 0.0231042784, -0.032863725, 0.0605777837, 0.042332463, 0.014216953, -0.0254160911, -0.0539607406, 0.0397576317, -0.0258175433, -0.0086865993, -0.0064959154, -0.0732027739, -0.0686068311, 0.0314240344, -0.0311194826, -0.0159611944, -0.0001869912, -0.0570893027, -0.0558710992, -0.0152690345, 0.017013276, -0.0000770568, -0.0769681185, -0.0514966547, 0.0192558728, -0.06572745, -0.0852186531, -0.0215815287, 0.0209862702, -0.1367706805, -0.0045613302, 0.0007302281, 0.0219691377, -0.0693266764, -0.0178715531 ]
712.0338
Ettore Minguzzi
E. Minguzzi
Weak distinction and the optimal definition of causal continuity
9 pages, 2 figures. v2: improved and expanded version. v3: a few misprints have been corrected and a reference has been updated
Class.Quant.Grav.25:075015,2008
10.1088/0264-9381/25/7/075015
null
gr-qc
null
Causal continuity is usually defined by imposing the conditions (i) distinction and (ii) reflectivity. It is proved here that a new causality property which stays between weak distinction and causality, called feeble distinction, can actually replace distinction in the definition of causal continuity. An intermediate proof shows that feeble distinction and future (past) reflectivity implies past (resp. future) distinction. Some new characterizations of weak distinction and reflectivity are given.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:41:13 GMT" }, { "version": "v2", "created": "Sun, 23 Dec 2007 20:12:38 GMT" }, { "version": "v3", "created": "Thu, 20 Mar 2008 13:56:59 GMT" } ]
2008-11-26T00:00:00
[ [ "Minguzzi", "E.", "" ] ]
[ 0.036993295, 0.0035805888, 0.0068979887, 0.053568054, 0.0390498377, 0.0486960076, 0.056408044, -0.0268819593, -0.0459539481, 0.0789320916, 0.0652707666, 0.0190352667, -0.0123025356, 0.0439953357, 0.0764838234, 0.0873541236, 0.0010550496, 0.0895086005, 0.0039111045, 0.076630719, -0.0136001166, -0.0512177199, 0.1141871139, 0.0491611771, -0.0446808524, -0.0554287359, -0.0029011951, 0.0032990382, 0.0630673245, 0.0663969666, 0.1142850444, -0.035744682, 0.0053892452, -0.0663969666, -0.0597376861, 0.1051774994, -0.0234176628, 0.0739865899, -0.0183007866, 0.0387070812, -0.0659562796, -0.0063287672, -0.0308236666, -0.005664675, 0.1152643561, -0.0313133188, 0.0311664231, 0.0555266701, 0.0004269163, 0.014750801, -0.1530655771, 0.0035989508, 0.0985671803, -0.0110477991, -0.1165374517, 0.0119597781, 0.0269064419, 0.0264657531, -0.0326843485, -0.1262325794, -0.0185333714, -0.0724686682, -0.029256776, 0.0312153883, -0.1013582051, 0.0689431652, -0.0331250355, -0.0023732877, 0.0091809966, -0.028816089, -0.0094441855, 0.0654666275, 0.0123882247, 0.0703631565, 0.0422081016, 0.0909285918, 0.1450352669, 0.0255109295, 0.0146406293, 0.0536659881, 0.0102521135, 0.052197028, -0.017101137, 0.0356712341, 0.0008553629, -0.048793938, 0.0172357913, 0.0110110752, -0.0984692499, -0.0590521693, 0.0593949296, 0.0357691646, 0.0531763323, 0.0007122923, 0.0081282426, -0.0131471874, 0.1164395213, -0.0306522883, -0.0181294084, 0.0051780823, -0.0662990361, -0.0051229964, -0.0118557271, -0.0490142815, 0.142782867, 0.0721748769, 0.0189618189, -0.0645362884, -0.1367111653, 0.0160361417, -0.0083853099, -0.0188761298, -0.0232830085, 0.0459049828, 0.0044221799, -0.1011623442, -0.144839406, -0.0540577099, -0.0210428443, 0.0252661034, 0.0613535419, -0.0408615544, 0.1645234674, 0.0066286796, -0.0159749351, -0.0198554359, 0.0039264061, 0.0165380351, -0.0932299644, -0.0562121831, 0.1266243011, 0.0335167572, 0.0010122049, 0.0226709414, -0.0662011057, 0.0330026224, -0.0082506556, -0.061598368, -0.0411063842, -0.0144570097, -0.0444605052, 0.0187537167, 0.0849058554, 0.0534211583, 0.0955313295, 0.1720641255, -0.0234054215, 0.0155342463, 0.0263188574, 0.0078895362, -0.0279347133, -0.0206143986, 0.0304074604, 0.0260495488, -0.0059645874, 0.0057626055, 0.0369443297, 0.0676700696, 0.0365036428, 0.0027940834, 0.0342022739, 0.0152526964, 0.0177132022, -0.0306522883, 0.0289874673, -0.115460217, 0.0637528449, 0.1235884577, -0.0433343053, -0.0132696005, -0.0667886883, 0.0252416208, -0.1631524265, 0.0125473626, 0.0697266087, 0.0478635952, -0.0627735332, -0.1044919863, 0.0861299932, 0.0569466613, 0.1224132925, 0.0490632467, 0.0655155927, 0.0441422313, 0.0265636835, -0.0132573592, -0.0769734755, 0.1078216285, 0.0929361731, -0.1277015507, -0.1443497539, 0.0991057977, 0.0346429609, 0.1033168137, -0.0154607985, -0.0243847277, 0.0155464876, 0.0753086582, 0.0255354121, -0.0592480339, -0.0452194698, 0.0525887497, 0.0605700947, 0.0625287071, 0.0430649966, 0.0705100521, 0.1254491359, -0.0401760414, -0.0807438046, -0.0350102, -0.0008836709, -0.0133920135, -0.0071795397, 0.1111512706, -0.045831535, -0.0588563085, 0.0034183911, -0.0574852824, 0.0470801517, 0.1526738554, -0.0155587289, -0.050336346, 0.114774704, 0.0048598074, -0.0029180269, 0.0621859506, 0.0399312153, -0.0355488211, 0.0010649957, 0.0047496357, -0.0045323521, -0.0125596039, -0.1325001419, -0.0374829508, -0.0392212197, -0.0476677343, 0.0161218308, 0.0002084851, -0.027273681, -0.0749659017, -0.0267350618, 0.0220343918, -0.1782337576, -0.0627735332, -0.0408125892, 0.0531763323, -0.0144202858, 0.1074299067, -0.0587094128, -0.0958251208, 0.0615494028, -0.0121433986, 0.04668843, -0.0134777036, -0.0247030016, -0.0176642369 ]
712.0339
Punyabrata Pradhan
Punyabrata Pradhan, Yariv Kafri, and Dov Levine
Non-equilibrium fluctuation theorems in the presence of local heating
8 pages, 7 figures, revised and extended version, to appear in Phys. Rev. E
Phys. Rev. E 77, 041129 (2008)
10.1103/PhysRevE.77.041129
null
cond-mat.stat-mech
null
We study two non-equilibrium work fluctuation theorems, the Crooks' theorem and the Jarzynski equality, for a test system coupled to a spatially extended heat reservoir whose degrees of freedom are explicitly modeled. The sufficient conditions for the validity of the theorems are discussed in detail and compared to the case of classical Hamiltonian dynamics. When the conditions are met the fluctuation theorems are shown to hold despite the fact that the immediate vicinity of the test system goes out of equilibrium during an irreversible process. We also study the effect of the coupling to the heat reservoir on the convergence of $<\exp(-\beta W)>$ to its theoretical mean value, where $W$ is the work done on the test system and $\beta$ is the inverse temperature. It is shown that the larger the local heating, the slower the convergence.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:52:00 GMT" }, { "version": "v2", "created": "Thu, 3 Apr 2008 16:53:04 GMT" } ]
2010-02-22T00:00:00
[ [ "Pradhan", "Punyabrata", "" ], [ "Kafri", "Yariv", "" ], [ "Levine", "Dov", "" ] ]
[ -0.0556673668, 0.072085388, -0.0242935456, -0.0595666468, -0.0231648069, 0.00861305, -0.0476122722, -0.0160973594, -0.084706746, -0.000137986, 0.0954810753, 0.0642355233, -0.0902991369, 0.0361709595, 0.0079653077, 0.1275475323, -0.0041654324, 0.0381462537, -0.0693661571, 0.0740350336, -0.0415837765, -0.1437603235, 0.0052236253, 0.0659799352, 0.0181111339, -0.1061014831, -0.0450726077, 0.0969176516, 0.091273956, -0.1316520423, 0.0554108322, -0.035965737, -0.0182522256, -0.0833214745, -0.0114284847, 0.0939931944, 0.0102676786, 0.0945062563, -0.0029773703, -0.0259481743, -0.1044083759, -0.0676217377, -0.1936300844, 0.1462230384, 0.0067531955, 0.0419685766, -0.0229211021, -0.0021147826, 0.0595666468, 0.0198298953, -0.0363505334, 0.0008986624, 0.0326564759, -0.1240587011, -0.0469452888, -0.0008116821, -0.0089465408, 0.0984568447, -0.0214332175, -0.2152813524, 0.0342213213, -0.0599770956, 0.0088952342, -0.0361453071, -0.0825518817, -0.0026663258, -0.0218180157, -0.0008164921, 0.0240883213, 0.1213907674, -0.0013499977, -0.0219206288, 0.0764977336, -0.0212408192, -0.0135576967, 0.0167386886, 0.0028587244, -0.041737698, -0.0189576875, 0.0529481284, 0.0582839884, -0.0492540747, 0.0850145817, -0.0212151669, -0.0262688398, -0.0205097049, -0.0199068543, -0.0211125538, -0.0202531721, -0.0283210929, 0.0260507874, 0.0552056096, 0.1160549149, 0.0312198997, 0.069058314, -0.0750611573, 0.075933367, -0.0098379878, 0.039326299, 0.0482279472, -0.0369918607, -0.0035112768, 0.0695200711, -0.0934288204, 0.2358038872, 0.0578735359, -0.0703922808, -0.053717725, -0.0018149613, 0.0413272455, 0.0360170417, -0.0585405193, 0.0169182606, -0.0782934576, -0.0568987168, -0.0625937209, -0.0890677869, -0.0781908408, -0.0452521816, -0.0056469026, -0.0318099223, -0.069058314, 0.0191244334, -0.022998061, -0.0029885937, -0.0788578242, 0.057617005, -0.0017716716, -0.0777290836, -0.025037488, 0.1169784293, -0.0159819201, -0.0066698226, 0.0187652893, 0.0464835316, -0.0602849349, 0.0621319637, 0.0064710104, 0.1286762655, -0.0197144561, 0.0607979968, 0.0416863896, 0.0017877049, -0.0156612564, -0.0231776331, 0.0781908408, 0.1153366268, 0.0350165665, 0.0567961037, 0.0110116201, -0.0014542138, -0.028936768, -0.0421224944, 0.0651590377, 0.0042103254, -0.0018758876, 0.0836293101, 0.1218012199, 0.0104215974, -0.0749072358, 0.0146223037, 0.0919409394, -0.039941974, 0.0300911609, 0.1574078053, -0.0162256267, -0.0528968237, -0.0673652068, -0.0574117787, -0.0558725893, 0.0082731452, 0.0016995221, -0.0859894007, -0.0054448838, 0.0767542645, 0.0617215112, 0.012871475, -0.0384284407, -0.041737698, 0.0683913305, 0.0313994735, 0.0082474919, 0.0201762132, -0.0430716611, 0.0607466921, -0.0565908775, 0.0170080476, 0.0824492648, 0.0032691751, 0.0189576875, -0.002772145, 0.0635172352, 0.0671086758, 0.0094403643, 0.0338621773, -0.1100007668, 0.0156997368, 0.0602336265, -0.069622688, 0.0119158942, -0.0170850065, -0.0263457987, 0.0517167784, 0.0052300389, -0.0034952436, 0.0638763756, 0.0242165867, 0.0478174984, -0.0768568814, -0.0286545847, 0.0336826034, -0.0259225219, 0.070854038, 0.0440464802, 0.017841775, 0.0155073376, -0.1403741091, 0.1900386363, 0.0720340833, 0.0797813386, -0.0560265109, 0.0985081494, -0.0110693397, 0.1009195447, 0.0527942106, -0.0010670113, 0.0060701799, -0.0291419942, 0.0650564209, 0.0006766022, -0.0109923808, -0.0341956653, -0.0030270733, -0.1309337467, 0.0490745008, -0.079883948, 0.0410194099, 0.0279876012, -0.0511524081, -0.0857328698, -0.0858354867, 0.0422764122, -0.0515372045, -0.0881955773, -0.040839836, 0.0321690664, -0.0594127253, -0.0237291772, 0.0050568799, -0.0249733552, -0.0448160768, -0.0207277555, 0.0270897411, -0.0277054161, -0.0398137085, -0.0144042512 ]
712.034
Sean Dobbs
Kamal K. Seth
Challenges in Hadron Physics
25 pages, 8 figures, summary talk for XII Conference on Hadron Spectroscopy
null
null
null
hep-ex
null
The status of hadron physics at the end of the HADRON07 Conference is reviewed. The latest results presented at the conference, as well as those important developments in the field which were not represented, are included.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 16:46:39 GMT" }, { "version": "v2", "created": "Wed, 5 Dec 2007 18:55:13 GMT" } ]
2007-12-05T00:00:00
[ [ "Seth", "Kamal K.", "" ] ]
[ -0.0106541067, -0.0123923458, 0.0419778898, -0.0078575518, -0.0126643153, 0.0429711714, -0.0370587893, 0.1220315024, 0.0633807033, -0.0332748704, 0.0066750757, -0.0578940138, -0.0782326013, 0.0178672094, 0.0432549641, 0.0040322426, 0.0761987418, 0.0502315722, 0.0588399954, 0.1064228192, -0.0505153649, -0.056285847, 0.0751108602, 0.0813070312, -0.077996105, 0.0454307199, 0.0227390099, -0.0160461962, 0.0673538223, 0.0559074543, 0.108787775, -0.0160343722, -0.0090755019, -0.0784217939, -0.0569007359, 0.1137068719, -0.1004631445, 0.0702390596, -0.1173015982, 0.133194074, 0.0672592223, 0.0174296927, -0.1313967109, 0.128937155, -0.0072249272, 0.0063617197, -0.0168029815, -0.1157880276, -0.0290179551, -0.0569480322, -0.0500423759, 0.0264638085, 0.1634654552, -0.0004042589, -0.0548668765, -0.0389271043, 0.0625766218, -0.0650361702, -0.0263692103, -0.0446502864, -0.0128298625, -0.0577048175, -0.0487180017, 0.0821584165, -0.0958278403, -0.0582724065, 0.0155613814, -0.0307207201, -0.0161762685, 0.0152066387, 0.0815908313, 0.0791785792, 0.0005941941, 0.0222778432, -0.0483159609, -0.1029226929, 0.0259671677, 0.0292308014, -0.0078989379, 0.080644846, -0.0633807033, 0.0099446215, 0.0078339018, -0.0552452691, -0.0900573581, -0.031926848, -0.0497585796, -0.0345519409, -0.1134230793, -0.0590764917, -0.0001191714, 0.0183165502, -0.0138586164, 0.0371533893, 0.0518397391, -0.1015983224, 0.1008415371, 0.0231883507, 0.0447685346, 0.1208963245, -0.0243117027, 0.0166729093, -0.0238268878, 0.0202085115, 0.108503975, -0.019924717, -0.0424035825, -0.0685362965, -0.045454368, -0.0158451758, -0.0533060096, -0.1062336266, -0.1120987013, 0.1075579971, -0.1311129183, -0.0766244307, 0.0938885808, 0.0369405448, -0.0031246922, 0.055670958, -0.0330147222, 0.1282749772, 0.026700303, -0.0711850449, 0.0559074543, -0.0609684512, 0.1183421761, -0.0601170696, -0.0579886138, 0.0219112765, 0.0777596086, -0.0534479059, -0.070664756, -0.0067164623, -0.028450368, 0.0196645726, -0.0028822848, -0.1583571583, -0.0001782952, -0.1351806372, 0.0056699715, 0.0468969904, -0.0812124386, 0.0419542417, 0.0236376915, -0.0059537655, 0.0579413138, 0.0168148056, 0.1109635308, -0.0851855576, 0.0070771175, -0.0884964839, -0.0175242908, 0.0324707851, -0.0381703191, -0.0501842722, 0.0265584067, 0.0666443333, -0.0348120853, -0.0041534463, 0.0066632512, 0.0370351411, -0.0662659407, -0.0145208025, 0.0764825344, -0.0395419896, -0.0124514699, -0.0038460025, -0.0922331139, -0.0967738181, -0.0434914604, -0.0926115066, -0.0635698959, 0.0590764917, 0.0384304635, 0.0870302171, 0.0116000874, -0.0819692239, -0.1491811424, -0.0674957186, -0.0141542349, 0.1368833929, 0.0097613372, 0.0326599814, -0.0656510592, -0.0570426323, -0.0082241194, 0.0214382857, -0.0459037088, 0.0080703972, -0.0057143141, -0.0039228634, 0.0020249898, 0.0509883575, -0.031359259, -0.0217575543, 0.0493328907, 0.1029226929, 0.1010307297, -0.1381131709, 0.0380284227, 0.0093711205, 0.024429949, 0.0219822247, -0.1008415371, -0.0581305102, 0.0258725695, -0.0424508788, -0.0064917919, -0.0571845286, 0.0128653366, 0.0675430149, 0.0769082233, 0.0037691416, -0.0286632124, -0.0073431744, -0.1031118855, 0.030129483, 0.0727459118, 0.0222423691, -0.0264165085, 0.0447212346, 0.0829624981, -0.0194517262, 0.0645158812, 0.0592183881, -0.0410082601, 0.0035326465, 0.0037484483, 0.0225379877, -0.0209061727, -0.023921486, -0.0280719753, 0.0338188075, -0.0702863634, -0.0243117027, 0.0841449797, -0.080219157, -0.1014091223, -0.0419542417, 0.0820638165, -0.0172050223, 0.0343390964, 0.0795569718, -0.0349066854, -0.0102993641, -0.0068406225, 0.0545357838, 0.1022605076, -0.0348830372, 0.0866991207, -0.0065863901, 0.0645631775, -0.0510356538, 0.0227153599, -0.0408663638 ]
712.0341
Jeremy Michelson
Steven G. Avery and Jeremy Michelson
Mechanics and Quantum Supermechanics of a Monopole Probe Including a Coulomb Potential
34 pages with 4 black&white eps figures. v2: Reference corrected and a reference added. Figure files are significantly smaller; colour figures are included with the source (use \colorfigtrue). v3: Reference added
Phys.Rev.D77:085001,2008
10.1103/PhysRevD.77.085001
null
hep-th
null
A supersymmetric Lagrangian used to study D-particle probes in a D6-brane background is exactly soluble. We present an analysis of the classical and quantum mechanics of this theory, including classical trajectories in the bosonic theory, and the exact quantum spectrum and wavefunctions, including both bound and unbound states.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 18:57:36 GMT" }, { "version": "v2", "created": "Fri, 14 Dec 2007 20:57:01 GMT" }, { "version": "v3", "created": "Fri, 4 Jan 2008 22:37:04 GMT" } ]
2008-11-26T00:00:00
[ [ "Avery", "Steven G.", "" ], [ "Michelson", "Jeremy", "" ] ]
[ 0.0030779857, -0.0329310372, -0.0266820751, 0.0066085248, -0.0803933889, 0.0545544289, -0.001596337, 0.0740452334, 0.0133162402, -0.0016722792, -0.0383368842, -0.0087225093, -0.0364274792, 0.0619440712, -0.0020147942, -0.0305008851, -0.0171226505, -0.014580911, 0.0711191371, 0.0725573897, -0.0206686892, -0.0854520723, 0.0619440712, 0.0096462145, 0.0834682733, -0.0007288131, -0.0003678937, -0.0116858063, 0.0314927846, 0.0017575205, 0.0831707045, -0.0893700719, -0.1024631336, -0.0195032079, -0.1049428806, 0.1241857186, -0.0063729491, 0.0253802072, -0.037369784, 0.0172590371, -0.076128222, 0.0406430475, -0.0205694996, 0.0426764414, 0.02583896, 0.0328566432, -0.083765842, 0.0570837706, 0.0888245255, 0.0474375561, -0.0153868282, 0.0028935545, 0.0746899694, 0.0453545675, -0.1712017059, -0.0121383602, 0.0332782008, 0.0076810154, -0.0140849613, -0.0123987338, 0.038064111, -0.0659612641, -0.0545544289, 0.0505372398, -0.0685897917, -0.0428996198, -0.0551991612, -0.0275747832, -0.0156967975, -0.0078669963, 0.0611009598, 0.0563894399, 0.0296081752, 0.0301041249, -0.0017110253, 0.0270788334, -0.0292610116, 0.0791039169, -0.115655385, 0.0347660482, -0.028070733, -0.1167464778, 0.0356587581, -0.0771697164, -0.0997354165, 0.0358075425, -0.0179657657, 0.0714662969, -0.1177383736, -0.0294593908, -0.0175814051, -0.0045379363, -0.0026796763, 0.0362043008, 0.1616794914, -0.0841626003, 0.0135022206, -0.0256653782, -0.0319143385, -0.0353859849, -0.0476359352, -0.0393039845, -0.0087039107, -0.0085985214, 0.1963959336, -0.0263845045, 0.0544552393, 0.0264588967, -0.0438915156, 0.0879318193, 0.0436931364, 0.0655149072, -0.0373201892, 0.0951726809, -0.0412877835, -0.0567861982, -0.0793023035, 0.0366754532, -0.0830219164, 0.0396511517, -0.0631839484, 0.0279219486, 0.0471895784, -0.0592659451, 0.0672011375, -0.0722102225, 0.0114006354, -0.1448172033, -0.0719622523, 0.0553975403, 0.0869399235, -0.0475863405, -0.0205818973, -0.0582740493, -0.023557594, 0.0357579477, 0.0739956424, -0.0319887325, 0.0881301984, -0.0175814051, 0.063977465, -0.0494709462, 0.1039509848, 0.0349148326, 0.0877334401, 0.0898660198, -0.0454289615, 0.085055314, 0.1824101657, 0.0189948604, -0.0319887325, -0.0528186038, 0.0559926815, 0.100380145, 0.0365514681, -0.0950238928, 0.0736980736, 0.1058355868, -0.0457513258, -0.0294841882, -0.0093052499, 0.0874854624, -0.0329310372, -0.0390560105, 0.0839642212, 0.0158579797, -0.0087597053, -0.0406678468, -0.0808397457, -0.1063315421, 0.0061001768, -0.0292114168, -0.0724086016, -0.0030950338, 0.0193048287, 0.014866082, -0.0359811261, -0.1408496201, -0.0781120211, -0.0072842562, 0.0518763028, 0.0010647413, 0.0686889812, -0.0257645678, -0.0450074039, -0.092048198, 0.006639522, 0.1119853631, -0.0799966305, -0.0038064113, -0.0188336764, 0.0732021257, 0.0845097676, 0.0070548793, -0.0297569614, -0.1437261254, 0.0281451251, 0.0640270635, -0.0699288547, -0.0354107842, -0.0401718952, -0.0128078917, 0.0315919742, -0.0017854177, -0.0638782755, 0.0521242768, 0.1812198907, 0.0431971885, -0.103653416, -0.1259711385, 0.0702264234, 0.0020395918, 0.0128202904, -0.0049439948, -0.0682922229, -0.0558438972, -0.1044469327, 0.0432467833, 0.037047416, 0.0937840194, -0.0258885566, 0.1239873394, 0.0624896176, 0.130434677, 0.0956686288, 0.0580260716, -0.0139113795, -0.0762274116, -0.0324598849, 0.021610992, 0.0564390346, 0.016899474, -0.0538105033, -0.0298809484, 0.056587819, 0.0455281511, 0.0196023975, -0.0114750275, -0.0451313891, -0.1138699725, -0.003542938, -0.032980632, -0.0560422763, 0.0335261747, -0.011778797, 0.0400727056, -0.0058862986, 0.0342948958, 0.1022647545, -0.0284426957, 0.011537022, 0.0944287553, -0.0256405808, -0.0044728434, 0.0240535438, -0.0350636169 ]
712.0342
C. Motch
C. Motch, A. M. Pires, F. Haberl, A. Schwope, V.E. Zavlin
Proper motions of ROSAT discovered isolated neutron stars measured with Chandra: First X-ray measurement of the large proper motion of RX J1308.6+2127/RBS 1223
3 pages, 2 figures, proceedings of the conference "40 Years of Pulsars", 12-17 August 2007, Montreal, Canada
AIPConf.Proc.983:354-356,2008
10.1063/1.2900182
null
astro-ph
null
The unprecedented spatial resolution of the Chandra observatory opens the possibility to detect with relatively high accuracy proper motions at X-ray wavelengths. We have conducted an astrometric study of three of the "Magnificent Seven", the thermally emitting radio quiet isolated neutron stars (INSs) discovered by ROSAT. These three INSs (RX J0420.0-5022, RX J0806.4-4123 and RX J1308.6+2127/RBS 1223) either lack an optical counterpart or have one too faint to be used for astrometric purposes. We obtained ACIS observations 3 to 5 years apart to constrain or measure the displacement of the sources on the X-ray sky using as reference the background of extragalactic or remote galactic X-ray sources. Upper limits of 138 mas/yr and 76 mas/yr on the proper motion of RX J0420.0-5022 and RX J0806.4-4123, respectively, have already been presented in Motch et al. (2007). Here we report the very significant measurement (~ 10 sigma) of the proper motion of the third INS of our program, RX J1308.6+2127/RBS1223. Comparing observations obtained in 2002 and 2007 reveals a displacement of 1.1 arcsec implying a yearly proper motion of 223 mas, the second fastest measured for the ROSAT discovered INSs. The source is rapidly moving away from the galactic plane at a speed which precludes any significant accretion of matter from the interstellar medium. Its transverse velocity of ~ 740 (d/700pc) km/s might be the largest of the "Magnificent Seven" and among the fastest recorded for neutron stars. RX J1308.6+2127/RBS1223 is thus a young high velocity cooling neutron star. The source may have its origin in the closest part of the Scutum OB2 association about 0.8 Myr ago, an age consistent with that expected from cooling curves, but significantly younger than inferred from pulse timing measurements (1.5 Myr).
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:46:17 GMT" } ]
2008-11-26T00:00:00
[ [ "Motch", "C.", "" ], [ "Pires", "A. M.", "" ], [ "Haberl", "F.", "" ], [ "Schwope", "A.", "" ], [ "Zavlin", "V. E.", "" ] ]
[ -0.0326730311, 0.0421527401, 0.0199579764, -0.0307557881, -0.0108044688, 0.0353625007, -0.0360814668, -0.0778081492, 0.0714705959, -0.0635885894, -0.0096993903, -0.031314984, -0.1001759991, -0.0394898988, 0.1572140008, -0.0352559872, -0.0307824165, -0.0232332684, -0.0632690489, 0.0545083098, -0.0351494737, -0.0620441437, 0.0175747368, -0.0780744329, 0.00186898, -0.0081016868, -0.0035548899, -0.0957024246, 0.0971403643, -0.0956491679, 0.0110441241, -0.0781276897, 0.0183469597, -0.0646004677, -0.0968208164, 0.1188691258, 0.0364808924, -0.0043171276, -0.1687174737, -0.0690207854, 0.0189594124, 0.0124021722, -0.0481441244, 0.0945307761, -0.0462268814, -0.023486238, -0.0496619456, -0.0222213902, 0.0365075208, 0.0607659817, -0.0996966884, 0.0685414746, -0.1042235121, -0.0124687431, -0.0067536249, -0.0872346014, 0.029397741, 0.1024127826, -0.0343506224, -0.019931348, 0.0073361211, -0.0750387982, -0.0240986906, -0.0434841588, 0.0076756328, 0.02875866, 0.0239389203, 0.0820686966, 0.0593280494, -0.0287852883, 0.0062909569, -0.0277467798, -0.0080084875, -0.0038944017, 0.0983120129, -0.0490228646, 0.0393301286, 0.0589552522, 0.0063608564, 0.1171649098, 0.0710445419, -0.0334985107, -0.0226740725, -0.0561859012, -0.0648134947, -0.0102253007, 0.0679023936, -0.0829740614, -0.0624701977, -0.0142861307, 0.0074626058, 0.0577303469, 0.0614583194, -0.010751212, 0.0352826156, -0.1303725839, -0.02263413, -0.0638548732, 0.1265380979, 0.0454546586, -0.0202508885, -0.0513927899, -0.0124421148, -0.0931461006, 0.0613518059, 0.0709380284, -0.0047298674, 0.0556533299, 0.0011425243, -0.0984185264, 0.0863292366, -0.0395165272, -0.0339778252, 0.0497684591, -0.0297971666, -0.0005192535, -0.0732813254, -0.0062909569, -0.0457741991, 0.0703522041, 0.0489429794, 0.0726955011, 0.0549077354, 0.0445492938, 0.0778614059, -0.1130108833, -0.0137801906, -0.1090698764, -0.0436173007, -0.025842851, 0.0871280879, -0.0830273181, 0.0633223057, -0.0612452924, -0.0062543429, 0.0095729055, 0.1179105043, -0.1475212723, -0.0393035002, 0.0834001154, -0.0894713849, 0.004090786, 0.0346701629, 0.1119457483, -0.0476381853, 0.0383981355, -0.0867020339, 0.0453481451, 0.0489163511, -0.0602334142, 0.0316078961, -0.0257629659, 0.0473186448, -0.0442297533, -0.0020237574, -0.0818556622, 0.0751453117, 0.1320767999, -0.0826545209, -0.0500347428, -0.0320872068, -0.0424456522, 0.0476914421, -0.0187463854, 0.0366672911, 0.0692870691, -0.0559728742, 0.014805384, -0.1843749583, -0.0394632705, 0.005874888, -0.0638548732, -0.0895246416, -0.0647602379, -0.0040608291, 0.1141825318, 0.0326464027, -0.1120522618, -0.0683284476, 0.0600736439, -0.0798851624, -0.0009203437, 0.0846250206, -0.0663579404, -0.0022068277, 0.0200644899, -0.0257496517, 0.0246578883, 0.0264153611, -0.0429249629, -0.0057417462, 0.1096024439, -0.0114169214, 0.1142890453, -0.0871813446, -0.1338875294, 0.0056385612, -0.0348033048, -0.0473186448, -0.0057251034, 0.1103480384, 0.0791395679, 0.0996966884, -0.1012943909, -0.0900572091, -0.0782874599, 0.0371732302, 0.1423021108, -0.0455345437, 0.0660916567, 0.0398094393, -0.0182005037, -0.0106247272, 0.0356820412, 0.0123289442, -0.0063908133, 0.0007984356, 0.0674763396, 0.0455345437, 0.0193987805, -0.0118296612, 0.0602334142, 0.0533100329, 0.0698728934, 0.0819621757, 0.1094959304, 0.0939449519, 0.0424456522, 0.0552805327, -0.0513395332, 0.0091535086, 0.0094797062, -0.0416468009, -0.0479843542, -0.0153645799, 0.0343772508, -0.0266816448, -0.0260958206, 0.0028242734, -0.0744529739, -0.0439368412, 0.0524579249, -0.0616180897, -0.0025829538, -0.0361080952, -0.0848380476, -0.0284923762, -0.0158438906, 0.0594878197, -0.0380519666, 0.0542952828, 0.0333653688, 0.0205704309, -0.0659318864, -0.0544284247, 0.0421793684 ]
712.0343
P Ajith
P. Ajith
Gravitational-wave data analysis using binary black-hole waveforms
Minor modifications in the text, added table of phenomenological coefficients
Class.Quant.Grav.25:114033,2008
10.1088/0264-9381/25/11/114033
AEI-2007-169
gr-qc astro-ph
null
Coalescing binary black-hole systems are among the most promising sources of gravitational waves for ground-based interferometers. While the \emph{inspiral} and \emph{ring-down} stages of the binary black-hole coalescence are well-modelled by analytical approximation methods in general relativity, the recent progress in numerical relativity has enabled us to compute accurate waveforms from the \emph{merger} stage also. This has an important impact on the search for gravitational waves from binary black holes. In particular, while the current gravitational-wave searches look for each stage of the coalescence separately, combining the results from analytical and numerical relativity enables us to \emph{coherently} search for all three stages using a single template family. `Complete' binary black-hole waveforms can now be produced by matching post-Newtonian waveforms with those computed by numerical relativity. These waveforms can be parametrised to produce analytical waveform templates. The `complete' waveforms can also be used to estimate the efficiency of different search methods aiming to detect signals from black-hole coalescences. This paper summarises some recent efforts in this direction.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:01:35 GMT" }, { "version": "v2", "created": "Sat, 15 Mar 2008 20:54:04 GMT" } ]
2008-11-26T00:00:00
[ [ "Ajith", "P.", "" ] ]
[ 0.0511986315, 0.0949072316, -0.001987183, -0.0633887798, 0.0421754085, -0.0479060337, 0.0729900971, 0.0097961053, -0.0661535561, 0.0510226935, 0.0071004485, -0.0120958965, -0.1200415641, -0.0323227495, 0.035916958, 0.1020956561, 0.0071570007, 0.0916397721, 0.0496905744, 0.088020429, -0.0211379733, -0.0700242445, 0.0021159966, 0.0513243042, -0.0208866298, -0.0820384547, -0.0018458024, 0.0347105116, 0.0176065993, -0.0055892467, -0.0274215546, -0.0077665085, -0.0972195938, 0.0387320034, -0.0996324867, 0.1674951762, -0.0701247826, -0.0302366, -0.0097584045, 0.0590656772, 0.0446888395, 0.0112224789, -0.0667567849, 0.1681989431, -0.1047598943, -0.018234957, -0.0466995873, -0.051726453, 0.0370731391, 0.0494392291, -0.0197807178, 0.0712809637, 0.007948732, -0.0773131996, -0.0070061949, -0.0664049014, -0.0377266295, 0.0259386301, 0.0415219143, -0.0742970854, -0.0317446589, 0.02611457, -0.022545496, -0.0641428158, 0.021351615, -0.1267775595, -0.0302617345, 0.0262402426, 0.0451915264, 0.0914386958, 0.0221559126, -0.0169405397, -0.0437337346, 0.0449150503, 0.0728392899, -0.0174934939, -0.0406924821, 0.0303371381, -0.0673097372, 0.1133055687, 0.071833916, 0.0232115556, 0.0447642431, -0.0738446638, -0.0462723039, 0.0373747498, -0.0125985835, 0.0259134956, -0.1714161336, -0.0780672356, 0.0185742714, 0.0313173756, -0.02327439, -0.0224198233, 0.0616796501, 0.0014939219, 0.0017091346, -0.0060887919, 0.0170536432, 0.0740960091, 0.0087027624, 0.0391844213, 0.07540299, -0.0727387518, 0.1976563781, -0.0250337943, 0.1497000754, -0.0047755227, -0.0506205447, 0.0834962502, 0.0448396467, -0.0308649596, -0.0373998843, -0.0336297341, 0.0443872288, -0.0248075854, 0.0392849594, 0.0391592868, -0.0079047475, 0.0449904539, -0.0631374419, -0.0961136818, -0.0514248423, 0.0159351658, 0.0530837066, -0.0232869573, 0.0436834693, -0.0266423915, -0.1524145901, -0.0283263922, 0.0230607484, 0.0751516521, 0.0792234093, 0.008294329, -0.0666562468, -0.0150805991, -0.0007787715, 0.0503691994, 0.0150051955, 0.0808822811, 0.1489963084, 0.0270445403, 0.046322573, 0.0073015234, 0.0147035839, 0.0722863376, -0.0758554116, -0.0247573163, -0.0842000097, -0.1003865153, -0.009230583, -0.0172547176, 0.0076659708, -0.0405165404, 0.0324735567, -0.0245185401, 0.0115178069, 0.0113984188, -0.0395363048, -0.092645146, -0.0529329032, 0.0742468163, -0.0096201655, 0.0315184519, 0.0073015234, -0.0484589897, -0.0268183313, -0.0306387506, -0.1140093282, 0.0069182245, 0.0779164284, -0.044538036, -0.0499167815, -0.0331773162, -0.0350372568, 0.07540299, 0.0423513465, -0.1550285518, -0.080832012, -0.002065728, 0.0256998539, 0.0037167391, 0.0520280674, -0.0204216447, -0.0714317709, 0.0163373146, 0.0313173756, 0.0692702159, -0.0254987795, -0.0141506288, -0.0302366, 0.1136071756, 0.0757548735, 0.0931478292, 0.1050615013, -0.0333029889, 0.0916397721, 0.0808822811, -0.0166640617, 0.0525810197, 0.0666562468, -0.0695718303, 0.052279409, -0.0144648077, -0.052782096, -0.0772629306, 0.1307990551, 0.0348613188, -0.1179302856, 0.0084639862, 0.0397876464, -0.0752521902, 0.0314430483, 0.0842000097, -0.0779666975, -0.065751411, -0.0786201879, 0.0478054993, 0.1259732693, 0.0309403613, 0.0577586927, 0.0624839477, -0.0362185724, 0.1147130877, -0.0092431502, 0.0813849643, 0.0901317149, 0.0031857765, 0.0622828715, 0.0347105116, 0.0309403613, -0.0075528664, -0.0044959034, 0.072939828, 0.0136856437, -0.0426780954, 0.026391048, 0.0724371448, -0.0319708697, -0.1391436607, -0.0972195938, 0.0361934379, 0.0299098548, 0.0361180343, -0.1592511237, 0.0299098548, -0.0077727921, -0.0667065158, 0.0326243602, 0.0854064599, 0.0366961248, -0.0350623913, -0.0313676447, 0.0969682485, 0.0007614917, -0.0067611351 ]
712.0344
Sean Dobbs
Kamal K. Seth
Charm at CLEO-c
4 pages, 2 pages, presented at XV International Workshop on Deep-Inelastic Scattering and Related Subjects
null
null
null
hep-ex
null
A minireview of the recent results from CLEO-c is presented. It includes new results in charmonium spectroscopy, charmonium-like exotics, and open-charm decays.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:03:12 GMT" } ]
2007-12-04T00:00:00
[ [ "Seth", "Kamal K.", "" ] ]
[ 0.1470506638, 0.0111587029, -0.0314885862, 0.0061996402, -0.0306312237, 0.1561958641, -0.0082163904, 0.0631330535, -0.0075279027, -0.0150298243, 0.0102818552, -0.1214856654, -0.0500647724, 0.0541437417, 0.1269935668, 0.0212392081, -0.0161210131, 0.0062093828, 0.0613663718, 0.0878147036, -0.0345283262, -0.0955049843, 0.0633409023, 0.0124447467, -0.0586643815, -0.0579369217, -0.0938422233, 0.0390229858, 0.0434397012, 0.0285787508, 0.0914000422, -0.0274356008, -0.0081189629, -0.1241876632, -0.1040266529, 0.0751880929, -0.0637565926, -0.0527667664, -0.039048966, -0.0106845554, -0.0138477031, -0.0347881317, -0.0149518829, 0.1032472327, 0.0256299432, -0.053987857, -0.0358533412, -0.0555986576, 0.0374121815, -0.0080605065, -0.077474393, 0.0828264132, 0.0726419836, 0.005959319, -0.109742403, -0.0295400359, 0.0062353639, 0.0072940765, 0.0068653952, -0.0324758515, 0.0180435833, -0.1504801065, -0.0365288407, 0.0769028217, -0.1235641241, 0.0115873842, -0.1279288828, 0.0330474265, 0.0690566525, -0.019524483, 0.0601712577, 0.0616781376, 0.0193815883, -0.0045985808, -0.0093725314, -0.0495191813, 0.0182254482, 0.0472068973, 0.0000707365, 0.0265132859, -0.0291243438, 0.0017439533, 0.0309949536, -0.0989863947, 0.0090737529, 0.0435436219, -0.018758053, 0.0195374731, -0.0706154928, 0.0207195934, -0.0523250923, -0.041465167, 0.0281630587, -0.0622497126, 0.1814490855, 0.0085931104, 0.0321640857, -0.007014784, 0.0454661921, 0.1126522347, -0.0273836385, 0.0603271425, 0.0231487881, -0.0508441962, 0.1068325639, 0.0222654436, -0.007573369, -0.0901010036, -0.0050370046, -0.0616261773, -0.1338524669, -0.0965442136, -0.1622233838, -0.0499348715, -0.0150558054, -0.0435436219, 0.0499088913, -0.013068283, -0.0798646137, 0.0466093421, -0.1371780038, 0.0931667238, 0.0546113923, -0.0722782537, 0.0066965208, -0.0566378869, 0.0729537532, -0.0593398772, -0.0054916665, -0.0112561304, 0.0603791066, -0.0256689135, -0.008534654, -0.0534162819, -0.068381153, 0.042088706, -0.064432092, -0.1525585651, 0.0367886461, -0.0921274945, 0.0010221774, -0.0563261174, 0.0012340824, 0.0347361714, -0.0494152568, 0.0003198872, 0.0229279511, 0.027851291, 0.0049493201, -0.0276954062, -0.0117627541, -0.0455181561, -0.0103338165, 0.0019745319, -0.0383215062, -0.0672899634, 0.0643801317, -0.0153026218, -0.0333851762, -0.0034976492, 0.1559880078, 0.0356195159, -0.0943618342, -0.0150687955, 0.0478564166, -0.0924912244, -0.0892696232, 0.1183679849, -0.0918676928, -0.0142244231, 0.0526108816, -0.0090217916, -0.0565339625, 0.0001269603, -0.0485578962, 0.0126590868, -0.0170173459, -0.0338008665, -0.1779157072, 0.0274356008, -0.0159781203, 0.0921794623, 0.0896333531, 0.0343724415, -0.0611065626, 0.0125746503, 0.0850607529, 0.0334891006, -0.0154974768, 0.0693164617, -0.0605349876, 0.0196024254, 0.0647958219, 0.0441151969, -0.0500387922, -0.0205377284, 0.1141071543, 0.1106777042, -0.0325278156, -0.0816313028, 0.0329954661, 0.0565859266, 0.1094306335, -0.0963363722, 0.0507922322, 0.022369368, 0.1013766229, -0.0732135624, -0.043413721, 0.0106845554, 0.0945177227, 0.0885941237, 0.0067874533, 0.0203298833, -0.0327616408, 0.0118082203, -0.008723014, -0.0335670412, 0.012503203, 0.0881784335, -0.0571575016, 0.0710831434, 0.0779420435, 0.0165756755, 0.0623536371, 0.0465833619, -0.0000808344, -0.020823516, 0.0580928065, -0.0228500105, 0.0320861414, -0.0344763659, -0.0220316183, -0.0328655615, -0.0672899634, -0.0011455857, 0.101012893, -0.0269939285, -0.0212392081, -0.0613663718, -0.0746684819, -0.0103078354, 0.0640683621, 0.1149385348, 0.0033141607, 0.0184332933, -0.0290464032, -0.000986454, 0.0871392041, -0.0354636312, 0.0171212703, 0.1409192234, 0.0364249162, -0.0438553914, 0.0103662917, 0.0119705992 ]
712.0345
Lars Mattsson
Lars Mattsson, Brady Caldwell, Nils Bergvall
The Chemical Evolution of LSB Galaxies
2 pages, 1 figure. To appear in the proceedings of "Formation and Evolution of Galaxy Disks" (J. G. Funes, and E. M. Corsini eds)
null
null
null
astro-ph
null
We have derived oxygen and nitrogen abundances of a sample of late-type, low surface brightness (LSB) galaxies found in the Sloan Digital Sky Survey (SDSS). Furthermore, we have computed a large grid (5000 models) of chemical evolution models (CEMs) testing various time-scales for infall, baryon densities and several power-law initial mass functions (IMFs) as well. Because of the rather stable N/O-trends found both in CEMs (for a given IMF) and in observations, we find that the hypotheses that LSB galaxies have stellar populations dominated by low-mass stars, i.e., very bottom-heavy IMFs (see Lee et al. 2004), can be ruled out. Such models predict much too high N/O-ratios and generally too low O/H-ratios. We also conclude that LSB galaxies probably have the same ages as their high surface brightness counterparts, although the global rate of star formation must be considerably lower in these galaxies.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:09:20 GMT" } ]
2007-12-04T00:00:00
[ [ "Mattsson", "Lars", "" ], [ "Caldwell", "Brady", "" ], [ "Bergvall", "Nils", "" ] ]
[ 0.0747750103, 0.0339862965, 0.0527444668, -0.0083355326, -0.0159882475, 0.037413273, 0.020703556, -0.0436230488, -0.0710645989, 0.042901583, 0.0206133723, -0.0755995438, -0.1062619388, -0.0040904661, 0.0586450435, 0.0695185959, -0.0018197743, -0.0089539336, -0.0950276479, 0.0387531407, -0.0507346652, -0.0196342375, -0.0059005781, 0.0926055759, -0.0959552526, -0.0656020567, 0.0133471591, -0.0060519576, -0.028034186, -0.0700339302, 0.0788976848, -0.0166968312, -0.0803921521, 0.0300439913, -0.1471794844, 0.0851332322, 0.0889982358, -0.0134759927, -0.0354549997, -0.0793099478, -0.1178054214, -0.0406856425, 0.0421028137, 0.0152023621, 0.0012641795, 0.0051662265, 0.0687971339, -0.0464316234, -0.0256507657, -0.0162201468, -0.1044067293, 0.0034559607, 0.1338838488, -0.0781246796, -0.0453494191, -0.060912516, -0.0503223948, 0.0430561826, -0.0489309952, -0.059418045, -0.0454782546, -0.0620977841, 0.0430046469, 0.0279568862, -0.0494720936, -0.0687455982, -0.0960067809, -0.0042998209, 0.0903381035, 0.0338574648, -0.0976558551, -0.0380316712, 0.0167870149, -0.0187324025, 0.0251869652, -0.0630253851, 0.0260630324, -0.013102375, -0.0686425343, 0.040196076, 0.0117882723, 0.0844117627, 0.0168771986, 0.0040131658, -0.0152023621, 0.0270550512, 0.0514045991, 0.0254317485, -0.1140950173, 0.0135275256, 0.0293225218, -0.0534917004, -0.0530279018, -0.0375678726, 0.1070864722, -0.0473592244, 0.039268475, -0.0841025636, 0.182119146, 0.028034186, 0.0132569754, 0.0223526265, 0.1136827469, -0.1218250319, 0.0345789343, 0.0690547973, 0.0623039193, -0.0741050765, -0.0300182234, 0.0456328541, 0.033831697, 0.0187968183, -0.0353776999, -0.0080907485, -0.1129612848, -0.0064320164, -0.1719155312, 0.0512242317, -0.0624585189, 0.0595211126, -0.0100168111, 0.0389335081, -0.0078137564, 0.0960583165, 0.0640560538, -0.0198532548, 0.0267458502, -0.041407112, -0.0136305923, 0.0476941913, 0.1334715933, -0.0607579164, 0.0332390629, -0.0140815098, -0.1191452965, 0.0912657082, -0.0048602466, -0.1274937093, 0.0044350959, 0.0221464913, 0.0056847818, 0.0250581317, 0.0319249593, 0.0211802404, 0.0299666896, -0.008206699, -0.1140950173, 0.0648290589, -0.0273384862, 0.0889467001, -0.0744142756, -0.0418193787, -0.0051340181, -0.0027860261, 0.0827626884, -0.0661689267, 0.0534917004, 0.0390881076, -0.0178821012, -0.0485702604, 0.0815774202, 0.0261403341, 0.0250838976, -0.0050567179, -0.0151121784, 0.0289617889, -0.0348881334, -0.0506058298, -0.1102815419, -0.0438549519, 0.0190158356, 0.0382378064, 0.0053594769, -0.088637501, -0.0184360854, 0.0353004001, 0.0421801135, -0.0909565091, 0.0247489307, 0.0116207888, 0.0041709873, 0.0828657597, -0.0433911495, -0.0950276479, -0.1020877287, -0.0247746967, -0.0220691916, -0.0331617631, 0.0406083427, -0.0528733023, -0.1319255829, 0.0350942686, 0.0680241287, 0.0966767147, -0.0482352935, -0.0357126668, 0.0457359217, 0.0253286809, -0.010950854, 0.0807528868, 0.1018815935, 0.1002325267, 0.0925540403, -0.1796455383, -0.080649823, -0.0206391402, 0.0408402458, -0.0494463295, 0.0667873248, -0.0786400139, 0.1074987352, 0.0266170166, -0.0620977841, 0.0488021597, -0.0307912249, -0.0717860684, -0.1302765161, 0.023151394, 0.0768878832, -0.008812217, -0.0361764692, -0.0338832326, 0.160475105, 0.1329562515, 0.0191060193, 0.0162974484, 0.0668903962, -0.003871449, 0.0410206132, 0.0338059328, 0.0469469577, 0.0381347388, -0.0709099993, -0.0080327736, 0.0114082135, 0.0340378322, 0.0169544984, 0.0255476981, 0.0242851302, -0.0374390371, -0.1070864722, 0.041407112, -0.063283056, 0.1449120045, -0.00974626, 0.0500647277, -0.0441899188, -0.0367175713, 0.0198274869, 0.0311777256, 0.0242980123, -0.0573051758, 0.0307396911, -0.1166716889, -0.0157048125, 0.0013640255 ]
712.0346
Beatrix Hiesmayr C.
Beatrix C. Hiesmayr and Marcus Huber
Multipartite entanglement measure for all discrete systems
Extended version including explicitly the 3 qubit case, 7 pages, 3 figures
Phys. Rev. A 78, 012342 (2008).
10.1103/PhysRevA.78.012342
null
quant-ph
null
Via a multidimensional complementarity relation we derive a novel operational entanglement measure for any discrete quantum system, i.e. for any multidimensional and multipartite system. This new measure admits a separation into different classes of entanglement obtained by using a flip operator 2,3,...,n times, defining a m-flip concurrence. For mixed states bounds on this m-flip concurrence can be obtained. Moreover, the information content of a n partite multidimensional system admits an intuitive interpretation. Explicitly, the three qubits system is analyzed and the physical difference in entanglement of the W-state, the GHZ state or the bi-separable state is revealed.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:20:20 GMT" }, { "version": "v2", "created": "Fri, 18 Apr 2008 09:58:53 GMT" } ]
2009-11-13T00:00:00
[ [ "Hiesmayr", "Beatrix C.", "" ], [ "Huber", "Marcus", "" ] ]
[ -0.0157744754, 0.0117280325, -0.0042339466, 0.0668721646, -0.005594858, 0.0642108247, 0.058307495, 0.0448072515, -0.0464282483, 0.0020685855, 0.0348877199, -0.0226334687, 0.0739368051, 0.0360732265, 0.0292263292, -0.0073973099, 0.0368474349, 0.0525493287, 0.0374038965, 0.0885983631, -0.0806143433, -0.0715174079, 0.0217745826, -0.0048418203, -0.061888203, -0.0426297933, -0.0410087965, -0.0045121773, 0.109066464, -0.0200568102, 0.1194214895, -0.0105243819, 0.0551138893, -0.0710335299, -0.0394603834, 0.199745506, -0.0726303309, 0.0542429052, -0.0207947269, 0.0371861495, -0.0777110681, 0.0657592416, -0.110131003, 0.0043095527, 0.0623236969, -0.0491863638, -0.0249923822, 0.0360974185, -0.061646264, -0.0103247818, -0.0438394956, 0.0909209847, -0.0072279521, -0.0556945466, -0.0178914499, -0.0107905157, -0.0496460497, 0.076452978, -0.0567590818, -0.1159375608, 0.0188954994, -0.099872753, 0.0021578006, 0.1373250335, -0.0975017473, 0.0099618714, -0.0153389843, 0.0695335045, 0.0756303892, 0.0052077547, -0.0759691, 0.1257119328, -0.0075908615, 0.052065447, 0.0874854401, 0.0158228632, -0.0636785552, -0.0215205457, -0.0307021625, -0.0485331267, 0.0795014203, -0.0405733064, 0.0850176513, -0.0085949115, -0.0362909734, 0.0453879088, -0.0615011007, 0.0747110173, -0.0900983885, -0.0624204725, -0.001672409, 0.0778078437, -0.0593720302, -0.0223915298, 0.0292021353, -0.1676159054, 0.0224399175, -0.0544848442, -0.1170988679, 0.0663398951, -0.0844853818, 0.0055464702, -0.0368232392, -0.0576300621, 0.1375185847, -0.0809046701, -0.0027792836, 0.0250649638, -0.0737916455, 0.0233955793, 0.0332909189, -0.0630011261, -0.009375168, 0.0043246741, 0.0555977672, -0.0763078183, -0.0850176513, -0.0668237731, -0.0068771392, 0.0099739684, -0.044468537, -0.1323894709, 0.0242423695, -0.0295892395, -0.0525493287, -0.0815337151, -0.0979856253, -0.0803240165, -0.0314037874, 0.1478736103, 0.0532751456, 0.0170083679, 0.0600010753, 0.0036563154, -0.0066170539, -0.009381216, 0.0224762093, 0.0150728505, -0.0064900354, -0.0602430142, 0.0184600074, -0.0324199349, 0.0834208503, 0.0252585169, 0.0076573952, 0.0889854655, -0.0670657158, 0.0483395755, 0.0549203381, -0.0640172735, -0.0626140237, -0.1260990351, 0.026589185, -0.01740757, 0.0606785044, -0.0872434974, -0.0010562185, 0.0754368305, 0.0539525785, -0.1266796887, 0.05133963, -0.0114618987, -0.068856068, 0.0056553432, 0.0804691836, 0.0739368051, -0.051581569, 0.0420733318, -0.0511460751, -0.0782917216, -0.0063811624, -0.0590333156, -0.0732109845, -0.0745658502, 0.0544848442, -0.0007749635, -0.0414926782, -0.1170020923, -0.134615317, 0.0022364312, 0.0168269146, -0.0067803632, 0.0100888899, -0.0787272155, -0.0316941142, 0.0396781303, -0.0193672813, 0.0630979016, 0.0686141327, -0.0052470695, -0.0279440489, 0.1590996236, 0.0200447142, 0.0400894284, 0.0656140745, -0.0257423967, 0.0454604924, 0.128034547, 0.0055162278, -0.1522285342, -0.0364361368, -0.0163551308, 0.0838079527, 0.0041734618, -0.0054255002, 0.004252092, 0.0759691, -0.0744690746, -0.0926145613, 0.0078993347, 0.013633308, 0.0324199349, -0.0115284324, 0.0445895083, -0.0669689402, 0.0072581945, -0.1234860793, 0.0741787478, -0.0428233482, 0.1092600226, -0.0898564458, 0.0322505757, 0.0395087712, 0.0382506847, -0.115550451, 0.0539041907, -0.0394845791, -0.141099304, -0.0056190523, -0.0361458063, -0.017214017, 0.0044063288, -0.0631462932, 0.0358554795, -0.059420418, -0.0005942647, -0.0368958227, -0.0023347193, -0.0729206577, -0.04425079, 0.0239278469, 0.0553074405, -0.0044789109, -0.0088429004, 0.0376942232, -0.0073005338, -0.0177462846, 0.0550655015, -0.0567590818, -0.0821143761, -0.074372299, 0.1079051569, -0.005032348, 0.0065626176, -0.0200084224, 0.0160889979 ]
712.0347
Zhi-Yong Wang
Zhi-Yong Wang, Cai-Dong Xiong, Bing He
Superluminal propagation of evanescent modes as a quantum effect
Also as a Reply to the Comment by H. G. Winful [Phys. Rev. A 76, 057803 (2007)], to be published in Annalen der Physik
Ann. Phys. (Berlin) 17, No. 5, 319-325 (2008)
10.1002/andp.200710288
null
quant-ph
null
Contrary to mechanical waves, the two-slit interference experiment of single photons shows that the behavior of classical electromagnetic waves corresponds to the quantum mechanical one of single photons, which is also different from the quantum-field-theory behavior such as the creations and annihilations of photons, the vacuum fluctuations, etc. Owing to a purely quantum effect, quantum tunneling particles including tunneling photons (evanescent modes) can propagate over a spacelike interval without destroying causality. With this picture we conclude that the superluminality of evanescent modes is a quantum mechanical rather than a classical phenomenon.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:12:06 GMT" }, { "version": "v2", "created": "Fri, 7 Dec 2007 05:05:47 GMT" }, { "version": "v3", "created": "Mon, 25 Feb 2008 12:13:11 GMT" }, { "version": "v4", "created": "Tue, 8 Apr 2008 07:45:17 GMT" } ]
2009-11-13T00:00:00
[ [ "Wang", "Zhi-Yong", "" ], [ "Xiong", "Cai-Dong", "" ], [ "He", "Bing", "" ] ]
[ 0.0567706116, 0.0004831541, -0.0303903967, 0.0095906099, -0.0065346598, 0.0561425127, -0.0003448135, 0.0003793515, -0.1056175008, -0.0030650091, -0.0493783541, 0.0554660968, -0.0481463112, 0.0861463845, -0.0025592071, 0.0227082446, -0.0390871726, -0.0343764164, 0.0413579941, 0.1183727682, -0.0940217972, -0.1158603653, 0.0496199317, 0.0640179217, -0.0704921931, -0.1213683262, 0.0326612219, 0.1071635932, 0.0153280655, 0.0779810771, 0.0242664181, -0.0247616507, -0.0286751986, -0.1114153489, -0.1331572831, 0.1523868144, -0.028095413, -0.0266942661, -0.0329994299, -0.0344972052, -0.0308977086, -0.0038803318, -0.0409231558, 0.0503929779, 0.0460445918, 0.0963409394, -0.0450541228, 0.0439428687, -0.0159682445, 0.1393416524, 0.0793822259, -0.0652258098, 0.04647943, 0.0027132125, -0.1372157782, -0.0625684634, 0.0327820107, -0.0172486026, -0.0260903239, -0.0607324764, 0.0639212951, 0.0026618773, -0.0680281073, 0.0196281374, -0.067400001, 0.0250757001, -0.0486294664, 0.0074103768, 0.017610969, 0.1149906889, -0.0470108986, -0.0052784593, 0.0206427611, 0.0987567082, 0.0093852691, 0.0504412949, 0.0090410225, 0.0294724032, 0.0083223302, -0.0362365618, 0.049764879, 0.0066796062, -0.0424209349, -0.0328061655, -0.0410681032, 0.0840205103, -0.0443777069, -0.0607807934, -0.0494749844, -0.020594446, 0.0672550574, 0.1069703326, -0.0717967078, -0.0924273878, -0.0109253237, 0.0200388189, 0.0864362791, -0.0269841589, 0.074019216, 0.0431939811, 0.0549829416, 0.009403388, 0.0130089251, -0.0727630183, 0.0755169913, -0.0510693938, -0.0755169913, -0.0528087504, -0.0326129049, -0.0069332621, 0.085325025, 0.0339657366, 0.0824744105, 0.0398843735, -0.0507311858, -0.1243638769, 0.0307769198, -0.0268875286, 0.0077002691, 0.0325162746, -0.1104490384, 0.1103524044, 0.0167775284, 0.0686562061, 0.09933649, -0.0797687471, 0.0162581373, -0.0813148469, -0.0469867401, 0.0436529778, 0.0896734074, 0.0341589972, -0.0065527782, -0.0797204375, -0.1139277518, -0.0169345532, 0.1089029461, 0.0144221513, 0.0726180673, 0.0296656657, 0.0605392158, 0.0131055564, 0.0633898228, 0.0457305387, 0.0946015865, 0.1568318307, 0.0302212927, 0.0229981374, 0.067544952, -0.0589931235, -0.0167050548, -0.0715068132, 0.0600560606, 0.0443777069, 0.040295057, -0.0439187139, 0.0837306157, 0.1250402927, -0.0099288179, -0.0469384268, 0.01117294, 0.0430731922, -0.0401984267, 0.0116198575, -0.0023538666, -0.1184693947, -0.0029215727, 0.0096691223, -0.0048073838, -0.1280358434, -0.0736326948, -0.0774979293, 0.0685595721, -0.0050157439, 0.0841654539, -0.019954266, 0.0160769541, -0.1490047425, -0.0199784245, -0.0014079413, 0.0327820107, 0.0310426541, 0.0630516186, -0.0050338623, 0.0113601619, -0.0163789261, -0.0428799316, 0.0762900412, -0.0429765619, -0.0463344827, -0.052953694, 0.1413709074, 0.0226236936, 0.0798170641, -0.0075372048, -0.0256313272, 0.0225995351, 0.0577852353, -0.0259453785, -0.1663982868, 0.0381450206, 0.0169224739, 0.036502298, 0.0083646066, 0.0753237307, -0.0214762017, 0.157314986, -0.0154005382, -0.1028152034, 0.0835856646, 0.0475665256, 0.0626167804, 0.1020421535, -0.0415754132, -0.1389551312, -0.0273948405, -0.0034213352, 0.0743091106, 0.0771597177, 0.0648876056, -0.0020730332, 0.0064138714, 0.0212950185, 0.0893835202, 0.0345455222, 0.0318157002, -0.0991432294, -0.032878641, -0.0573020838, 0.0361882448, -0.029593192, 0.0503929779, -0.0795271769, -0.0163426884, -0.0323471688, -0.0020836024, 0.0068849465, -0.011088388, -0.0326370634, -0.0887071043, 0.0050942567, 0.0818946287, -0.0183719359, 0.1073568538, -0.0720866024, 0.0702022985, -0.0318398587, -0.0502963476, -0.0046563982, -0.0661921203, 0.0657089651, 0.0428316146, -0.0745506883, 0.0123083517, 0.0226478502, -0.0116138179 ]
712.0348
Miguel Aguado
Miguel Aguado, Guifre Vidal
Entanglement renormalization and topological order
6 pages, 17 eps files. v2: References updated, typos corrected. Includes appendix not in published version
Phys. Rev. Lett. 100, 070404 (2008)
10.1103/PhysRevLett.100.070404
null
cond-mat.str-el quant-ph
null
The multi-scale entanglement renormalisation ansatz (MERA) is argued to provide a natural description for topological states of matter. The case of Kitaev's toric code is analyzed in detail and shown to possess a remarkably simple MERA description leading to distillation of the topological degrees of freedom at the top of the tensor network. Kitaev states on an infinite lattice are also shown to be a fixed point of the RG flow associated with entanglement renormalization. All these results generalize to arbitrary quantum double models.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:12:06 GMT" }, { "version": "v2", "created": "Thu, 21 Feb 2008 22:52:05 GMT" } ]
2008-02-22T00:00:00
[ [ "Aguado", "Miguel", "" ], [ "Vidal", "Guifre", "" ] ]
[ -0.0101958113, 0.0751980916, -0.1385764182, 0.0597101375, -0.0178315248, 0.0298041217, -0.0189268906, 0.0554305688, -0.1504980773, 0.0458524935, -0.0155261634, -0.0008724711, -0.0543097332, 0.027893601, 0.1196240634, 0.0236267708, -0.0332940035, 0.003263806, 0.0024661636, 0.1478488147, -0.0553286746, -0.0616461299, 0.0836553276, 0.0028275705, -0.0832986981, -0.0974620208, 0.0529851057, 0.0556343608, 0.1508037597, 0.0372424126, 0.0391274616, -0.0093997614, -0.0165196341, -0.0186721552, -0.0310268532, 0.1092308313, -0.0345167369, -0.0381594636, -0.0486545898, 0.0317655876, -0.0577231944, -0.0301352777, -0.1230884716, 0.0854894295, 0.0801909193, 0.0211685672, -0.0061518764, 0.0723450482, 0.0127686458, -0.0205826741, -0.0044515128, 0.0218054075, 0.018901417, -0.0147364819, -0.0993470699, -0.0408851393, -0.0307721179, 0.0210539363, 0.0663332716, -0.0724978894, -0.0378537811, -0.04582702, -0.0283521246, 0.0871706828, -0.1307305545, 0.0823816434, -0.1234960482, 0.0599139258, 0.0739244074, 0.0925201401, -0.1527397484, -0.0363508388, -0.0029915569, -0.030874012, 0.0456232317, -0.0215251986, -0.1095365137, 0.0101830745, 0.019334469, -0.0381849371, -0.0040375669, -0.0659766421, 0.0856422707, 0.0828911215, -0.0132462764, -0.072192207, -0.0435853414, -0.021614356, -0.08070039, 0.0197675191, 0.0299314894, 0.0105460733, -0.1109630316, 0.0179716293, 0.101334013, 0.0010627271, 0.1165672317, -0.035535682, 0.0179461557, 0.0466931239, -0.0686768442, -0.0556343608, 0.022964457, 0.0083999224, 0.0882915258, -0.0371150449, -0.0540549941, -0.0020936122, -0.0371150449, -0.0285813883, 0.0672503263, -0.0233847722, -0.0191561524, 0.0075465562, 0.068524003, -0.1385764182, -0.0403247215, -0.0302626453, -0.0227861423, 0.0741281956, -0.0276388638, -0.0646010712, 0.0603724495, -0.0058716666, -0.1058683097, -0.0417767167, -0.0164559502, -0.0219582506, -0.0726507306, 0.0481196456, 0.1154463887, 0.0629707575, -0.0248112939, -0.0048781959, -0.0624103397, -0.0296003316, 0.0107116522, -0.0011447202, 0.0799871311, -0.0092660245, 0.002235309, -0.0262632892, -0.0273077078, 0.0149784815, -0.0394076705, 0.0307721179, -0.0359687321, 0.0887500495, 0.1251263618, -0.0656200126, -0.1216619536, -0.034822423, 0.0556343608, 0.0463619642, -0.0078904498, -0.1526378542, -0.0098710228, 0.0174112115, 0.0291418079, -0.08070039, 0.0742300898, 0.0361979976, -0.0694410577, 0.0634802282, 0.0519661605, -0.0016279228, -0.0833496451, 0.0689825267, -0.019550994, -0.0499792174, -0.0531888939, 0.0112593342, -0.1186051145, -0.0270529706, 0.0709694698, 0.0615951829, -0.0339308456, -0.0936919302, -0.024696663, -0.084725216, -0.0561438315, 0.024212664, 0.036834836, 0.0365291536, -0.1324627548, 0.0143671148, -0.079936184, 0.1195221692, -0.0804456547, 0.0394586176, -0.122680895, 0.1124914512, 0.06001582, 0.0900746733, 0.023130035, -0.0466931239, -0.0275369696, 0.0862536356, 0.0196783617, -0.0324788503, 0.0379047282, -0.0597101375, 0.1213562638, -0.0038305938, -0.0083043957, -0.0807513371, 0.0799871311, -0.1143255532, -0.051940687, 0.0553796217, 0.0867121592, 0.0210794099, -0.0075720297, 0.0611366592, -0.0435853414, -0.0119853327, -0.1557965875, 0.0556853078, -0.0008151555, 0.1626235098, -0.033319477, 0.0264416039, -0.0849290043, 0.0080178184, 0.0208883584, 0.004547039, -0.0026779131, -0.0728035718, 0.0123355947, 0.0330647416, -0.0217926707, 0.0148638496, 0.010157601, -0.0183792077, 0.0517623723, -0.0270784441, -0.0003735466, -0.0585892983, -0.0356375761, 0.0035599368, 0.0469733328, 0.0532907881, -0.1331760138, -0.025078766, 0.0220091976, 0.0420059785, -0.0157044791, 0.0101384958, 0.0147237452, -0.0670974851, -0.0528322607, 0.0613913946, 0.0058525614, -0.0150294285, -0.0204298329, -0.0202515181 ]
712.0349
Mark Andrea de Cataldo
Mark Andrea de Cataldo, Luca Migliorini
The Decomposition Theorem and the topology of algebraic maps
117 pages. New title. Major structure changes. Final version of a survey to appear in the Bulletin of the AMS
null
null
null
math.AG math.AT
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We give a motivated introduction to the theory of perverse sheaves, culminating in the Decomposition Theorem of Beilinson, Bernstein, Deligne and Gabber. A goal of this survey is to show how the theory develops naturally from classical constructions used in the study of topological properties of algebraic varieties. While most proofs are omitted, we discuss several approaches to the Decomposition Theorem, indicate some important applications and examples.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:15:01 GMT" }, { "version": "v2", "created": "Thu, 16 Apr 2009 17:36:42 GMT" } ]
2009-04-16T00:00:00
[ [ "de Cataldo", "Mark Andrea", "" ], [ "Migliorini", "Luca", "" ] ]
[ 0.0267546158, 0.0045723463, -0.0575984716, 0.0320656411, 0.0265800748, -0.064629972, -0.0018778723, -0.0100984331, -0.0554042459, -0.0057442631, 0.0889160857, -0.0349081643, -0.1674594581, -0.035730999, 0.0867218524, 0.0606903397, 0.0506417751, 0.0145866256, 0.0885171294, 0.1236746386, 0.051564347, -0.0497191995, -0.00024837, 0.0441588275, 0.0460289083, -0.0658766925, 0.0179652385, 0.0365039669, 0.0603911243, -0.075401634, -0.0035687366, -0.0261561889, 0.0439842865, 0.0575486049, -0.0449567288, 0.0718609542, 0.0085587343, 0.0323648565, -0.0057037449, 0.0310932007, -0.007954075, 0.0578478165, -0.082931824, 0.0276023839, 0.0885171294, 0.1457166523, -0.0131030288, 0.0195984412, -0.03590554, 0.0192368925, -0.013339906, 0.0176535584, 0.0552546382, -0.0750525519, -0.1402310878, -0.0089202831, -0.0427126326, 0.0086958734, -0.0457546301, 0.0020570883, -0.0019121571, -0.093703486, 0.0123986322, 0.0483727418, -0.1181890741, 0.0194363669, -0.0894147679, 0.0358307362, 0.0318412334, 0.0322152488, -0.0523123778, 0.0281010736, 0.0320905782, 0.1822206229, -0.0154343955, 0.0205708835, -0.0553543754, 0.1562888473, 0.0106407572, -0.0346588194, 0.0501929559, 0.043261189, 0.0742047876, 0.082931824, 0.0344344117, -0.0507415123, 0.0148609048, 0.0210321695, -0.0404685363, -0.0266299434, 0.0017796931, 0.03069425, -0.035406854, 0.0306194481, 0.195485726, -0.0542572625, -0.0110958098, 0.0024014947, -0.0356811322, -0.0083280904, -0.0845276266, -0.0186758675, 0.035232313, -0.0424383543, 0.1473124623, 0.0322900526, -0.026929155, -0.0801890418, -0.0748530775, -0.0576483421, -0.1145985201, -0.0487966277, -0.0277519915, 0.0449317954, 0.063283518, -0.0280512031, -0.1079161018, -0.0069816331, 0.0142998807, -0.0005481673, -0.0482480712, -0.0510157906, 0.0083904266, 0.1048242301, 0.0045785797, -0.0624856167, -0.004750004, -0.0621365346, 0.0155091994, -0.0572992601, 0.0944016501, -0.0109773716, -0.0270288941, -0.0997874811, -0.0386483259, 0.0045692297, 0.00021428, -0.0280512031, 0.1132021919, 0.0244107805, -0.0064019081, 0.0210945047, 0.0616877154, -0.0113202194, 0.0310433321, -0.0094875405, 0.0454304814, 0.1110079661, 0.0661759079, 0.007760833, -0.0211942438, -0.0178405661, 0.0406680107, -0.0078044683, -0.0833307803, -0.0665748566, 0.0856746137, 0.0165315103, 0.030868791, -0.0359803438, 0.0493451841, 0.0563018844, -0.0247847978, 0.0046564997, 0.0501181521, 0.0706142336, -0.0819344521, 0.0893150344, -0.0381745733, -0.075850457, -0.1280630976, -0.0695669875, -0.0749029517, 0.0026305795, -0.0500433482, 0.0360551476, -0.0978425965, -0.10771662, -0.0102729741, -0.0365289003, -0.0353320502, 0.0584462434, 0.0441089608, 0.0781942904, -0.0231017247, 0.0080725132, 0.1248714924, 0.1204830408, -0.0435354672, 0.0906614885, -0.1453177035, 0.0164941084, 0.0131154964, 0.1358426362, 0.062834695, -0.1234751642, 0.0926063731, 0.0352073796, -0.0939528346, -0.0403189287, 0.0267546158, -0.0159206167, 0.0992887914, 0.0031090085, -0.0825328752, 0.0420394056, 0.0712625235, -0.0012950306, -0.0268044844, -0.070464626, -0.0503425598, -0.0795906186, -0.0170052629, 0.0766483545, -0.0089701517, -0.0187132694, -0.0651286617, 0.1258688718, 0.0353320502, 0.1801261306, -0.0628845692, 0.0089826193, 0.0336863808, -0.0315669551, 0.1314541698, 0.0660761669, 0.0391220786, -0.0531102791, -0.032314986, 0.0250840094, 0.1471129805, -0.0230019875, -0.0918583423, 0.0066637192, 0.0230767913, -0.0215807259, -0.0175912213, -0.04343573, -0.0200347938, -0.0171673372, -0.0393963568, -0.0116506005, -0.037376672, 0.0057785478, -0.0276522543, 0.0936037526, -0.0714121312, 0.0287493672, -0.0946011245, 0.0256325677, -0.0118563091, 0.037202131, 0.0626850873, -0.0391220786, -0.0116506005, -0.0507913791 ]
712.035
Jerzy Lukierski
Marcin Daszkiewicz, Jerzy Lukierski and Mariusz Woronowicz
Quantization of kappa-deformed free fields and kappa-deformed oscillators
9 pages. Talk presented at Supersymmetry and Quantum Supersymmetry 2007 (SQS'07) Conference (Dubna, 30.07-4.08.2007) and IV-th Central European Seminar "Commutative and Noncommutative Quantum Fields" (Vienna, 30.11-2.12.2007). To be published in the proceedings of SQS'07 (2008)
null
null
null
hep-th
null
We describe the deformed E.T. quantization rules for kappa-deformed free quantum fields, and relate these rules with the kappa-deformed algebra of field oscillators.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:15:55 GMT" } ]
2007-12-04T00:00:00
[ [ "Daszkiewicz", "Marcin", "" ], [ "Lukierski", "Jerzy", "" ], [ "Woronowicz", "Mariusz", "" ] ]
[ 0.0288543478, 0.1554840207, -0.0638727918, 0.0052275257, 0.0107473144, 0.0285620857, -0.1351850182, 0.0122816963, -0.1417742223, -0.0155696571, 0.0756695941, -0.0702494457, -0.0492596328, 0.0712590814, 0.168981269, 0.1304025203, 0.0312721618, -0.0597279705, -0.0273930319, 0.1333782971, -0.0347793214, -0.0856596828, 0.0580806658, -0.0218798853, 0.0528730676, -0.0655732304, 0.0178944785, -0.0171771049, 0.0518634319, -0.0694523603, -0.0154633801, -0.0590903051, -0.0157290734, -0.0681238919, 0.0119097251, -0.0361077897, -0.0507209487, 0.1699377596, -0.1638799459, -0.0176287852, -0.0486219674, -0.0831621662, -0.07311894, 0.0193690788, 0.0505083948, 0.0751382113, 0.0602593571, 0.0398009345, 0.0495784655, -0.0219861623, 0.0344339162, 0.104789637, 0.0646167323, -0.0144404583, -0.0647230148, 0.0756164566, 0.0757227391, 0.0963405743, 0.0485156886, -0.0398009345, -0.0070143165, -0.0702494457, -0.0131452009, 0.0667422861, -0.1474069208, 0.0199536048, -0.0345136262, -0.0314847156, 0.0153703867, 0.126682803, 0.0501364209, 0.0619597957, 0.0013633413, 0.1005916744, -0.0081567997, -0.1040456966, -0.009598189, 0.106490083, 0.0120957112, 0.0672205314, -0.0034208079, 0.0260512792, -0.1038862839, -0.0150249852, 0.0316175632, 0.0272867549, -0.0226503983, 0.0041116117, -0.0459915996, -0.0400666259, -0.0038226696, 0.0755101815, -0.0168715566, -0.0150117008, 0.0838529691, 0.0433612317, 0.1225379854, 0.0335836969, -0.0142677575, -0.1246635392, 0.0464964174, -0.0505615324, 0.0523151122, -0.0076254122, 0.1044176668, 0.0585589148, -0.0781671181, -0.0136699462, 0.0311924536, -0.0236600339, -0.017509222, 0.0263568256, -0.0993163437, -0.0001715593, 0.0659452006, -0.077901423, -0.020657694, -0.0238593034, -0.1095721275, 0.0161807537, -0.1141420603, -0.0061242422, 0.0496847443, -0.0070209592, 0.0760415718, 0.0127001638, 0.002324821, -0.0244305469, -0.0579743907, -0.0833747163, 0.0594622754, -0.0236334652, 0.0680176169, -0.0849688798, -0.0696649179, -0.0215876214, 0.0494190492, 0.0267819371, 0.1044176668, 0.0098838098, 0.0658389255, -0.0352309979, 0.0872538462, 0.0002291609, -0.0362406373, 0.0716841891, -0.0374628268, 0.060471911, -0.0085885525, -0.0454336405, -0.0691335276, -0.0974033549, 0.0341682248, 0.0532981791, -0.0013018997, -0.0553705916, -0.0146795828, -0.0250150729, 0.0835341364, 0.0485422611, 0.0542546771, 0.1775897443, 0.0598342456, -0.0016099385, 0.0802395344, 0.0010013336, -0.0384458937, 0.0506146699, -0.0173896607, -0.0210429505, 0.0090668015, -0.0931522474, -0.0261044167, -0.0073597184, -0.0399072096, -0.0276055876, -0.0162737463, -0.0647761524, -0.0898045078, -0.0841186643, 0.0115908924, 0.0051212483, -0.0506412424, 0.0947995558, 0.0073862881, -0.0693992227, 0.0387115888, 0.0209765267, -0.0220127329, -0.0043507363, -0.028057266, 0.1025578082, 0.1084562168, 0.0453273654, 0.0112322057, -0.0931522474, -0.0056459936, -0.0370111465, 0.0334508494, -0.0774763152, 0.1059055552, 0.0124344705, 0.0803458095, -0.0848626047, 0.0246298164, 0.0422984548, -0.004287634, 0.0039223051, -0.1164801642, 0.0060146437, 0.0783265382, -0.0042809914, 0.0416873582, 0.0263169724, -0.0121089956, 0.0530590527, -0.1442185938, 0.0772637576, -0.045858752, 0.0485156886, -0.0894325376, 0.0563270897, 0.0268217903, 0.0442911573, -0.0097376779, -0.1004322618, -0.0208436791, 0.0301296785, -0.0159017742, 0.0240054354, 0.0147327222, -0.0493127704, -0.0417404994, -0.0322552286, 0.0227965284, 0.0189439692, -0.1033548936, -0.0687615573, -0.1163738891, -0.0324412137, 0.0226238277, -0.0359483734, -0.0054566865, -0.0038193485, -0.0360280797, 0.0474794842, -0.0552643128, 0.0400931947, 0.0552643128, -0.08124917, -0.0351778604, 0.0818336979, -0.000781721, 0.0431486741, -0.0518900007, 0.041102834 ]
712.0351
Li-Ming Si
Li-Ming Si
Improved Time Domain Method to Measure Near-Field Distribution of Buried-Object
8 pages, 5 figures
null
null
null
physics.class-ph
null
The paper analyses the ground antenna echo using microwave frequency detector and high speed sampling technology and a new method detecting buried object in time domain near-field is presented. The method detecting particular reflection echo frequency of microwave pulse via digital signal processing is to reduce the false alarm rate. Simulation results show that this method has advantages of easy identification and high precision.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 18:15:44 GMT" } ]
2007-12-04T00:00:00
[ [ "Si", "Li-Ming", "" ] ]
[ -0.0176965874, -0.002112749, -0.0413189754, -0.0531975068, -0.0544904061, -0.012572119, -0.0109761944, 0.0405647829, -0.0595812052, -0.0246594008, 0.0196494069, -0.0685237721, 0.0692240968, 0.072941184, 0.0906108394, 0.0103095416, -0.0684160292, -0.0246998034, -0.0168346539, -0.0451976769, 0.0265718177, 0.09077245, 0.0166595727, -0.071109578, 0.1023546979, -0.0436892919, 0.1225024089, 0.0825840756, 0.0317299552, -0.0001548788, -0.0450360663, -0.0550560504, -0.1680771858, -0.1167920902, -0.0356086604, 0.095674701, -0.0370631739, 0.0135754645, -0.1485759169, -0.0539516993, -0.0288209263, 0.0483221896, -0.0387062356, -0.0283899605, -0.0996611491, -0.0336423703, -0.0978295431, 0.0250634328, 0.0395412333, -0.0109155895, -0.0074341833, 0.0530358925, -0.036551401, 0.0184238441, 0.0004116073, -0.0754192472, 0.084523432, 0.089425683, 0.0096024862, -0.0420462303, -0.0893718079, -0.0112118796, 0.03164915, 0.0687931255, -0.0618976541, -0.0350160785, -0.1034321114, 0.034261886, -0.0130434893, -0.0110233314, 0.0477296114, 0.0184238441, 0.0334807597, -0.0376288183, 0.0990146995, -0.0318376981, -0.0625441074, -0.0084913997, -0.0115485722, 0.0305178594, 0.0496150926, -0.0715405419, -0.0156360269, 0.0383830108, -0.0480528362, -0.0500729941, 0.0096226884, -0.0915805176, -0.0491033196, -0.0222217422, -0.0191106983, -0.0191645697, 0.1603197753, -0.0185989253, -0.0600660443, -0.1027317941, -0.0124845793, 0.048591543, 0.0408610702, 0.0547328256, 0.0730489269, -0.0197706167, 0.0157841705, -0.0742340907, 0.0906108394, -0.0748266652, 0.0729950592, 0.007919021, -0.0433660671, 0.0969137326, 0.0234607738, -0.048672352, -0.0266660918, -0.0183026362, 0.0740186051, 0.0634060428, 0.0209288411, -0.0265987534, 0.0658840984, 0.0522547662, -0.1613971889, 0.0702476427, 0.0801598877, 0.0063129952, 0.1695855707, 0.042261716, 0.0602815263, -0.0450360663, -0.0131579656, -0.034854468, 0.0390025266, -0.0149087692, 0.037978977, -0.0435276814, 0.0433391333, -0.0132051026, 0.0231914185, -0.0267873015, -0.000220534, -0.0387062356, 0.124334015, 0.0223698877, 0.0896950364, 0.070032157, 0.1151759699, 0.0387870409, -0.0229085963, 0.0329151154, 0.1553636491, 0.0767660215, 0.0314606018, -0.1212095097, -0.0974524468, 0.0276627038, 0.1061795279, -0.0504231565, 0.0429350995, -0.0077641425, -0.0669615194, -0.0436354242, 0.0287939925, 0.0357433371, -0.0480797701, 0.0273260102, 0.0455209054, 0.0195820685, 0.0587192737, -0.0468946099, -0.1374785155, 0.003885438, -0.0230702087, -0.124334015, 0.072025381, -0.1466365606, -0.0804292411, 0.0233799666, 0.0733721554, -0.0939508379, -0.0516621843, -0.0174541697, -0.0068517039, -0.0481067076, 0.0529820211, 0.0557563715, 0.1149604842, -0.0403223634, 0.0885098726, 0.0812373087, 0.0032474047, 0.0474871919, -0.0330497921, 0.0868937522, 0.1168998331, 0.0844695568, -0.0336154364, -0.0329151154, -0.0308410861, 0.043958649, -0.0055183996, -0.0680928081, 0.0231644828, -0.0510426685, 0.0697089359, 0.0105317598, -0.0379251093, -0.0038383009, 0.1023008227, 0.0398913957, 0.0867321342, 0.0216022283, 0.102677919, -0.0354739837, 0.0987992138, -0.0455478393, -0.1190546677, 0.0256021414, -0.0342080146, -0.0734798983, -0.080860205, 0.1025163084, 0.0258714966, 0.0300599579, 0.0725640878, 0.1004153416, -0.018733602, 0.0427734889, 0.0708402246, -0.0957824439, 0.0866243914, -0.0840924606, -0.0620053969, 0.006962813, 0.0145316729, 0.0279859286, 0.0487531573, 0.0634060428, -0.0756347328, -0.0287131853, -0.0622208789, -0.0853853673, 0.0319185033, 0.0104846228, 0.0056901132, 0.0028719918, -0.0460865498, -0.0116495807, -0.0087472862, -0.0533321835, 0.0377904288, -0.0773586035, 0.0007348327, -0.0001845499, 0.015824575, -0.0244035143, 0.0579650812, 0.0602815263 ]
712.0352
Xinwen Shu
X. W. Shu, J. X. Wang, P. Jiang (Center for Astrophysics, USTC)
Are Seyfert 2 Galaxies without Polarized Broad Emission Lines More Obscured?
9 pages with 3 figures, accepted by ChJAA
null
10.1088/1009-9271/8/2/07
null
astro-ph
null
The new $XMM-Newton$ data of seven Seyfert 2 galaxies with optical spectropolarimetric observations are presented. The analysis of 0.5 -- 10 keV spectra shows that all four Seyfert 2 galaxies with polarized broad lines (PBLs) are absorbed with $N_{\rm H}<10^{24}$ cm$^{-2}$, while two of three Seyfert 2 galaxies without PBLs have evidence suggesting Compton-thick obscuration, supporting the conclusion that Seyfert 2 galaxies without PBLs are more obscured than those with PBLs. Adding the measured obscuration indicators ($N_{\rm H}$, $T$ ratio, and Fe K$\alpha$ line EW) of six luminous AGNs to our previous sample improves the significance level of the difference in absorption from 92.3% to 96.3% for $N_{\rm H}$, 99.1% to 99.4% for $T$ ratio, and 95.3% to 97.4% for Fe K$\alpha$ line EW. The present results support and enhance the suggestions that the absence of PBLs in Seyfert 2 galaxies can be explained by larger viewing angle of line of sight to the putative dusty torus, which lead to the obscuration of broad-line scattering screen, as expected by the unification model.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:18:04 GMT" } ]
2009-11-13T00:00:00
[ [ "Shu", "X. W.", "", "Center for Astrophysics, USTC" ], [ "Wang", "J. X.", "", "Center for Astrophysics, USTC" ], [ "Jiang", "P.", "", "Center for Astrophysics, USTC" ] ]
[ -0.071058929, 0.0000162436, -0.0559918471, 0.0361013152, 0.0271008499, 0.1612127572, 0.0044846935, -0.0384633169, 0.0461211726, -0.0228989758, -0.0267279018, 0.0292142183, 0.007141944, 0.0104425298, -0.0273494814, -0.0055382699, 0.0135877198, 0.0217179749, -0.0347089767, 0.1110886186, -0.0608650297, 0.0386870839, -0.0454747304, 0.0573841855, -0.1493778974, -0.055444859, -0.0513672978, -0.0081116073, 0.0967177153, -0.0314519033, 0.0125558982, -0.0501241423, 0.0020201323, -0.099154301, -0.1212327927, 0.0845347643, -0.0337144509, 0.0519142896, -0.0070735705, 0.0150173521, 0.0430381373, -0.0294877142, -0.1188459322, -0.0809047371, 0.0571355522, 0.0279213339, 0.012456446, -0.1241169199, -0.0373941995, -0.1003974602, 0.0075584021, 0.0354797356, -0.0046494119, -0.0761310086, -0.0523618273, -0.0113127399, -0.0643955991, 0.0091123497, -0.0779211596, -0.0080370186, -0.0912478194, -0.0081489021, 0.0320237577, 0.0536547117, -0.0159372892, -0.0255344715, 0.0421679281, -0.0255841967, -0.0179512054, 0.0390351675, -0.0125807617, -0.0836396888, 0.0440575294, 0.0570361018, 0.0695671365, 0.0440326668, 0.0924909711, -0.0364991277, 0.021630954, -0.0231600385, 0.0550470464, 0.0602683127, -0.0578317232, 0.0177647322, -0.0550470464, 0.0428889617, -0.0109833032, 0.0361261778, -0.1077072322, 0.0036362379, 0.0466184355, -0.0079499967, -0.0951264724, -0.0760812834, 0.0273743439, 0.0191446375, 0.0717053711, -0.0727993473, 0.1223267764, -0.0603677668, 0.0028344009, 0.0190949105, 0.0070424913, -0.0764293671, 0.0411485396, 0.0447536968, -0.0097401449, -0.0061039072, 0.0132272039, -0.0188214164, 0.0832418799, -0.05648911, 0.0826948881, 0.0800593942, -0.0119218873, -0.0006507157, -0.1284928322, 0.0795621276, 0.0271754395, 0.0837888643, 0.0572847314, 0.0767277256, 0.0343360305, 0.054251425, 0.100198552, 0.049875509, 0.0575830899, -0.1973140836, -0.0698157698, -0.0417203903, 0.1344600022, -0.0585278906, 0.0162853729, 0.0108714188, -0.0404772311, 0.1336643696, 0.089358218, -0.0738933235, -0.0477124155, 0.0191819314, -0.0493036583, 0.0564393848, 0.0152038252, 0.0970160738, -0.0070922179, -0.0417203903, -0.047637824, -0.0194802899, -0.0015353004, 0.085330382, -0.0509694889, 0.0115613714, 0.0909494609, -0.0223146901, -0.0706113875, -0.0729982555, 0.141819492, 0.0760812834, -0.0257333759, -0.0542016998, -0.0371704325, 0.0159994476, -0.0881150588, 0.0315264948, 0.0189332999, 0.0126677826, -0.0012392733, -0.0556934886, -0.1246141866, -0.1691689789, -0.1225256771, -0.0053921989, 0.0554945841, -0.0583787113, -0.0044380748, 0.0796615779, 0.0126367034, -0.0922423452, -0.0341868512, -0.0409744978, -0.0267279018, 0.1181497574, 0.1300840825, 0.0380655043, 0.04162094, -0.022998428, 0.0205867011, 0.0691693276, 0.0584781654, -0.0478367284, -0.0064271283, -0.0087766973, 0.067478627, 0.0496020131, -0.174241066, -0.0979608744, 0.0025997546, 0.0112381503, -0.0910489112, 0.0329436921, 0.0581300817, 0.0897560269, 0.0187095311, -0.0416458026, -0.0362256318, -0.0709594712, 0.0903030187, -0.0276975669, -0.0237318911, 0.0653403997, 0.0421679281, -0.0588262491, -0.0395572968, 0.0539530702, -0.015514615, 0.0060572885, -0.0846839398, 0.0750867575, 0.1127793193, 0.0678267181, 0.005417062, 0.0917948037, 0.044902876, 0.0585278906, 0.0742414147, 0.0332669169, 0.0541022457, 0.0569366477, -0.0271008499, 0.0282694194, 0.0096593397, 0.0643955991, -0.0769763589, 0.0106849456, 0.0295374393, -0.0297860727, 0.0281948298, 0.0635005236, -0.0583289862, -0.1261059791, -0.0020791823, 0.0340874009, -0.0421182029, 0.0547984168, -0.0523618273, 0.0354797356, 0.0361510403, -0.1127793193, -0.0052057253, -0.0118224351, 0.052113194, 0.0955740064, -0.0789156854, -0.0140476879, -0.0367477573, 0.0132644987 ]
712.0353
Burkhard Zink
Burkhard Zink, Erik Schnetter, Manuel Tiglio
Multi-patch methods in general relativistic astrophysics - I. Hydrodynamical flows on fixed backgrounds
26 pages, 20 figures. A high-resolution version is available at http://www.cct.lsu.edu/~bzink/papers/multipatch_1.pdf
Phys.Rev.D77:103015,2008
10.1103/PhysRevD.77.103015
null
astro-ph astro-ph.HE gr-qc
null
Many systems of interest in general relativistic astrophysics, including neutron stars, accreting compact objects in X-ray binaries and active galactic nuclei, core collapse, and collapsars, are assumed to be approximately spherically symmetric or axisymmetric. In Newtonian or fixed-background relativistic approximations it is common practice to use spherical polar coordinates for computational grids; however, these coordinates have singularities and are difficult to use in fully relativistic models. We present, in this series of papers, a numerical technique which is able to use effectively spherical grids by employing multiple patches. We provide detailed instructions on how to implement such a scheme, and present a number of code tests for the fixed background case, including an accretion torus around a black hole.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:45:10 GMT" } ]
2010-11-16T00:00:00
[ [ "Zink", "Burkhard", "" ], [ "Schnetter", "Erik", "" ], [ "Tiglio", "Manuel", "" ] ]
[ -0.015111086, 0.0487864316, 0.0807766244, 0.0068096574, 0.0505820811, -0.0056770169, 0.0233710762, -0.0031458407, -0.0053765909, 0.0018543541, -0.0127905533, -0.0054042162, -0.0964678451, 0.0141580105, 0.0140958531, 0.1166896299, 0.0665219277, -0.0199040901, 0.0236058924, 0.0947550759, -0.0108015258, -0.104368709, 0.0664666742, 0.0210091062, -0.0979043692, -0.0571845472, 0.0175973698, 0.0546153858, 0.1070207432, -0.048151046, 0.0902245119, -0.0257468596, -0.0992303863, -0.0168514848, -0.0235092025, 0.1425469965, -0.0766328201, 0.0843126774, -0.0262579285, 0.0466592759, 0.0312995613, -0.0121137314, -0.026630871, 0.1027664319, -0.1049764678, -0.011181375, -0.0171691775, 0.0149867721, 0.0203046575, 0.0291447826, -0.0621571168, 0.0446426235, 0.0287580267, -0.0797821134, -0.0724890083, 0.0077834525, -0.0311338101, 0.0127283968, 0.0086536519, -0.0018405413, -0.0563005358, -0.0305813011, -0.0439519882, 0.0558032803, -0.0263684299, 0.0406645685, -0.0382335335, -0.0535379983, 0.0453885086, 0.1012746617, -0.0072585698, -0.0118789161, 0.0070203012, -0.0259954873, 0.0169343613, -0.0508859605, 0.0379020274, 0.0988988802, 0.0176388081, 0.0881802291, 0.0873514712, 0.0540905036, 0.0060948506, -0.0046790498, -0.0727100149, 0.0136607531, 0.0437862352, 0.0371285193, -0.0728205144, -0.0863569528, 0.0225146897, 0.0912742764, -0.1111093014, 0.0211748574, 0.0582895651, -0.0612731054, 0.0535379983, -0.005483639, 0.1185681522, 0.0719917566, 0.0208019149, 0.0226251911, -0.0493113138, -0.0988436267, 0.2278541774, -0.0019355036, -0.0269071255, 0.0803898722, -0.0376257747, 0.0306641776, 0.0146967052, -0.0577370562, -0.0183570683, -0.0164094791, -0.015111086, 0.0182327554, -0.005663204, 0.0656379163, -0.1155846119, 0.0272110049, -0.0174454302, -0.0110225286, 0.0832629129, -0.0077143889, 0.0536761247, -0.1421049833, -0.0110708736, -0.0955285802, -0.1099490374, 0.0082599903, 0.0848099366, -0.0120446682, -0.0631516278, -0.1248667389, -0.0515765958, -0.0182880051, 0.1069654897, 0.0360511281, 0.0774063319, -0.0133775929, 0.0082323644, 0.0695607215, 0.0277082622, 0.0226666294, 0.0183708817, 0.1174631417, -0.038868919, 0.0792848542, 0.0053351526, 0.0273905694, -0.1130430773, 0.0622676201, 0.0652511641, -0.0119825108, -0.0966335982, -0.1223252043, 0.0483720489, 0.0321283229, 0.0029144781, -0.0418524593, -0.053399872, 0.0613283552, -0.0490903109, 0.0080320807, -0.0069615971, -0.048123423, -0.0943130627, -0.1104462892, -0.0916610286, -0.0486206785, -0.0259402376, -0.0879592299, -0.136800915, -0.0660246685, 0.0470736586, 0.0907770172, -0.0231915116, -0.0709972382, -0.056272909, 0.0895062461, 0.0131220585, 0.0935395584, 0.0323217027, -0.0329847112, 0.0097586671, 0.0901692584, -0.047405161, 0.0581238121, -0.0040954635, 0.0493389368, -0.0614388585, 0.1155846119, 0.0014201174, 0.0119134476, -0.1096175313, -0.1086782664, 0.0485654287, -0.077737838, -0.0538971275, 0.0160917863, 0.0370732658, 0.0121275438, 0.0495875664, -0.0142132612, -0.0380125307, -0.0443939939, 0.0407198183, 0.0391727984, -0.047405161, -0.0190338902, -0.0068372828, 0.0309956819, -0.0785113424, 0.0548087656, -0.0848651826, -0.0227771308, -0.0388412923, 0.0956390873, -0.0328742079, 0.0644223988, -0.0027504524, 0.0748647973, 0.040996071, 0.1267452687, 0.0531236157, 0.006795845, 0.0874067172, -0.0330675878, 0.0897825062, -0.0113471271, 0.0928765461, 0.055112645, -0.0818816423, 0.0533722453, -0.0221279338, -0.0116371941, 0.0162299145, 0.0306641776, -0.0860254541, -0.1126563251, -0.0230533835, 0.0582343116, -0.1064129844, -0.0503610782, -0.0306089278, -0.0177078713, -0.0566872917, -0.013978445, 0.1408894658, -0.1287342906, 0.0553336479, 0.068345204, -0.067240186, 0.0077143889, -0.0467145257, -0.0487588048 ]
712.0354
Tanja Branz
Tanja Branz, Thomas Gutsche, Valery E. Lyubovitskij
f0(980) meson as a K bar K molecule in a phenomenological Lagrangian approach
21 pages, 11 figures, revised version accepted for publication in Eur. Phys. J. A
Eur.Phys.J.A37:303-317,2008
10.1140/epja/i2008-10635-1
null
hep-ph
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We discuss a possible interpretation of the f0(980) meson as a hadronic molecule - a bound state of K and bar K mesons. Using a phenomenological Lagrangian approach we calculate the strong f0(980) to pi pi and electromagnetic f0(980) to gamma gamma decays. The compositeness condition provides a self-consistent method to determine the coupling constant between f0 and its constituents, K and bar K. Form factors governing the decays of the f0(980) are calculated by evaluating the kaon loop integrals. The predicted f0(980) to pi pi and f0(980) to gamma gamma decay widths are in good agreement with available data and results of other theoretical approaches.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:56:47 GMT" }, { "version": "v2", "created": "Thu, 7 Aug 2008 11:01:35 GMT" } ]
2008-11-26T00:00:00
[ [ "Branz", "Tanja", "" ], [ "Gutsche", "Thomas", "" ], [ "Lyubovitskij", "Valery E.", "" ] ]
[ -0.0355398394, 0.043262735, -0.0650756732, -0.0271390732, -0.0278169457, 0.0375250354, -0.0161478706, 0.0045998432, 0.0727743581, 0.0031533134, -0.015663676, -0.0183993727, -0.0457563326, -0.0364113897, -0.0024845204, -0.0074989544, 0.0268485565, 0.0221639797, 0.1228884384, -0.0034922492, -0.1077815816, -0.106910035, -0.0468215607, 0.0490730628, -0.0487099178, -0.0585874729, -0.0297537204, -0.0363629684, 0.0030670664, -0.0351524837, 0.0224423911, -0.0144531904, -0.0737911686, -0.1252125651, -0.0963546038, 0.1634638906, -0.0173583552, 0.0530676618, -0.0606695078, 0.0117538096, -0.0644462183, 0.0258801691, -0.0565054379, 0.1070068702, -0.0264612027, 0.0383723751, -0.0041126227, 0.0286158659, 0.0212682206, -0.0350556448, -0.0997439623, -0.0403333604, 0.0458289608, 0.0563117601, -0.106619522, 0.0041095964, 0.0306494795, -0.0152279008, 0.0099743968, 0.1103962287, -0.012758512, -0.1712110043, 0.0294632055, 0.0251780879, -0.177505523, 0.0280106235, -0.0338693708, 0.0420280397, -0.0419069901, 0.0130127138, 0.0067424015, 0.065705128, -0.0382029079, -0.019464599, -0.0631388947, -0.085363403, 0.0762121379, 0.0095265172, -0.0718543902, -0.1067163572, 0.0203966722, 0.0309399962, 0.0005155909, -0.0769868493, -0.0027084602, -0.0443279594, 0.0202877279, 0.1005186737, -0.1074910685, -0.0039189453, 0.034401983, -0.0531645007, -0.1037143543, 0.0257833302, 0.0758731961, -0.056118086, 0.0259527974, -0.0850728825, -0.0336514823, -0.0423669741, 0.0053473176, 0.0037494772, 0.0707407445, -0.0548107587, 0.1424498707, -0.0273569617, -0.0632841587, -0.0084249759, -0.0187988319, -0.0166925881, 0.0705470666, 0.0239676032, -0.1274398565, 0.0475962684, -0.1163033992, -0.0849760473, -0.0521476939, 0.0354672112, -0.1022617742, 0.0754374266, -0.0594106019, 0.0211229622, 0.0790204629, 0.05413289, 0.0689492226, -0.0235439334, 0.0459742211, -0.0372345187, -0.0370650515, -0.0823129788, 0.0780036524, -0.1095246822, -0.08579918, 0.0110940952, -0.0786331072, 0.0228781663, 0.0818772018, -0.0368955843, 0.0724354237, -0.0577643439, -0.0173462499, -0.0454416052, 0.1354774833, -0.0056802006, 0.0369924232, 0.0673029646, 0.0097625619, -0.0089757461, 0.0636715144, -0.1253094077, -0.0613957979, -0.0996471271, 0.0988239944, -0.071176514, 0.0059132194, -0.082555078, 0.0195251238, 0.0148526505, -0.0082494551, -0.0140900454, 0.0141989887, 0.0570864715, 0.0723870024, 0.0704986453, 0.0826519132, 0.0773257837, -0.0962577686, -0.027066445, -0.0777615532, -0.1316039264, 0.0132427057, -0.0486130789, -0.0445942655, 0.0048600971, -0.0284706075, 0.0763573945, 0.0086610205, -0.0703049675, -0.1047795787, 0.0002612, 0.0033590959, -0.009302577, 0.0489278026, 0.0065789861, -0.0986303166, -0.0442795418, 0.0726775154, 0.0909800529, 0.0600400567, -0.0515666604, -0.0377429239, 0.0980977044, 0.1615271121, 0.001794544, 0.007849995, -0.0701112896, 0.0241854899, 0.0328767709, -0.0020321016, 0.0171283633, 0.0147921266, -0.0667219311, 0.1398352236, -0.1368332207, -0.0469910279, 0.0009305603, 0.0813930109, -0.0116206557, -0.0679324195, 0.034038838, 0.0248391517, 0.0143442471, 0.1142697856, -0.0019171056, -0.1138824299, -0.0261222664, -0.0816351101, 0.0615410581, 0.0001741963, 0.0456594937, -0.1505843401, 0.0640588626, 0.1009060293, 0.0379365981, -0.0225634407, -0.0086791776, 0.0445458479, -0.0290758498, -0.028059043, 0.0346924998, 0.0225876495, -0.0794562325, -0.0291242693, -0.0209898092, 0.0291000586, -0.0007735756, -0.0222608186, 0.0032683094, -0.0049599623, -0.0133153349, -0.1076847464, -0.0832329467, 0.044812154, 0.0487099178, -0.0312789306, 0.0024103783, -0.0470636562, 0.0255412329, 0.0748079717, -0.0839108229, 0.0238465536, 0.0123287896, -0.0302621257, -0.0342809334, -0.0455142371, 0.019234607 ]
712.0355
Marvin D. Girardeau
M.D. Girardeau, E.M. Wright
Bright and dark solitary waves in a one-dimensional spin-polarized gas of fermionic atoms with p-wave interactions in a hard-wall trap
4 pages+, 3 figures, revtex4. Submitted to PRL
null
10.1103/PhysRevA.77.043612
null
cond-mat.other
null
In this paper we elucidate the physics underlying the fact that both bright and dark solitary waves can arise in a one-dimensional spin-polarized gas of fermionic atoms with attractive three-dimensional p-wave interactions in a hard-wall trap. This is possible since the one-dimensional fermion system can be mapped to a system of bosons described by the Lieb-Liniger model with either repulsive or attractive delta-function interactions which can support solitary waves.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 18:08:50 GMT" } ]
2009-11-13T00:00:00
[ [ "Girardeau", "M. D.", "" ], [ "Wright", "E. M.", "" ] ]
[ -0.0535910726, 0.0172929242, -0.0620087907, 0.0339061543, 0.0178288352, 0.0450426415, -0.0797330588, -0.0330434702, -0.0279980674, 0.0250832364, 0.0372261889, 0.0521532632, -0.033880014, -0.0009133357, 0.0009966632, 0.0944248512, -0.0274229441, 0.0911832452, 0.044336807, 0.0224559661, -0.0932223201, -0.0687011406, -0.0338277295, -0.0438923948, -0.0592377409, 0.0106986081, 0.0851183087, -0.0374614671, 0.0117050745, -0.0158289727, 0.0924903452, -0.0264164768, 0.0673417598, -0.1130379513, -0.0511075817, 0.1604072303, -0.0567281097, -0.0139075369, -0.1277820319, -0.0396051072, -0.0803604648, -0.020063974, -0.1540285796, 0.0998101011, 0.1135607883, 0.0333571732, -0.0366249233, 0.0041369693, 0.0549504533, -0.0084700035, -0.0687011406, 0.0228219535, 0.0356053859, -0.0121625587, -0.0739818215, -0.0772757083, -0.0178549774, 0.0939542949, 0.0522055477, 0.009286941, 0.0515519977, -0.0323114954, -0.0736158341, 0.0052251294, -0.0122867338, 0.0190836508, -0.1046202257, 0.0536956377, 0.0274229441, 0.0405723639, 0.009927419, -0.0231879409, 0.0342460014, 0.0463497415, 0.0221553333, 0.0478659756, 0.0120579908, -0.0469510071, -0.0470817164, 0.0154499141, 0.0370693356, -0.0516304225, 0.0309259687, -0.1093780696, -0.0827655271, -0.0260897018, -0.0574078001, -0.0553687252, -0.0392129794, -0.0604925565, -0.0067380969, 0.0164694507, -0.0718904585, 0.0071563688, -0.0072936141, -0.0872619525, 0.1211942509, 0.0420101732, -0.050401751, 0.0490685068, -0.030533839, 0.0422193073, 0.0711062029, 0.0569895282, 0.1798568666, -0.0968299136, 0.1058750451, -0.0419840291, 0.0212272927, 0.0719427466, 0.0697468221, -0.0055126911, 0.0480489694, 0.0631067529, -0.0601788536, -0.0462190323, 0.0502971821, -0.0202208254, -0.0693285465, 0.0864776894, 0.0610153973, 0.0500880443, 0.0414611883, -0.0314749517, 0.0428467169, -0.046088323, -0.0208351631, -0.1008035019, -0.097980164, 0.1050385013, 0.0293574501, -0.0054113911, -0.0302724205, -0.005283949, -0.0778508335, 0.040154092, 0.0349518359, 0.0345597044, 0.1325921565, 0.0999669582, 0.1256906688, 0.0321023576, 0.1650082171, -0.0043363022, 0.1282002926, 0.0708447844, 0.0079079513, 0.0258544236, -0.0474999882, -0.0872619525, -0.0187568758, -0.038846992, 0.0312396735, 0.0200116895, 0.0438139699, -0.0354746766, 0.1279911697, 0.0374876074, 0.060544841, -0.0293574501, 0.0032742838, 0.0353439637, -0.0382457264, -0.0178549774, 0.0809878707, -0.0374614671, -0.0398665294, -0.0568849631, -0.0546890348, -0.0940588638, -0.0521532632, -0.0565712564, -0.058924038, 0.0160903931, 0.0830792338, 0.0069864457, -0.0653549656, -0.1535057425, -0.1009080634, -0.0325206295, 0.0033331031, 0.0336185955, 0.0406769291, -0.0398665294, -0.0035128293, 0.0417226106, 0.0157766882, 0.0453824885, -0.0376183167, -0.068544291, -0.0522055477, 0.1215079501, 0.0673417598, 0.0486502349, -0.0257498566, -0.1021105945, 0.0630544722, 0.0547413193, 0.0337493047, 0.0293574501, 0.0511337258, -0.0209658723, -0.0140121048, -0.0758640468, -0.1146064699, 0.0486502349, 0.1122014076, -0.0300894268, -0.0909218267, -0.042402301, 0.0403109416, -0.0279980674, 0.0954705328, -0.1005420759, -0.0858502835, -0.0675508901, 0.0137637556, 0.0740863904, 0.0458791852, 0.096045658, -0.0741386712, 0.0361282267, 0.0939542949, 0.1169069633, 0.0418794602, 0.0770142898, 0.0624270625, -0.0718381777, 0.0228219535, 0.1024765819, 0.0513951443, 0.0369909108, -0.0463236012, 0.0322592109, -0.0193973538, -0.0894055888, 0.0228088833, 0.0704265088, -0.0083785066, -0.0443629511, -0.0705833659, -0.0206783116, -0.0230572317, -0.0318409391, 0.0188745148, 0.0298280064, -0.0143780923, -0.0072086528, 0.1062933132, -0.0563621223, -0.0070779426, 0.0602311343, -0.0674463212, 0.0693808347, -0.0269001033, 0.0506370254 ]
712.0356
Sean Dobbs
Kamal K. Seth
Timelike Form Factors
9 pages, 4 figures, presented at Exclusive Reactions at High Momentum Transfer 2007
null
10.1142/9789812796950_0035
null
hep-ex
null
Form factors of nucleons and mesons with timelike momentum transfers are discussed. New experimental results for protons, pions, and kaons at large momentum transfers are presented, and the inadequacy of existing theoretical ideas about these is pointed out.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:34:10 GMT" } ]
2017-08-23T00:00:00
[ [ "Seth", "Kamal K.", "" ] ]
[ 0.0689384192, 0.0633885264, -0.0039583822, 0.0804190934, -0.015479859, 0.1062641963, 0.0505475886, 0.0568048246, -0.009447067, 0.0149765592, 0.0441271178, -0.0146773001, 0.0020472044, 0.0668708161, 0.0451065116, 0.059579771, 0.0184180401, -0.0617017932, 0.1157860756, 0.0635517538, -0.0562063046, -0.0114058536, -0.0708427951, 0.1106714681, -0.0039379783, -0.034850087, 0.0413521715, 0.0200911704, -0.0177787133, 0.0363191776, 0.1088759154, -0.0570768788, -0.0331905596, -0.0876557231, -0.071931012, 0.1237300485, -0.0581106842, 0.0907571316, -0.0353397839, -0.0029772883, -0.070516333, 0.0042338367, -0.0880910084, 0.1260153055, -0.0546556003, 0.0495681949, -0.0846087188, -0.0268517062, -0.0820514113, 0.0837925598, -0.0223084074, 0.0265524462, 0.0819969997, 0.1064818427, -0.0902130231, 0.0194926523, -0.00683195, -0.007882758, 0.0231381711, 0.0371625423, -0.0153166261, -0.1433179229, 0.0071754176, 0.0893424526, -0.1183977947, -0.0180779714, -0.0939129591, 0.0344148017, -0.0047235335, 0.0829763934, 0.0265116394, -0.0091886157, -0.0027647463, 0.078786768, -0.0430389047, 0.0114398608, 0.0132082095, 0.0694281161, -0.0812896639, 0.0276814699, 0.0774265006, -0.0734545141, 0.0168265253, 0.0137523171, -0.0472829416, 0.0650208443, -0.0485888012, -0.025164973, -0.1337416321, 0.0099775717, 0.0172482077, 0.0462763421, -0.0530232787, 0.0402639546, 0.0194246378, 0.0080187842, 0.0088757537, -0.010011578, 0.0337074585, 0.0621370785, 0.0277630854, -0.0111269988, -0.0257634912, 0.0626267716, 0.1522412747, -0.0438278615, 0.0089505687, -0.0295178331, -0.1005510688, 0.0695369393, -0.0212473981, -0.1077332869, -0.0905939043, 0.0507380255, -0.1294975877, -0.0809087902, -0.0310685392, 0.0524519645, -0.0221859831, 0.048479978, -0.046766039, 0.0528328381, 0.0926615074, 0.0074066636, 0.0321295485, -0.0908115432, 0.0684487224, -0.029381806, -0.072529532, 0.0984834582, 0.0763926953, -0.060831219, 0.0434741899, -0.0238183066, -0.1194860116, 0.0208937284, 0.0575121641, -0.0470925048, 0.0823778808, -0.0779706091, -0.063442938, -0.0400463119, 0.051907856, 0.0415154025, 0.0915188864, 0.1649733931, -0.0198327191, 0.0866763294, 0.0431749299, -0.1226418316, -0.0009538885, -0.1044142321, 0.0295450371, 0.0063116471, -0.0173978377, -0.1657351553, 0.1008775309, -0.0216282737, -0.1022922099, 0.0083520506, -0.0246344674, -0.0511733107, -0.031721469, 0.0748147815, 0.0298442971, 0.0028565645, -0.1021833941, -0.0310141277, -0.092987977, -0.1150243282, 0.0529688671, -0.0816705376, -0.0934232622, -0.0223220102, 0.0492689349, 0.0727471709, -0.0896689147, -0.0578930378, -0.1441884935, 0.0117731262, 0.0081276055, 0.0858057514, 0.0315310322, 0.0082772356, -0.0681222603, -0.0193430223, -0.0066075055, 0.108059749, 0.0355302207, 0.0347412638, -0.0364279971, -0.002849763, 0.031095745, 0.0854248777, -0.0917365253, -0.1088215038, 0.0655105412, 0.0856969357, -0.0082160234, -0.053757824, 0.0286472607, 0.0271237586, 0.0355302207, -0.0722574741, -0.0295722429, -0.0136434957, 0.1007687077, -0.0230701584, -0.105230391, -0.0209073313, 0.0381691419, 0.0451337174, 0.0435286015, -0.0016187199, -0.1173095778, 0.0085696932, -0.1172007546, 0.0811264291, -0.0556349941, 0.0177651104, -0.0355030149, -0.0142556168, -0.0008331646, 0.0410801172, -0.0464939885, 0.0392845608, -0.0088145416, -0.0346324444, -0.0150581757, -0.0065462934, 0.0004977733, -0.092117399, -0.0448616631, 0.056587182, -0.0336802565, -0.0136434957, 0.0204040315, -0.0169761535, -0.0414609909, -0.0483439527, 0.0114534628, -0.0113854501, -0.0060429941, 0.0259131212, -0.04535136, -0.0157791171, -0.0091001978, -0.0228389129, 0.0846087188, -0.0815617144, 0.0950555801, -0.0145956837, -0.0224580374, -0.0009793935, -0.0899409726, 0.0031575239 ]
712.0357
Francesco Prino
F. Prino
Charged particle pseudorapidity distributions from SPS to LHC
Proceedings of XLIV Intern. Winter Meeting on Nucl. Phys., Bormio, January 06
null
null
null
nucl-ex
null
Pseudorapidity distributions of charged particles produced in heavy ion collisions are a powerful tool to characterize the global properties of the created system. They have been measured in a wide range of energies at the GSI, AGS, SPS and RHIC accelerators and will be one of the first measurements at ALICE at the LHC. The various analysis techniques developed by SPS and RHIC experiments are reviewed and the presently available results from SPS and RHIC are presented, focusing in particular on the scaling of charged particle yield with centrality and with center-of-mass energy. Finally the perspectives for the multiplicity measurement in the ALICE experiment at the LHC are discussed.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:35:08 GMT" } ]
2007-12-04T00:00:00
[ [ "Prino", "F.", "" ] ]
[ -0.0080988863, -0.045231957, 0.016631119, -0.018821273, -0.0412030108, 0.0222529061, -0.1374526769, 0.0030861266, 0.0361434035, -0.0490032397, 0.0255791284, 0.0626829192, -0.0726147443, -0.0344802924, 0.0394462012, -0.0592161529, -0.014440964, 0.0732237697, 0.0698038489, 0.0737859458, -0.0555619895, 0.0228619315, 0.03715064, -0.0540160015, -0.0808131844, -0.0585602783, 0.1416690201, -0.0769247785, 0.0728958324, 0.0089362981, -0.0199924782, -0.0429363959, -0.0715840831, -0.0730832294, -0.0753319412, 0.150382787, -0.0793140382, 0.0571548305, -0.0241034105, 0.0642289147, -0.037502002, 0.025462009, -0.1581595987, 0.0762689039, -0.0272188168, -0.0674614385, 0.078751862, -0.075285092, 0.0712092966, -0.007167778, -0.0458878316, 0.1242414862, 0.0525168553, 0.0205078088, -0.03178652, 0.032137882, 0.0451148376, 0.0281557813, -0.0651658773, -0.0609495379, -0.0557025373, -0.0481131226, 0.0723805055, 0.0221357848, -0.0196176935, -0.0908855498, -0.0148157505, 0.0238340329, 0.0489095449, -0.0577638559, 0.0260007624, 0.0136211207, 0.0508771688, 0.0135391364, 0.0330748446, -0.0293738358, -0.0463797413, -0.0475743711, -0.0454661995, 0.0572485253, 0.0676956773, 0.0011931657, 0.0128832608, -0.054062847, 0.0763626024, -0.03241897, 0.0816564485, -0.0014215508, -0.0889647752, 0.0234358236, 0.0857790932, -0.0010994693, -0.0152256722, 0.0453022309, 0.0574827679, -0.0572016798, 0.0519078299, 0.0020701059, 0.01179404, 0.1752123535, 0.0783770755, -0.023552943, -0.0264223963, -0.0339415371, 0.1451357901, -0.0245016199, 0.007413731, -0.0382281505, -0.076737389, 0.0004919063, 0.0697569996, -0.0190086663, -0.1122483388, 0.0064123506, -0.0516735874, -0.0500339009, 0.0246890131, 0.0114016859, 0.0170644652, 0.1114050746, -0.0919162109, 0.1112176776, 0.0714435354, 0.0036541612, 0.0032383834, -0.0571079813, 0.0417651907, -0.1466349363, -0.050783474, -0.0367992781, 0.0498933569, -0.0404534377, 0.0039820988, -0.0481599718, 0.0754256397, 0.044599507, 0.0275701787, -0.1052211076, -0.0408750735, -0.1017543375, 0.0269377269, 0.0760346651, 0.0570611358, 0.1063454673, 0.1175890341, -0.0253448877, -0.0563584119, 0.005472458, 0.1300506592, -0.030615313, -0.0291161705, -0.0107458113, -0.0413435549, -0.0315288529, -0.0088191777, -0.06137117, 0.0067402879, 0.0979127809, 0.0089187305, -0.1303317547, -0.066290237, 0.0043568844, -0.1217116788, -0.0032178871, 0.0165491346, 0.0192077719, -0.1121546403, -0.037010096, -0.1341733038, -0.0539691523, -0.0604342073, -0.174931258, -0.0750040039, -0.028390022, 0.0512988046, -0.0290927459, -0.0570611358, 0.0163734537, -0.0648847893, 0.053922303, 0.0015562393, 0.0468716472, 0.0026674205, -0.0252043437, -0.049050089, -0.003575105, 0.0078060851, 0.123210825, -0.0304279197, 0.0624018312, -0.0162914693, 0.0316459723, 0.0241034105, 0.0579512492, -0.0140778907, -0.0726147443, 0.06610284, 0.1112176776, 0.0524231605, 0.0091705397, 0.0522357672, 0.0607621446, 0.0761752054, 0.0061019808, -0.0072087701, 0.0410858914, 0.0438499339, -0.0356514975, -0.0034609125, -0.1290200055, 0.0150617035, 0.0485347584, 0.0755661801, -0.0508303195, -0.0713498443, -0.000632817, -0.0834366828, 0.1251784414, 0.0208357461, 0.0085849371, -0.0288350806, 0.0177554768, 0.0375956967, 0.071021907, 0.0296080764, 0.0620270446, 0.0528916419, -0.0045149974, 0.0642757639, -0.076549992, -0.0546250269, 0.0728958324, -0.1121546403, -0.0282963254, -0.0242673792, 0.0028401734, 0.0296315011, -0.0317630954, -0.0238340329, -0.1000678018, 0.0307090096, -0.0659622997, 0.064650543, 0.0557025373, 0.0750040039, -0.0776275024, -0.0132697588, 0.0974443033, 0.1429807693, -0.0079349177, -0.027827844, -0.0068105604, 0.0246655885, 0.0111030284, 0.0228970684, -0.1113113761 ]
712.0358
Stephen Kane
Stephen R. Kane, Eric B. Ford, Jian Ge
Cadence Optimisation and Exoplanetary Parameter Sensitivity
4 pages, 5 figures, corrected typo, to appear in the Proceedings of the 249th IAU Meeting: "Exoplanets: Detection, Formation and Dynamics" (Suzhou, China)
null
10.1017/S1743921308016487
null
astro-ph
null
To achieve maximum planet yield for a given radial velocity survey, the observing strategy must be carefully considered. In particular, the adopted cadence can greatly affect the sensitivity to exoplanetary parameters such as period and eccentricity. Here we describe simulations which aim to maximise detections based upon the target parameter space of the survey.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:43:34 GMT" }, { "version": "v2", "created": "Thu, 24 Jan 2008 19:29:32 GMT" } ]
2009-11-13T00:00:00
[ [ "Kane", "Stephen R.", "" ], [ "Ford", "Eric B.", "" ], [ "Ge", "Jian", "" ] ]
[ 0.0912047029, 0.0822206959, 0.185252443, -0.0490992889, -0.0238104537, 0.0936497152, -0.0194748193, -0.0088489596, 0.0092896307, -0.0307332557, 0.0008773442, -0.0493551642, -0.0772169456, -0.0247486569, 0.0749993771, 0.0818795338, 0.021948263, -0.0341449045, -0.0185081866, 0.0710191205, -0.0137460949, 0.0152671216, 0.0050179646, 0.0245069992, -0.0260138102, -0.0146700833, 0.0537050143, 0.1850250065, 0.1352149546, -0.0813109279, 0.0626605898, -0.0400299951, -0.1169057786, -0.0931379721, -0.241999507, 0.0297950525, 0.0523972139, -0.0088560674, -0.0780130029, -0.0647644401, -0.0800031275, -0.0153808426, 0.0003202861, 0.1262309402, 0.0232987069, -0.0657879338, -0.0236540865, -0.0178969335, 0.0629448891, 0.0788659081, -0.0655036271, 0.0788659081, 0.0979711339, -0.0159210209, -0.0059952592, -0.0519423299, -0.0048082904, 0.021109568, -0.0005015299, 0.0016498513, 0.0172998942, -0.0301077869, -0.0154945645, 0.0867127031, 0.0237678085, -0.0218487568, -0.0300224964, 0.0021340565, -0.0032712722, 0.0413377918, -0.0200718585, 0.0642526895, -0.0145350387, 0.062603727, 0.0362771824, -0.0584528893, 0.0140446145, 0.0719857588, 0.0335762948, 0.0101141129, 0.0715877339, -0.0144426404, 0.0252177585, -0.0491561517, -0.0689721331, -0.0775581151, 0.048303239, -0.0633997768, -0.0593626611, 0.0443514138, 0.0178827178, -0.0312450025, -0.0272078868, 0.0405701697, 0.0198159851, 0.1240702346, 0.0377555639, 0.0112584354, 0.1550025046, 0.102861166, 0.0740327463, -0.0900106281, 0.0069263545, -0.0078254659, 0.1413559169, 0.0276059117, -0.0091901245, 0.0479620732, 0.0530795455, -0.0188351348, -0.0594195239, 0.0351115353, -0.0584528893, 0.0162764005, -0.006674035, -0.0985966027, -0.0614665113, -0.0079676174, -0.0254452024, 0.0130353356, -0.1257760674, -0.0207541864, -0.0574293956, 0.0672094524, 0.0114076957, -0.0186503381, -0.065333046, -0.0881342217, -0.0560931675, -0.0103202332, 0.0228722524, 0.0076193456, 0.1256623417, -0.1238427907, -0.0250045303, -0.0408829041, -0.0592489392, -0.0390065014, 0.0000101339, 0.0213227943, 0.0609547645, 0.0416220948, 0.0122179613, 0.0348840915, -0.0953555405, -0.0309606977, -0.0064252689, 0.0613527894, -0.0470523015, 0.1289602667, -0.0976299718, 0.0626605898, -0.0939908773, 0.0363340415, 0.0163474753, 0.0413946547, -0.0363624729, -0.0134191457, -0.087679334, -0.0647644401, -0.0187356286, 0.0005690521, -0.0166175645, -0.0187782757, 0.0218914021, -0.0300509259, -0.1078080535, 0.0284161791, -0.1347600669, 0.1054767594, 0.0377839915, -0.0761934519, -0.0564911924, -0.0396319702, 0.0749425143, -0.0078538964, -0.0410250574, -0.0311881416, -0.0660153702, -0.0166459959, -0.0095312893, 0.0150538934, 0.020938985, 0.0550981015, -0.0274068993, -0.0846657082, -0.0301077869, -0.0089058205, -0.0202424396, -0.079093352, 0.0202282257, -0.0553539768, 0.1962834299, 0.0391486511, -0.1128118038, -0.0731798336, 0.0187356286, 0.0383526012, -0.0624331459, -0.0445504263, 0.0555529892, 0.0233697835, 0.1868445426, -0.0959241465, -0.0013744319, -0.056747064, -0.0264544804, 0.0644801334, 0.0490139984, 0.0645938516, 0.047308173, 0.0695407391, -0.047137592, 0.1115040034, 0.0054515279, -0.0377555639, 0.0245638601, -0.0008111547, 0.0407976136, -0.028871065, -0.0863715336, 0.0136608044, 0.0806854591, 0.0636272207, 0.0161200333, 0.0374996886, 0.0485591106, -0.0072426428, 0.0241658352, -0.0589646362, 0.0294254571, -0.0491561517, -0.0117630754, 0.048701264, -0.0137887411, 0.0078538964, -0.0034152011, 0.0083727511, -0.0077828201, -0.0723269209, -0.0386369042, 0.042275995, -0.0983691588, -0.0315577351, -0.1382854283, 0.0318420418, -0.0644801334, -0.0993926525, -0.0223462898, 0.0478199236, 0.0607841797, 0.0236540865, -0.0320410542, 0.0020061196, 0.0100146057, -0.0461425297 ]
712.0359
Jaroslav Ilnytskyi Dr.
J.M.Ilnytskyi and Yu.Holovatch
How does the scaling for the polymer chain in the dissipative particle dynamics hold?
12 pages, 6 figs
Condens. Matter Phys., vol. 10 (2007) 539-552
null
null
cond-mat.soft
null
We performed a series of simulations for a linear polymer chain in a solvent using dissipative particle dynamics to check the scaling relations for the end-to-end distance, radius of gyration and hydrodynamic radius in three dimensions. The polymer chains of up to 80 beads in explicit solvent of various quality are studied. To extract the scaling exponent \nu, the data are analyzed using linear fits, correction-to-scaling forms and analytical fits to the histograms of radius of gyration distribution. For certain combinations of the polymer characteristics and solvent quality, the correction-to-scaling terms are found to be essential while for the others these are negligibly small. In each particular case the final value for the exponent \nu was chosen according to the best least-squares fit. The values of \nu obtained in this way are found within the interval \nu=0.55-0.61 but are concentrated mostly around 0.59, which is very close to the best known theoretical result \nu=0.588. The existence of this interval is attributed both to the peculiarities of the method and to the moderate chain lengths being simulated. Within this shortcoming, the polymer chain in this kind of modeling is found to satisfy the scaling relations for all three radii being considered
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:51:56 GMT" } ]
2009-04-03T00:00:00
[ [ "Ilnytskyi", "J. M.", "" ], [ "Holovatch", "Yu.", "" ] ]
[ 0.0150498953, 0.0321177877, 0.0125699444, -0.0003479832, -0.0318503417, -0.0082482658, -0.0430587456, -0.0349381231, -0.0341114737, 0.0520303324, 0.0049082353, 0.0117736859, -0.1104793549, -0.0450038053, -0.0291758869, 0.0505715385, 0.0516413189, 0.0403356627, 0.0146122565, 0.0341844149, 0.0283249225, -0.0253830217, -0.0272308271, -0.0364698581, -0.0041940338, -0.0857284814, 0.1472409815, 0.0389741212, 0.0912718996, -0.0059081172, 0.0254316479, -0.0537322573, 0.0074884775, -0.0180890504, -0.0975933373, 0.0936545953, 0.0164235923, 0.0750792846, -0.0022732879, 0.0040694284, 0.0010272344, -0.0371506289, -0.1269151121, 0.0611721091, 0.0490884297, -0.0116217285, 0.0775106028, 0.0910287648, 0.128471151, -0.0382690392, -0.0168855451, 0.0736691132, 0.0315342695, 0.0111658545, -0.0185510013, 0.0241308901, 0.1651355177, 0.0508146696, -0.0588380396, -0.0989548787, 0.0416242667, -0.1633849591, -0.0250426363, -0.0183078684, -0.0363482907, 0.0469488651, -0.1345980912, 0.0202772412, 0.0240701064, 0.0746902674, 0.0357404612, -0.0952592716, 0.0131048355, -0.021711722, -0.1549239606, -0.031461332, -0.015596943, -0.0161683038, -0.0279115979, 0.1084370464, 0.0768298358, -0.061366614, 0.00848532, -0.0176270977, 0.022356024, -0.0501825251, 0.0799905583, -0.0002708647, -0.057427872, -0.0567957275, 0.0181133635, 0.0132507151, -0.1087288037, 0.1062002257, 0.0851935893, -0.175055325, 0.110868372, 0.0138342325, -0.0334793292, -0.0450524315, -0.0511064269, 0.079163909, 0.0118344687, -0.011986427, 0.0399952792, 0.0688064694, -0.0587894097, -0.0575251244, -0.0176270977, 0.0122781852, 0.1377101839, 0.0325068012, -0.0580113865, 0.0094943196, -0.0076951403, -0.0623391457, -0.1033798903, 0.0597133152, -0.1369321644, 0.0669586584, 0.0450524315, 0.0187576637, 0.0059780176, -0.0019207458, -0.0142718712, 0.000471069, 0.1181623414, -0.0086615914, -0.0629712865, 0.0153781231, 0.0169098582, -0.0450524315, -0.0560177006, -0.0978364721, -0.1545349509, -0.0130683659, -0.0748361498, 0.0045313798, 0.1492832899, -0.0309021268, 0.059664689, -0.055434186, 0.0533432476, 0.0188670736, 0.0282276701, 0.0623391457, -0.0381474718, 0.0138950162, 0.008941194, 0.0059719393, 0.0525652207, 0.0460006483, 0.0477511995, 0.0492829345, 0.0776078552, -0.0655484945, 0.0300268494, 0.0477755144, 0.0656457469, 0.0491370559, -0.0775106028, 0.1119381487, -0.0594215542, -0.0180525798, 0.0336738341, 0.0133965947, 0.00934844, 0.0129711125, -0.0807199553, -0.0718699321, 0.0448579267, -0.0248238165, -0.0586921573, -0.063603431, 0.1277903765, 0.0493315607, 0.0114819268, -0.0824218765, -0.0772674754, 0.0709460303, 0.081060335, 0.0375882685, 0.008862176, -0.0689523444, -0.0896672234, -0.0093362834, -0.0948216319, 0.1099930927, 0.0326526798, 0.0083576757, -0.0737663656, 0.017481219, 0.0226599388, 0.0585949048, -0.0534405001, -0.0572819896, 0.0463410318, 0.1065892428, 0.0180039536, 0.0103088133, -0.0296378378, -0.0105519453, 0.0325068012, -0.0809144601, -0.1045469269, -0.0637493134, -0.07133504, -0.0707515255, -0.0688064694, -0.084901832, 0.0014405594, 0.074593015, 0.055142425, -0.0472163111, -0.0460249595, -0.0694386065, -0.1146612316, 0.0711891651, 0.0765380785, 0.0732801035, -0.0652081072, 0.0401654691, 0.041186627, 0.067444928, 0.0173231829, -0.0675908029, 0.1065892428, 0.0082786577, -0.0256261546, 0.0043459916, 0.0584004, -0.0260151662, -0.0598105676, 0.0263069253, -0.0013068366, -0.0334793292, -0.0401168428, 0.0988090038, -0.0368831828, -0.0320691615, -0.0297594052, 0.0343546048, -0.0906883776, 0.0845614448, 0.0465112254, 0.0248481296, -0.1137859598, -0.0117797647, 0.0263312384, -0.0608317219, -0.0280088503, -0.0109774275, 0.025455961, -0.1033798903, -0.0746902674, -0.0347193033 ]
712.036
Dmitri Vassilevich
R. A. Konoplya, D. V. Vassilevich
Quantum corrections to the noncommutative kink
18 pages, v2: minor changes
JHEP0801:068,2008
10.1088/1126-6708/2008/01/068
null
hep-th
null
We calculate quantum corrections to the mass of noncommutative phi^4 kink in (1+1) dimensions for intermediate and large values of the noncommutativity parameter theta. All one-loop divergences are removed by a mass renormalization (which is different from the one required in the topologically trivial sector). For large theta quantum corrections to the mass grow linearly with theta signaling about possible break down of the perturbative expansion.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 17:56:07 GMT" }, { "version": "v2", "created": "Sun, 13 Jan 2008 19:11:20 GMT" } ]
2008-11-26T00:00:00
[ [ "Konoplya", "R. A.", "" ], [ "Vassilevich", "D. V.", "" ] ]
[ 0.0515503623, 0.1205425784, -0.0373788588, 0.0141109433, 0.0093326019, 0.0577034615, -0.0270106457, 0.0620154738, -0.0078609455, 0.0147529002, 0.0079517886, 0.0454699397, -0.0299660712, 0.0843507349, 0.0770832971, 0.0129360408, -0.0109556634, 0.0214995053, 0.0328488201, 0.1781975925, -0.0743216723, -0.1002906486, 0.1049418077, -0.0055323374, -0.0008334843, 0.0188832283, 0.0214873925, -0.0053688199, 0.106298402, -0.1108526587, 0.0003211678, -0.021390494, -0.0234011523, -0.130910784, -0.0438711047, 0.126647234, -0.0499999747, 0.1205425784, -0.0295300242, -0.0035095671, -0.0662305877, -0.0422964916, -0.0979650691, 0.0848352313, -0.0642926022, 0.0188832283, 0.0547964871, 0.0135416603, -0.0118398685, -0.0333817676, 0.0166545473, 0.0004019802, 0.0259447545, -0.0360949449, -0.0862402692, 0.0658429936, 0.0573643148, 0.0036670284, 0.0100351209, -0.0164001863, 0.0432897098, -0.1879844069, -0.0218507648, 0.0249515381, -0.1300386935, 0.0405523069, -0.0610464811, 0.0081153065, -0.0022423076, 0.0650677979, -0.0021514646, -0.0086785331, 0.0103137065, 0.0346656814, -0.0314680077, 0.0222383607, -0.0220082253, 0.0448400937, -0.0147407874, 0.0623061731, 0.029287776, -0.0327519216, 0.0998061523, -0.0012952695, -0.01298449, 0.0229529925, -0.0353439748, 0.0360464938, -0.0685561672, 0.0246608406, 0.0511627682, 0.0209665596, -0.0412306003, 0.0282218866, 0.0854166299, -0.0696705133, 0.0550387353, 0.0193919484, 0.0212209206, -0.0027964497, -0.0922964662, 0.0088238819, 0.1008720472, -0.0033581622, 0.1781975925, 0.1093991697, -0.0345687829, 0.0321705267, -0.0501937754, 0.0439195521, 0.0392441675, -0.0209665596, -0.2112402171, -0.0686046183, -0.0012316795, -0.130910784, -0.1238371506, -0.0287548322, -0.0947673991, 0.0271317698, 0.0189559013, -0.0204820633, 0.0390503705, 0.058575552, -0.0227107443, -0.0076913722, -0.0434108339, -0.0288517307, -0.0565891191, 0.0632751659, 0.1700580567, -0.0623061731, -0.0203488283, -0.0708817467, -0.0058139507, -0.0048146779, 0.0398255624, 0.0377180055, 0.148061946, -0.0180474725, -0.0133963116, -0.0121850716, 0.0213057064, 0.0081334747, 0.0262596775, 0.0982073173, 0.0409883521, 0.0734011307, 0.0235343874, -0.0446462967, -0.06366276, -0.057606563, -0.0089328932, 0.060658887, -0.0310804117, -0.031758707, 0.0533914492, 0.065116249, 0.0167877823, -0.0108829886, 0.0326792486, 0.0540212914, -0.006522526, -0.0207606498, 0.0389776938, -0.0212088078, -0.0257509574, -0.0069161789, -0.0290697534, -0.0813953131, 0.012191128, -0.0027510282, -0.1021317318, -0.105426304, 0.0787790343, 0.0684592724, -0.0247698519, -0.1290697008, -0.0253875852, 0.0338662639, 0.0253391359, 0.0052961456, -0.007194764, 0.0402131602, -0.1104650646, -0.0361191705, -0.0382025018, 0.1174418032, 0.0220930129, 0.0381540507, 0.0309835132, 0.1122092456, 0.0512596667, 0.0595929958, -0.0250726622, -0.0966084823, -0.0148013495, 0.0742732212, 0.045760639, -0.0646317527, 0.0514534637, 0.0408187807, 0.066715084, -0.0836724415, 0.0051114317, -0.036918588, 0.0871608108, -0.066715084, -0.0282218866, -0.0301356446, 0.0147892376, 0.0435804054, 0.1019379348, 0.1081394851, -0.0314437822, -0.0009417389, -0.0806201175, 0.0027207471, -0.1022286341, 0.1133720428, -0.0619185753, 0.1072673947, 0.0433139317, 0.0671511292, 0.0451550186, 0.0437015295, 0.0653100461, 0.0692344606, -0.0417150967, 0.0252180118, 0.0646317527, -0.0021832597, -0.0627422184, -0.0361433923, 0.0734980255, -0.1697673649, 0.0329457223, -0.0332364179, -0.0827034488, -0.0792150795, 0.0160973761, 0.0022241389, -0.0304505676, 0.0289728548, -0.072771281, 0.055571679, -0.0500968769, 0.065116249, 0.0707364008, -0.1031007245, -0.0232679155, 0.0819767043, 0.0078185527, 0.0096414685, -0.0578972585, 0.0312257595 ]
712.0361
Ayres Freitas
F. Deppisch, A. Freitas, W. Porod, P.M. Zerwas
Determining Heavy Mass Parameters in Supersymmetric SO(10) Models
26 pp LaTeX; version published in Phys. Rev. D
Phys.Rev.D77:075009,2008
10.1103/PhysRevD.77.075009
ANL-HEP-PR-07-98, DESY 07-199, LPT-ORSAY 07-109, MAN/HEP/2007/26, PITHA 07/15
hep-ph
null
Extrapolations of soft scalar mass parameters in supersymmetric theories can be used to explore elements of the physics scenario near the grand unification scale. We investigate the potential of this method in the lepton sector of SO(10) which incorporates right-handed neutrino superfields. The method is exemplified in two models by exploring limits on the precision that can be expected from coherent LHC and e+e- collider analyses in the reconstruction of the fundamental scalar mass parameters at the unification scale and of the D-terms related to the breaking of grand unification symmetries. In addition, the mass of the third-generation right-handed neutrino can be estimated in seesaw scenarios. Even though the models are simplified and not intended to account for all aspects of a final comprehensive SO(10) theory, they provide nevertheless a valid base for identifying essential elements that can be inferred on the fundamental high-scale theory from high-energy experiments.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 18:02:03 GMT" }, { "version": "v2", "created": "Thu, 1 May 2008 15:34:27 GMT" } ]
2008-11-26T00:00:00
[ [ "Deppisch", "F.", "" ], [ "Freitas", "A.", "" ], [ "Porod", "W.", "" ], [ "Zerwas", "P. M.", "" ] ]
[ 0.0539673641, -0.0436902307, 0.016818257, -0.0740251541, -0.0382289514, 0.0093958816, -0.0428710394, 0.0567972995, 0.0017733641, 0.0202191435, -0.074124448, -0.0264375545, -0.1229284182, 0.0436157584, 0.0330903828, 0.0559532829, 0.0131318932, 0.0597761795, 0.0667765439, -0.0225650109, -0.0064790626, 0.0125857648, 0.0853945389, 0.0165824275, 0.0586342737, -0.0395942703, 0.0661807656, -0.0067645386, 0.1170699596, -0.0772026256, -0.0363919772, -0.0436405838, -0.1028706357, -0.1043600738, -0.0651878119, 0.0707483813, -0.0266857948, 0.0378814153, -0.0887706056, 0.0031262718, -0.0240296274, 0.0197971351, -0.0897635669, 0.0784934685, -0.0363175049, 0.0725853592, 0.0366898626, -0.0423993841, -0.0213238113, -0.0213858709, -0.0188041758, 0.0232476704, 0.0651878119, -0.0360196158, -0.0312037617, -0.0158873573, 0.0348032415, 0.0296894982, 0.0003248452, -0.0061687627, -0.0050082407, -0.1023741513, 0.0063549425, 0.0587832183, -0.1113107949, 0.0026189315, 0.0644927397, 0.0197350755, 0.0198840201, 0.0192634203, -0.119552359, -0.0648402721, 0.1047572568, 0.0006558965, 0.0078319702, -0.0073541082, 0.056648355, 0.0863378495, -0.0783941746, 0.0641452, -0.0611166731, -0.0202315561, -0.0414560698, 0.0097558303, -0.0898628607, -0.013975909, 0.042895861, 0.0784934685, -0.1175664365, 0.0150805768, 0.0677695051, -0.0845505223, 0.0628047064, 0.0659325272, 0.1250136346, -0.1455679089, 0.0243275147, -0.0467435829, 0.029962562, 0.0535701811, -0.0019766106, 0.0281504095, 0.0858413726, -0.0784438252, 0.0474138297, -0.0288206581, 0.0061532478, -0.0722378269, -0.059974771, -0.0055791927, 0.0973597094, -0.0125423232, -0.1645334363, 0.0351011269, -0.0618613958, -0.0699043721, -0.1471566409, 0.0401403978, -0.059974771, 0.0772522688, 0.0344557054, 0.0192385949, 0.0498962291, -0.0536198281, 0.0230987277, -0.0988491476, -0.0821177736, -0.0769543797, -0.0210507475, -0.0053557768, 0.1380214095, 0.0031185143, -0.0051478758, -0.0084773945, -0.0394205041, 0.0580881462, -0.0076706144, 0.033735808, 0.0984023139, -0.0254445951, 0.0851959512, 0.0100226877, 0.0105936397, 0.0992959812, 0.0548113808, 0.0498465821, 0.0210135113, 0.015812885, 0.0483571403, 0.034952186, -0.0360940881, -0.0551092662, 0.0498962291, -0.0125671476, -0.0164210722, -0.1141903773, -0.0002612337, 0.0238806829, 0.0335372165, -0.0211748667, 0.0857420787, 0.0383034237, -0.0183697566, -0.0153536405, 0.0355231352, 0.1340495646, -0.0871818662, 0.0219444111, -0.114091076, -0.0653863996, 0.0023660369, 0.0737769082, -0.0566980019, -0.1274960339, 0.0178980995, 0.021075571, -0.0324946083, -0.0836072117, -0.0487295017, -0.0199709032, 0.0509388372, 0.0369381048, -0.0782948807, 0.0487295017, -0.1106157228, 0.0626557618, 0.0241040979, 0.0653367564, 0.0038694402, -0.0273808651, 0.0168803167, 0.0511374287, 0.1402059197, 0.1943222284, 0.0197474882, -0.1139917821, 0.0351755992, 0.1029699296, 0.0835079178, 0.0665779561, -0.0123189073, 0.0368388072, 0.105353035, -0.1210417971, -0.0565490611, 0.0335372165, 0.1229284182, -0.0045583062, -0.0159990638, -0.0165576041, 0.0253204741, 0.0353741907, 0.0264375545, -0.013404957, -0.0668758377, 0.0854938403, -0.1192544699, 0.0428213887, 0.0511374287, 0.0663297102, -0.0255687144, 0.0971611142, 0.0792381912, 0.0493997484, 0.0866357386, 0.0130077731, 0.0450059026, 0.0653863996, 0.0317498893, -0.01721544, 0.1092255786, -0.0118596638, -0.140007332, 0.0007493743, 0.0007171807, -0.0474634767, -0.0877776444, -0.0167189594, 0.012070667, -0.0382289514, -0.0308065768, -0.0655849949, 0.0213734601, 0.1090269834, -0.0054426608, 0.0488536209, 0.0489529185, 0.0124554392, 0.0937850475, 0.074124448, 0.023260083, 0.0199584924, 0.0400659256, -0.0209266283, -0.0507154204, 0.005222348 ]
712.0362
Abdelmalek Salem Dr
Kouachi Said, Abdelmalek Salem, and Rebiai Belgacem
A Mathematical Proof of Dodgson's Algorithm
6 pages
null
null
null
math.CO
null
In this paper we give a mathematical proof of Dodgson algorithm [1]. Recently Zeilberger [2] gave a bijective proof. Our techniques are based on determinant properties and they are obtained by induction.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 19:30:11 GMT" } ]
2007-12-04T00:00:00
[ [ "Said", "Kouachi", "" ], [ "Salem", "Abdelmalek", "" ], [ "Belgacem", "Rebiai", "" ] ]
[ 0.137315765, -0.1041216701, 0.0263377689, 0.0097702723, -0.0193277616, 0.0125541789, -0.0249665026, 0.0384900272, -0.1478130519, -0.0021219163, 0.0892741606, -0.1388288885, -0.0861533508, -0.0213255547, 0.063929379, 0.0550870784, 0.0744266585, 0.0163133405, 0.0160059873, 0.091165565, -0.0091910306, 0.0311608445, 0.1448813826, 0.0246355087, 0.0793915913, -0.0358420648, -0.0019578964, -0.0864843428, 0.0847820863, -0.0836945251, -0.0220230091, -0.0375206843, -0.0678540394, -0.0328158215, -0.0672393292, 0.0207817778, -0.0887540281, 0.0313972682, -0.0724879727, 0.003806446, -0.0006789837, -0.0087122694, -0.0317282639, 0.0137835899, 0.0445188694, 0.1532981098, -0.0207581352, -0.0442588031, 0.0046487111, 0.0347308666, -0.0382772423, 0.1658759415, 0.059437301, 0.0299550761, -0.0829852521, -0.0680431798, -0.0300732888, -0.0302151442, 0.0304042827, -0.0130506726, 0.0815194175, -0.0747103691, 0.0101721948, 0.0961777791, -0.0166916214, -0.0057717306, -0.0985420346, 0.0011584836, 0.0367404781, 0.0114311595, -0.1236031055, 0.1162266359, 0.2097564489, 0.0251792856, -0.0140081942, -0.0780676082, -0.0010809066, 0.1190637425, 0.0464575551, 0.0620852634, 0.0132989185, 0.00124271, 0.157270059, -0.0548033677, -0.0224131104, -0.0026080657, -0.0279454608, -0.0449680761, -0.1508392841, -0.0357002094, 0.0406887792, 0.0044418387, 0.001368311, -0.0004676786, 0.116699487, -0.011833082, 0.0588698797, 0.0242099427, 0.070029147, 0.042769324, -0.0651587918, -0.0935771018, 0.0777838975, 0.0206990279, 0.0851603672, 0.0067144763, 0.0689415932, -0.0417290516, -0.1351406574, 0.0983528942, -0.07508865, 0.0163015183, 0.0151903201, -0.0420600474, 0.0615651272, -0.0173890758, -0.0025666913, -0.0393175147, -0.0670501962, -0.0757506415, -0.0859642103, -0.0671447664, 0.0163842682, -0.0548506528, 0.0490345918, -0.0526282527, -0.0458901338, -0.1227519736, 0.0444242992, 0.013535344, -0.0551816449, -0.0401922874, -0.0016387223, 0.0302624274, -0.0123532182, -0.0569311939, 0.0047757896, 0.0185830221, 0.0545669422, 0.1609582901, -0.0132989185, -0.0396012254, -0.1001497209, 0.0680904612, -0.0884703174, -0.0196705777, 0.0209827386, 0.0431712456, 0.0524391122, -0.0531483889, -0.083363533, -0.0226613581, 0.0585388839, 0.0208054204, -0.0130033875, 0.0007816809, -0.0297186505, -0.0827961117, 0.1124438345, 0.0475923978, -0.0547560826, -0.0135589866, 0.0120222224, 0.0558909215, -0.0516825542, 0.0844983757, -0.0242335852, 0.0358420648, 0.0201316085, -0.0337142348, 0.0547087975, -0.010225391, -0.0262195561, -0.0373078994, -0.0780203193, 0.0364567675, -0.1005280018, -0.0494601578, -0.0035316017, -0.1021356955, -0.0372133292, -0.0169044025, 0.0460319892, 0.0221766848, -0.0195878297, -0.0257467069, 0.0446843654, -0.006448498, 0.0362203456, -0.0039926311, -0.0500275753, 0.0464811996, -0.0205098875, 0.0190558732, 0.0177082494, -0.0528173931, 0.109417595, -0.0104086204, -0.0148593253, -0.05522893, 0.022696821, -0.0377571061, 0.04641027, 0.0893687308, -0.0209236313, 0.04988572, 0.1282370389, -0.0767436251, 0.0285838097, -0.1196311638, 0.0090314439, -0.0048526279, 0.1028922573, 0.013830875, -0.0070750248, 0.1035542488, -0.0522499755, 0.0311135594, 0.0361257754, 0.145448789, -0.0422019027, 0.0294585824, 0.0015123825, -0.0044034198, -0.0336196646, -0.00844038, 0.0325793959, 0.0244227257, 0.0050447229, -0.0081921341, 0.0251792856, -0.0577823259, -0.0026597837, -0.0330758877, 0.0486563109, -0.0100362506, -0.0660099238, -0.1027976871, -0.0847820863, -0.0896524414, 0.0092796898, 0.0397903658, 0.0304752104, 0.0469776914, -0.1191583127, 0.0410907045, -0.0250610728, -0.0035109145, -0.1271967739, -0.0023967607, -0.0306407083, 0.0002517559, 0.0219284389, -0.0919694081, -0.080006294, 0.0486090258 ]
712.0363
Peter Zeiner
M. Baake, P. Zeiner
Coincidences in 4 dimensions
6 pages, conference "Quasicrystals - The Silver Jubilee"
Phil. Mag. 88 (2008), 2025-2032
10.1080/14786430701264186
null
math.MG math.CO
null
The coincidence site lattices (CSLs) of prominent 4-dimensional lattices are considered. CSLs in 3 dimensions have been used for decades to describe grain boundaries in crystals. Quasicrystals suggest to also look at CSLs in dimensions $d>3$. Here, we discuss the CSLs of the root lattice $A_4$ and the hypercubic lattices, which are of particular interest both from the mathematical and the crystallographic viewpoint. Quaternion algebras are used to derive their coincidence rotations and the CSLs. We make use of the fact that the CSLs can be linked to certain ideals and compute their indices, their multiplicities and encapsulate all this in generating functions in terms of Dirichlet series. In addition, we sketch how these results can be generalised for 4--dimensional $\Z$--modules by discussing the icosian ring.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 19:36:18 GMT" } ]
2009-11-13T00:00:00
[ [ "Baake", "M.", "" ], [ "Zeiner", "P.", "" ] ]
[ -0.0068984106, -0.0343618952, 0.084238708, 0.0989726707, 0.0711707771, 0.0016660313, 0.0340495147, -0.0822602957, -0.1674361378, -0.007907141, -0.0191072971, -0.0963174328, -0.0024160708, 0.0410520509, 0.0448526852, 0.0360018946, -0.0202787239, -0.0350907855, 0.1042310819, 0.0752317235, -0.0526361763, -0.0472215749, 0.0899656937, -0.0064298394, -0.0216453914, 0.0465968139, 0.0609142706, -0.0361580849, 0.1239110753, -0.0429523699, 0.0751796588, -0.0236107875, -0.0204218999, -0.0366266556, -0.091163151, 0.02350666, -0.00478984, 0.0925168023, 0.0182092022, -0.0190942809, -0.0918399766, 0.0473517329, 0.0095796799, -0.0456336401, 0.0361060202, 0.0335549116, 0.0421453863, 0.0763771236, -0.0042301575, 0.0743466467, -0.0450088754, 0.0767936334, 0.0298323724, 0.0074060299, -0.0979313999, -0.0256672949, -0.0196149144, 0.0367047526, 0.0505015738, 0.00699603, 0.024066342, -0.0908507705, -0.0082780933, 0.1080837771, -0.0559161752, -0.0037843641, -0.0468571298, -0.0372774489, 0.0689320415, 0.1032418758, -0.0853320435, 0.0781993419, 0.0992850512, 0.056384746, -0.032175228, -0.0630488694, -0.0005914086, 0.1120406017, 0.0123976152, 0.0456857011, 0.0800736323, 0.0666933134, 0.0728368089, 0.0226215813, -0.0063907919, -0.0622158572, 0.050241258, 0.0994933099, -0.0574780814, -0.0282184053, 0.0886120424, -0.0292076115, -0.0651834756, -0.0211377721, -0.0021899201, -0.0088898391, 0.0961612463, 0.0532609373, -0.061278712, 0.050163161, -0.0524279214, -0.059404429, 0.0510482416, -0.0716914088, 0.1872202605, 0.1317206025, -0.0264091995, -0.109645687, -0.1031898111, 0.054562524, -0.0560723655, 0.0165171381, -0.1136025116, 0.0181311071, 0.0001770362, -0.0106534893, -0.0450609401, -0.0753358528, -0.0323574506, 0.1152685434, -0.0503714159, -0.0370691977, 0.034622211, 0.1006387025, 0.0662768111, -0.0473517329, 0.0324095152, -0.1611885279, -0.0158403125, -0.0077965059, -0.0155930119, 0.0151634878, 0.0040088878, -0.0635174438, -0.1118323505, 0.0069830138, -0.0079006329, -0.0854361653, 0.0356895141, 0.0112196794, 0.025393961, -0.0160615835, 0.1303669512, 0.0615910962, 0.0203828514, 0.1149561629, -0.0302749127, 0.0407917351, 0.0056196018, -0.0131134884, -0.0993891805, -0.1247440949, 0.0866856873, -0.0703377575, -0.0124952346, -0.0809587091, 0.0032474594, -0.0125798378, 0.0407917351, -0.0762729943, 0.1111034602, 0.0075492044, 0.0262790397, -0.0244307872, 0.0710145831, 0.041546654, -0.0722120404, -0.0232203119, -0.0838742629, -0.1264101267, 0.0246911049, -0.0473257005, -0.1326577365, -0.0040446813, 0.046518717, 0.007659839, -0.0754920468, -0.0582590327, -0.0370171331, -0.0751796588, 0.0802298188, -0.0184695181, 0.0589358583, -0.0709625185, -0.0368088782, 0.1076672748, 0.012521266, -0.0235977713, 0.0334247537, 0.0992329866, -0.1317206025, 0.0470653847, 0.0439155437, 0.0820520446, 0.0325396731, -0.0880914032, 0.0156320594, 0.0069569824, 0.100326322, -0.0138879325, -0.0325396731, 0.0236888826, 0.0648710951, 0.0339453891, 0.0245869774, -0.0246390402, 0.0468831621, -0.0118509494, -0.0648710951, -0.0011242457, -0.0514387153, -0.0456857011, 0.0953802913, 0.0290514212, -0.0593523644, -0.0228688829, 0.019940313, -0.063257128, -0.0955364853, 0.0548749045, -0.0834056884, 0.0863212496, 0.0344139598, 0.0122544412, -0.0304050706, 0.1051682234, 0.0254850723, 0.0510222092, 0.0590920486, 0.0548749045, 0.0557079203, 0.0132176159, -0.0620076023, 0.0029236898, -0.0662768111, -0.0096317437, -0.037850149, -0.0290253889, -0.012807616, -0.1321371049, 0.0140180914, -0.0819479153, 0.0262399931, 0.1107910797, 0.0789802969, 0.0188990422, -0.0170768201, -0.0210857093, 0.0160615835, 0.0157361869, -0.0053462684, 0.0977752134, -0.0315764993, 0.0134063456, -0.0476120524, 0.0425098315 ]
712.0364
Sidney Redner
R. Lambiotte and S. Redner
Dynamics of Non-Conservative Voters
4 pages, 4 figures, 2-column revtex4 format; a minor typo in Eq. (16) fixed; current version is the final published manuscript that contains minor changes in response to referee comments
Europhysics Letters 82, 18007 (2008)
10.1209/0295-5075/82/18007
null
physics.data-an cond-mat.stat-mech physics.ed-ph
null
We study a family of opinion formation models in one dimension where the propensity for a voter to align with its local environment depends non-linearly on the fraction of disagreeing neighbors. Depending on this non-linearity in the voting rule, the population may exhibit a bias toward zero magnetization or toward consensus, and the average magnetization is generally not conserved. We use a decoupling approximation to truncate the equation hierarchy for multi-point spin correlations and thereby derive the probability to reach a final state of a given consensus as a function of the initial magnetization. The case when voters are influenced by more distant voters is also considered by investigating the Sznajd model.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 19:43:08 GMT" }, { "version": "v2", "created": "Wed, 5 Dec 2007 12:18:37 GMT" }, { "version": "v3", "created": "Tue, 22 Apr 2008 23:45:53 GMT" } ]
2008-04-23T00:00:00
[ [ "Lambiotte", "R.", "" ], [ "Redner", "S.", "" ] ]
[ 0.0874818116, 0.0306522604, -0.0384640619, 0.0869644731, 0.0172532126, 0.045163583, -0.0191156287, 0.0042357026, -0.1066750437, 0.0640981421, 0.0828775018, -0.0485780127, -0.0543721952, 0.0602698475, -0.0059881844, 0.057114087, 0.0934311971, -0.0139810527, 0.0057844827, 0.0988632441, -0.0329026803, -0.0016570975, 0.1026915386, 0.0045913723, -0.0261902232, 0.0190121625, 0.0483710766, 0.0178093519, -0.046043057, -0.1043987572, 0.0604250468, -0.0057036486, -0.0858780667, -0.1183668748, -0.1883109361, 0.1698937118, 0.022116188, -0.0045719724, -0.02280166, 0.0261255559, -0.0455515869, -0.0052509778, -0.0927586555, 0.1460961699, 0.0377139226, 0.0359808393, -0.0503369607, -0.0464051962, 0.0303159915, 0.0188698936, -0.1208500937, -0.0209133774, 0.0316352025, -0.0577866249, -0.059597306, 0.0387485959, 0.0094866809, 0.0204865746, 0.0016304222, -0.0240303371, 0.0466121286, -0.0770833194, 0.0034338292, 0.1070889086, 0.0269532967, 0.0749105066, -0.1303691119, -0.0408179462, 0.0105924904, 0.0367568471, 0.0039479337, -0.1180564687, 0.0667365715, -0.0052639116, -0.0439219736, -0.0361877754, 0.0417232886, 0.0577348918, -0.0501817614, 0.1068819761, 0.0708752722, -0.0229956619, 0.1328523308, -0.0391624682, -0.0440513082, -0.0376621857, 0.0072621284, 0.0352048315, -0.1045539528, 0.0018672659, -0.0375845879, 0.0350237638, -0.0226723254, 0.0585626327, 0.1249887943, -0.0968973562, 0.0714443401, -0.0857745931, 0.0127329752, -0.0216117837, -0.0419560894, 0.0184042901, 0.0104890224, -0.0651328191, 0.1358528882, 0.0389037989, -0.0264100917, 0.0211073793, -0.0132567799, -0.0038864997, -0.0287122447, -0.0629082695, -0.0841191188, 0.0461206585, -0.1030536741, -0.1325419247, -0.1719630659, -0.0326181427, -0.0433529019, 0.0119634354, 0.0396022052, -0.0654949546, 0.10238114, 0.0162573382, 0.0199692361, -0.0734102279, -0.0007016393, -0.0814806968, 0.04619826, -0.0185077582, 0.0907927752, -0.0055193468, 0.0221420545, 0.0315317363, -0.1092617288, 0.0226335265, -0.0104954895, 0.0031654602, 0.0057747825, 0.0228921939, -0.0021825186, 0.0271084979, 0.0159340017, -0.0276775695, 0.0617701262, 0.0400419421, 0.0597007759, -0.0045558056, -0.0314799994, 0.0188698936, 0.091361843, -0.0160245355, 0.0181973539, 0.1051230282, -0.0461465269, -0.1354390234, 0.0829292387, 0.0098488173, -0.0206805766, -0.0630634725, 0.0168134756, 0.0576831587, -0.018158555, -0.0088206083, -0.0046754396, 0.0381019227, -0.0821015015, -0.0274447668, -0.0259962212, -0.1023294032, 0.0373776518, -0.0158822685, -0.0544756651, -0.0164254736, 0.0358773731, 0.0389813967, -0.0989667103, -0.1300587058, -0.0311437324, 0.052509781, -0.02005977, 0.0003291965, -0.0202537719, -0.0746001005, -0.0505438969, 0.0418526232, -0.0213660486, 0.0725824833, -0.0044361711, -0.0660122931, -0.0852055252, 0.0003811324, 0.0657018945, 0.0380501896, -0.0014259121, -0.0496902913, 0.1540631801, 0.1039848849, 0.07584171, -0.1058990359, 0.0193872321, -0.0327474773, -0.0004583289, -0.0602181107, -0.0776523948, 0.0258151535, 0.074237965, 0.0250003468, -0.0780145302, -0.0115624983, 0.0531305857, 0.0210168455, 0.1009843275, 0.0117370998, 0.0092668124, -0.0593386367, -0.1410262734, 0.0355928354, -0.0160504039, 0.1708249152, -0.0464310609, 0.0284018423, 0.0032834779, 0.1161940545, -0.0449049138, 0.020939244, 0.0870679393, -0.0608389191, 0.0370672494, 0.0047433404, 0.0200209711, -0.0307298619, -0.0278586373, -0.0633738711, 0.0306005273, -0.100466989, 0.0079411343, 0.0369637795, -0.0645637512, -0.0540617928, -0.0848433897, 0.0131209781, 0.0348944291, -0.0054158792, 0.0008200611, 0.0930690616, -0.0558207408, 0.1191946119, -0.0528201833, -0.0645120144, -0.0471036024, 0.0304194596, 0.0114202304, 0.0022342524, -0.057114087, 0.022555925 ]
712.0365
J. Antonio Garcia Zenteno
Ignacio Cortese and J. Antonio Garcia
Comment on ''A path integral leading to higher-order Lagrangians, arXiv:0708.4351 [hep-th]''
Latex, 3 pages
null
null
null
hep-th
null
We show that the ``effective Lagrangian'' constructed in [1] is inconsistent with the exact result for the complete Lagrangian presented in [2]. We trace the origin of the inconsistence to the peculiar way in which the path integral methods are used to eliminate variables that are not auxialiry.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:04:32 GMT" } ]
2007-12-04T00:00:00
[ [ "Cortese", "Ignacio", "" ], [ "Garcia", "J. Antonio", "" ] ]
[ 0.0173341818, -0.0217394102, -0.0313057937, -0.0415759683, -0.0426968262, 0.0551044494, -0.0417323671, 0.0364669487, -0.0012014998, 0.0084455255, -0.0131049016, -0.0102310767, -0.0755405352, 0.0015607279, 0.017177783, 0.0018653795, 0.0801803619, -0.0711613744, 0.0237074252, 0.0798154324, -0.029038012, -0.0269005634, 0.0033756038, 0.0235119276, -0.0677727386, -0.123137854, 0.0002297105, 0.0213744789, 0.0548959188, 0.0091297701, 0.0436091498, 0.0013546402, 0.0435830839, -0.0115018161, -0.1232421175, 0.0747585446, 0.0763225332, 0.0876874998, -0.0274218936, 0.000492004, 0.0154704312, 0.0917017311, -0.1299151331, 0.0960808918, 0.0423579626, 0.0619859882, 0.0686590001, -0.052784536, 0.027917156, 0.0129615366, -0.0320617184, -0.075123474, 0.1057254747, -0.0505949557, -0.1432611495, -0.1051520109, 0.0052198041, 0.0240593217, 0.0256102756, -0.0419148318, -0.0208661836, -0.1286639422, -0.0165652223, -0.0152488658, -0.1614033878, 0.0197713934, 0.0113389008, -0.0146884378, 0.1044742838, 0.1413843632, -0.1854887754, 0.0012259372, 0.0105047747, 0.0168910511, -0.0163175911, -0.0175687801, 0.0420712307, -0.0815358162, 0.0665736794, 0.026392268, 0.0184550378, 0.0529670008, -0.0260534044, -0.0382133983, 0.0163566899, -0.0179076437, -0.0230036322, 0.0343816318, -0.1245975718, -0.0426707603, 0.0219870396, 0.0121990927, -0.043426685, 0.0415238366, 0.1239719763, -0.0928486511, 0.1068723947, -0.0560949743, 0.0781993121, -0.019966891, 0.0471541882, 0.0019631286, 0.056981232, -0.0617253259, 0.0519243442, 0.0105960071, -0.0314100571, -0.0436352156, -0.0607869327, 0.0477797799, 0.0395427868, -0.0640713051, -0.1049956158, 0.0205924865, 0.0582324229, -0.0086279912, -0.1411758214, 0.0454598665, -0.0817964822, 0.0723083019, 0.0072660195, -0.0144277737, 0.0396470539, -0.0039327741, 0.0588058829, -0.0507774204, 0.0662608892, -0.0738722831, -0.0827870071, -0.0859149769, 0.172142759, -0.0078525143, -0.0030237068, -0.0275261588, -0.0644883662, -0.0010385846, 0.0353982225, 0.0258970056, 0.0963936895, 0.0130006364, -0.0468153246, 0.0022580051, -0.0400901809, 0.0463982597, -0.0475712493, 0.0632893145, 0.1200098842, 0.0394124538, 0.1213653386, 0.0020054865, 0.005441369, 0.020097224, 0.0776258558, 0.0178294443, 0.0096185161, -0.0015550259, 0.0976970121, 0.0724125654, 0.0581281558, -0.0337299705, 0.0469977893, 0.0361020155, -0.0076570162, 0.0459029973, 0.0413935035, -0.0119384285, -0.0121078603, -0.0436091498, -0.0151315676, -0.0658438206, -0.1353369504, -0.0258188061, -0.1028060317, 0.0391257219, 0.0233946275, -0.0231600311, -0.1612991244, -0.0477276482, -0.0232642964, 0.0142974416, -0.0357631519, 0.0809102207, -0.0774694532, -0.007044455, -0.0701187178, 0.0095142499, -0.042462226, 0.0312015265, 0.000887888, 0.0027630425, 0.0240723547, 0.0412371047, 0.1144837961, 0.1137539372, -0.0434527509, -0.046215795, 0.0176991113, 0.1152136549, -0.0539053939, -0.0172299147, 0.0084520429, 0.0910761356, 0.161194846, 0.0130918687, -0.0320095867, 0.0046202759, 0.0373010747, 0.0038317663, 0.0060669635, -0.0881566927, 0.0120426947, -0.1701617092, 0.0017513388, 0.0813272893, -0.0057281, 0.021908842, -0.0806495622, 0.014949102, 0.0324266478, 0.0784599781, -0.0261576697, 0.0638106391, -0.047623381, 0.0548959188, 0.089251481, -0.0922751874, 0.0787206441, -0.0266920328, -0.0818486139, 0.0646969005, 0.0841424614, 0.059900675, 0.0179597754, -0.0396470539, 0.0626115873, -0.0956638306, 0.046085462, 0.0284384843, -0.089772813, -0.0187808685, -0.0819007456, -0.0331565104, -0.0497608297, -0.0773651898, -0.0937349126, -0.0322441831, -0.0184029061, -0.0461897291, 0.0652182251, 0.0225605015, -0.0636542439, 0.0484053753, 0.0600570738, -0.05473952, -0.0221304055, 0.073715888 ]
712.0366
Sudhakar Yarlagadda
Sudhakar Yarlagadda
Cooperative electron-phonon interaction in molecular chains
Added Jahn-Teller system
null
null
null
cond-mat.str-el cond-mat.mtrl-sci
null
Using a controlled analytic treatment, we derive a model that generically describes cooperative strong electron-phonon interaction (EPI) in one-band and two-band Jahn-Teller (JT) systems. The model involves a {\em next-nearest-neighbor} hopping and a nearest-neighbor repulsion. Rings with odd number of sites (o-rings) belong to a different universality class compared to rings with even number (e-rings). The e-rings, upon tuning repulsion, undergo a dramatic discontinuous transition to a {\em conducting commensurate} charge density wave (CDW) state with a period independent of filling.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 19:53:41 GMT" }, { "version": "v2", "created": "Mon, 3 Mar 2008 23:46:29 GMT" } ]
2008-03-04T00:00:00
[ [ "Yarlagadda", "Sudhakar", "" ] ]
[ -0.0806169212, -0.0154418154, -0.0136846425, 0.0232958421, -0.0220711455, 0.1395088136, 0.0326674245, 0.0311498679, -0.0353298075, -0.0617672615, 0.0720973015, -0.0958457515, -0.0578801818, 0.0447546393, 0.0159609802, -0.024414042, 0.0072350227, -0.0388973989, 0.0211659353, 0.1170383096, -0.075185664, -0.0495203026, 0.0443020351, 0.004269795, 0.0199811757, -0.0479761213, -0.0153752556, 0.0633114427, 0.0950470343, -0.053247638, 0.0363148898, -0.0626192242, -0.067730993, -0.164961189, -0.1232150346, 0.0439293012, -0.0029053243, 0.0824805945, -0.0416396521, 0.0674115121, 0.0093915518, 0.0393766277, -0.0897755176, 0.0292595774, -0.0526086651, 0.0372200981, -0.0891897902, 0.0640569106, 0.0472572781, 0.0511709787, 0.0326674245, 0.0276887715, 0.0891365483, -0.0627257153, -0.0774220675, -0.0012105518, 0.0661335662, 0.0776350573, 0.0262510851, -0.1104355976, -0.0074347015, -0.0875391141, -0.0159742907, 0.0468312986, -0.0392435081, 0.0247601513, -0.0653348491, 0.0270364881, 0.038151931, 0.0168795008, -0.0658673272, -0.083492294, -0.0528482795, 0.0632049441, -0.0459260866, -0.0281680003, -0.0699141473, -0.0086793648, -0.0035675918, 0.0673582628, 0.1188487262, -0.0724700317, 0.0197548736, -0.0532742627, -0.0495469272, -0.1205526516, -0.0944613069, -0.0326674245, -0.0774220675, -0.0873261243, -0.0091120023, 0.0382850505, -0.0730025098, 0.0772623196, 0.0363681354, -0.0426779836, -0.0005586842, -0.0234156493, 0.0219513383, -0.0165200792, 0.0317622162, 0.0103766331, 0.0307505112, -0.064216651, 0.0890300497, 0.032534305, -0.0342914797, -0.0184769295, -0.0426247343, -0.0061401185, 0.0484287255, 0.0345310941, -0.0103300419, 0.0399623513, -0.0613412783, -0.1764626652, 0.0183171872, 0.0104831289, -0.1551636159, 0.0150957052, -0.0129458318, -0.0469111688, 0.018011013, -0.010409913, 0.0822675973, -0.0587853938, -0.0217383485, -0.0939820781, -0.0133518456, -0.0307238866, 0.0485085994, -0.0281680003, -0.0659738258, 0.0314959772, -0.1439816058, 0.0106229037, 0.0566554852, 0.0486949645, 0.0522625558, 0.0653348491, 0.0423052497, -0.0267702509, 0.1232150346, 0.0125131952, 0.0571879633, 0.0499196611, -0.0097576296, -0.028567357, -0.0461390801, -0.0156814288, -0.0444617793, -0.0527950339, 0.1140564382, 0.0191957727, 0.0350635685, -0.1146954149, -0.0628854632, 0.1186357364, 0.071937561, 0.0152820721, 0.0267036911, 0.0662400648, -0.0287271012, 0.0268634334, 0.0306972638, 0.0073747979, -0.1056433171, 0.043210458, -0.0245338492, -0.0577204376, 0.0064163404, -0.0426247343, -0.1038328931, 0.0418526419, 0.0201941673, -0.0189162232, -0.0280615054, -0.1370594203, -0.0613412783, 0.0371668525, 0.0625127256, 0.0340518653, 0.0128260246, 0.0171723627, 0.0267036911, -0.0505320095, 0.0164801441, 0.04440853, -0.0365012549, -0.0067258421, -0.0333063975, 0.0820013657, 0.1520752609, 0.1615533382, 0.0150291454, -0.1259839088, -0.0235620793, 0.097389929, 0.0663998052, 0.1045783609, 0.0656010881, -0.0517034568, -0.0276088994, -0.0702868849, -0.08109615, -0.0338654965, 0.0309901256, -0.039429877, -0.0071484954, 0.0324011892, 0.127900824, -0.0084064705, 0.0823208466, 0.0464585647, -0.03407849, -0.0652283579, -0.0285407342, -0.0027622213, 0.0740142167, 0.0545788296, -0.0836520419, 0.0249997657, -0.010183611, 0.164961189, 0.0146564124, 0.0636841729, -0.0839715227, -0.0704998747, 0.0591048785, -0.0392967574, 0.0293394476, 0.0065660994, 0.0644296408, 0.0247601513, -0.0410805531, 0.0495735519, -0.0747064352, -0.0342382304, 0.0105363764, -0.1031406745, -0.0663465559, -0.0049420465, 0.0256786738, 0.113417469, -0.0055643781, 0.0772623196, -0.0587853938, 0.0519430712, 0.1022354662, -0.0421987548, -0.0785935149, 0.1201266721, -0.0279550105, 0.0652816072, -0.0384714194, -0.0642699003 ]
712.0367
Zhihui Wang
Zhihui Wang, Christina M. Birch, Thomas S. Deisboeck
Cross-Scale Sensitivity Analysis of a Non-Small Cell Lung Cancer Model: Linking Molecular Signaling Properties to Cellular Behavior
30 pages, 6 figures, 2 tables
null
null
null
q-bio.QM
null
Sensitivity analysis is an effective tool for systematically identifying specific perturbations in parameters that have significant effects on the behavior of a given biosystem, at the scale investigated. In this work, using a two-dimensional, multiscale non-small cell lung cancer (NSCLC) model, we examine the effects of perturbations in system parameters which span both molecular and cellular levels, i.e. across scales of interest. This is achieved by first linking molecular and cellular activities and then assessing the influence of parameters at the molecular level on the tumor's spatio-temporal expansion rate, which serves as the output behavior at the cellular level. Overall, the algorithm operated reliably over relatively large variations of most parameters, hence confirming the robustness of the model. However, three pathway components (proteins PKC, MEK, and ERK) and eleven reaction steps were determined to be of critical importance by employing a sensitivity coefficient as an evaluation index. Each of these sensitive parameters exhibited a similar changing pattern in that a relatively larger increase or decrease in its value resulted in a lesser influence on the system's cellular performance. This study provides a novel cross-scaled approach to analyzing sensitivities of computational model parameters and proposes its application to interdisciplinary biomarker studies.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 19:57:27 GMT" } ]
2007-12-04T00:00:00
[ [ "Wang", "Zhihui", "" ], [ "Birch", "Christina M.", "" ], [ "Deisboeck", "Thomas S.", "" ] ]
[ 0.0775986239, 0.0473387539, 0.0594427027, 0.0474926159, -0.1217575297, 0.0212331992, 0.0066417861, -0.0057730968, -0.1023706943, 0.0779576451, -0.0411329158, -0.1046786532, -0.0216306821, 0.0103601608, 0.0492364056, 0.0659562722, 0.1398108751, 0.0647253618, 0.0282340012, -0.0038145392, 0.0812913552, 0.0017069262, 0.0049364627, -0.0303111617, -0.0241822563, -0.0793937072, 0.0870356038, 0.0111807669, 0.0638021752, 0.0143093308, 0.0470310263, -0.0605197474, -0.1376567781, -0.0458257608, -0.1670960486, 0.0295161996, -0.0575963371, 0.0627251267, -0.0148606757, 0.0585195199, -0.0074816258, 0.04336394, -0.1196034327, 0.1290404201, -0.06452021, -0.0350296497, -0.024464339, -0.1141669154, 0.0234770458, 0.0637508854, -0.0186688043, 0.0306445342, 0.0040196911, -0.0199125353, -0.0359784774, 0.020168975, 0.036234919, 0.0141298231, -0.0582117923, 0.0173737835, -0.0320805945, -0.0832403004, -0.0051512308, -0.0069366917, -0.1134488881, -0.0381582156, 0.031516429, -0.0717518032, 0.0171301663, -0.0071482542, 0.0411585569, -0.0693412721, 0.0114564402, 0.1063711494, 0.0505698919, -0.0544677749, -0.0743674859, 0.1189879775, -0.0972931907, -0.0024105324, 0.0735981688, -0.0700592995, 0.0739571825, -0.0409021191, -0.0486722402, -0.073546879, 0.0305419583, 0.0098536918, -0.1479143649, -0.0442614779, -0.0392609052, 0.060776189, 0.0045902692, 0.0987292528, 0.031516429, 0.016565999, 0.0340295359, 0.009725472, 0.0515700057, 0.0170788784, 0.0451333709, -0.0147324558, 0.0237847734, -0.0472874641, 0.0054717804, 0.0062378938, -0.0701105893, 0.0343372636, 0.0170788784, 0.0656485409, 0.0985753909, 0.0159505438, -0.0827787071, 0.0571347475, -0.0202587303, -0.099344708, -0.1678140908, -0.0815477967, -0.0147068119, 0.098011218, -0.0091484832, 0.0609300509, 0.0438768193, 0.0041254722, 0.0381582156, -0.0730852932, 0.1069866046, 0.048210647, -0.0138862049, -0.0477234125, 0.0116551807, -0.0069174585, -0.0274646822, -0.0361066982, -0.1138591915, -0.0745213553, -0.02369502, 0.0562628508, -0.0434408709, -0.0263107046, 0.02486182, 0.0340295359, 0.0270543788, 0.0271313116, -0.0882665142, -0.0396455638, -0.0173096731, 0.1415546685, -0.0187585577, 0.1582745314, -0.0188226681, 0.0232590735, 0.0516212955, -0.0331063531, 0.0484670885, -0.0103729824, 0.024092501, 0.082676135, -0.0582117923, -0.0703670308, 0.0404148847, 0.1254502535, -0.0973444805, 0.0341321118, -0.1085252464, -0.0228872355, -0.0513135679, 0.0406456776, -0.0960622802, -0.0608787648, -0.0320805945, -0.0422099605, 0.0367477983, -0.1452473998, -0.016540356, -0.0502365194, -0.0384146534, -0.0996011496, 0.0063500861, 0.0461591296, -0.0382607915, -0.0485953055, 0.0512366332, 0.0318241566, 0.018476475, 0.0240540355, -0.018476475, 0.0262594167, -0.0093728676, -0.1230910122, 0.0036286206, -0.0289776772, 0.0717005134, 0.0516212955, -0.0571347475, 0.0042761303, 0.0630841479, 0.1267837435, -0.0097126504, 0.0222589578, 0.0654433891, -0.0023480253, 0.0924721286, -0.1385799646, -0.0548267886, 0.0385172293, -0.1113973707, 0.0570321716, -0.0515956506, 0.0479285643, 0.0061289067, 0.0178866629, 0.1339640617, 0.0097959936, -0.0065103606, -0.0184251871, -0.070982486, -0.0142323989, 0.1023194045, 0.081342645, -0.0188611336, 0.0675461963, 0.1039606184, 0.0273877513, 0.0262850598, -0.0219255872, 0.0830864385, -0.0831890106, 0.0052954778, -0.1135514602, -0.0119693186, 0.0332345739, 0.0023432169, 0.0874971971, -0.0230667442, -0.0550832301, 0.0517495126, 0.0056609046, 0.0063564968, -0.1658651382, 0.0510571264, 0.0376196913, -0.0417740121, 0.0508519746, -0.0329781361, 0.0023239839, 0.0168993715, -0.1073969081, -0.0361323431, -0.0282852892, -0.0272595305, 0.0296187755, -0.0020595307, -0.0665717274, 0.003340126, -0.0122514023 ]
712.0368
Mariola Ramirez
Mariola O. Ramirez, M. Krishnamurthi, S. Denev, A. Kumar, Seung-Yeul Yang, Ying-Hao Chu, Eduardo Saiz, Jan Seidel, A.P Pyatakov, A.Bush, D. Viehland, J. Orenstein, R. Ramesh, Venkatraman Gopalan
Two-phonon coupling to the antiferromagnetic phase transition in multiferroic BiFeO3
12 pages with figures
null
10.1063/1.2829681
null
cond-mat.other
null
A prominent band centered at around 1000-1300 cm-1 and associated with resonant enhancement of two-phonon Raman scattering is reported in multiferroic BiFeO3 thin films and single crystals. A strong anomaly in this band occurs at the antiferromagnetic Neel temperature. This band is composed of three peaks, assigned to 2A4, 2E8, and 2E9 Raman modes. While all three peaks were found to be sensitive to the antiferromagnetic phase transition, the 2E8 mode, in particular, nearly disappears at TN on heating, indicating a strong spin-two phonon coupling in BiFeO3.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 19:58:58 GMT" } ]
2009-11-13T00:00:00
[ [ "Ramirez", "Mariola O.", "" ], [ "Krishnamurthi", "M.", "" ], [ "Denev", "S.", "" ], [ "Kumar", "A.", "" ], [ "Yang", "Seung-Yeul", "" ], [ "Chu", "Ying-Hao", "" ], [ "Saiz", "Eduardo", "" ], [ "Seidel", "Jan", "" ], [ "Pyatakov", "A. P", "" ], [ "Bush", "A.", "" ], [ "Viehland", "D.", "" ], [ "Orenstein", "J.", "" ], [ "Ramesh", "R.", "" ], [ "Gopalan", "Venkatraman", "" ] ]
[ 0.0563667566, -0.0148309255, -0.0047415071, -0.010961486, 0.0059774173, 0.0838571042, 0.0050129453, -0.0424136743, -0.0599243306, -0.0979487896, 0.0756331012, -0.0275365468, -0.0524857678, 0.0112444749, 0.0653761998, -0.0210220274, -0.0417899452, -0.0185848586, 0.0158704761, 0.0038636639, -0.047588326, -0.0952690616, -0.0541028455, -0.0143342512, -0.0813621804, -0.0626502633, -0.0302624796, -0.0211606342, 0.0975791737, 0.0162400939, 0.0280216709, -0.005070698, -0.0000087814, -0.131214425, -0.165126875, 0.0223618932, -0.073322989, -0.029754255, -0.1156904623, 0.03989565, -0.0069072377, -0.0040686866, -0.0312096272, 0.08200901, 0.0498984419, 0.0558585338, -0.0488357879, 0.0423905738, 0.0754944906, 0.0640825331, 0.0328267068, -0.0591850951, 0.0000868548, -0.0042477204, -0.0046519903, 0.1365738809, 0.0348596051, 0.09730196, -0.0119663849, -0.0396877415, -0.0053710127, -0.0243947934, 0.0382092707, -0.0148193752, -0.0766957551, -0.0186195113, -0.0409352034, 0.0110943178, 0.0916190818, -0.0023563153, -0.0067917323, -0.0139184305, 0.0647755712, 0.0221770853, 0.0417899452, 0.0703198388, 0.0064856424, 0.0460405536, -0.0790982693, -0.0293846373, 0.0230433773, -0.0081951255, 0.0386250876, 0.0089632384, -0.0787748545, -0.0364073813, -0.0886621401, -0.0372390226, -0.0523933619, 0.0074674403, 0.0402190685, -0.0266125016, -0.0648217723, 0.0436611362, -0.0227892641, -0.0182960946, 0.0118624298, -0.043984551, -0.0261504799, 0.0600629374, -0.0749400631, 0.0746628493, -0.0217497144, 0.0095927445, 0.0614490062, -0.0158704761, -0.0255498495, -0.0467566885, -0.0698578134, -0.0317409523, 0.1417485327, 0.0511921048, 0.0292922333, 0.0190237798, -0.0373314247, -0.0846887454, 0.0632508919, -0.0840881094, -0.1227132007, 0.0731843784, -0.1135651544, 0.065052785, -0.0134448577, 0.0215533543, 0.071059078, 0.0044354168, 0.0650065765, 0.0072422042, -0.054703474, -0.0260349736, 0.0219114218, 0.0056424509, 0.0063990131, -0.031971965, -0.0605711639, 0.0023158882, 0.1207727045, -0.04643327, 0.0186772645, -0.0363149755, 0.0523933619, 0.0218883213, 0.1302903742, 0.040195968, 0.0471263044, 0.0280909743, 0.0300545692, -0.0520237461, 0.0904178247, -0.0724451467, -0.0276058502, -0.0859362036, 0.066669859, -0.0213569943, 0.1493256986, -0.100628525, 0.0051140129, 0.0614490062, 0.0662540421, -0.0425291806, 0.0712438822, -0.0456478335, -0.0180881843, -0.0942988098, 0.0962855071, 0.0728147626, -0.19238621, -0.0129019814, -0.053317409, -0.0576142184, 0.00735771, 0.0341203697, -0.1285346895, 0.0031821807, 0.055719927, 0.0756331012, 0.1157828644, -0.1510813832, -0.0165404081, 0.0353447273, 0.0047415071, -0.0368001014, 0.0449547991, 0.1128259152, 0.0338200554, -0.0483737662, 0.0309786145, 0.0614490062, -0.0129366331, 0.1034930646, 0.0192432404, 0.1456295252, 0.0496212281, 0.0850583613, 0.0261273775, -0.109314546, 0.0414203256, 0.011729599, -0.0773425847, -0.0015578824, 0.0098930588, -0.0284836926, 0.0473573171, -0.0138606783, -0.0579376332, -0.0191739388, 0.0227892641, 0.0034536188, -0.0185617581, 0.0793754831, 0.0632970929, 0.0452320129, 0.124653697, 0.0206177589, -0.0493440144, 0.0435225293, -0.0608021729, 0.0403807759, 0.0908336416, 0.1141195819, 0.0426677875, -0.1548699737, 0.0418823473, 0.1288118958, 0.0102049243, 0.0672242865, -0.0601091385, 0.0312096272, 0.0607097708, -0.0049927318, -0.0198669713, -0.0831640661, 0.1341713667, 0.1378675401, 0.0095349913, -0.0141494423, -0.0465718769, -0.000852576, -0.0176492631, -0.0599705316, -0.1009981409, 0.0543338582, -0.0364304818, 0.0591388941, -0.1222511828, 0.0369387083, -0.0269359183, -0.0239327699, 0.1107930169, 0.0224080961, -0.0584458597, 0.0996120721, -0.0746166483, 0.0675015002, 0.0282757822, 0.0350675136 ]
712.0369
Iain Hannah
I. G. Hannah, S. Krucker, H. S. Hudson, S. Christe, R. P. Lin
An Intriguing Solar Microflare Observed with RHESSI, Hinode and TRACE
4 pages, 5 figures, accepted by A&A
null
10.1051/0004-6361:20079019
null
astro-ph astro-ph.SR
null
Investigate particle acceleration and heating in a solar microflare. In a microflare with non-thermal emission to remarkably high energies ($>50$ keV), we investigate the hard X-rays with RHESSI imaging and spectroscopy and the resulting thermal emission seen in soft X-rays with Hinode/XRT and in EUV with TRACE. The non-thermal footpoints observed with RHESSI spatially and temporally match bright footpoint emission in soft X-rays and EUV. There is the possibility that the non-thermal spectrum extends down to 4 keV. The hard X-ray burst clearly does not follow the expected Neupert effect, with the time integrated hard X-rays not matching the soft X-ray time profile. So although this is a simple microflare with good X-ray observation coverage it does not fit the standard flare model.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 19:59:47 GMT" } ]
2010-09-17T00:00:00
[ [ "Hannah", "I. G.", "" ], [ "Krucker", "S.", "" ], [ "Hudson", "H. S.", "" ], [ "Christe", "S.", "" ], [ "Lin", "R. P.", "" ] ]
[ -0.0103295762, 0.1027541384, -0.0745896026, -0.0510933623, -0.0281645395, 0.0072797081, 0.0262817442, 0.0490042344, 0.1124518216, -0.0395128876, -0.0363920927, 0.0420146808, -0.1089441478, 0.0092979083, -0.0052872989, 0.0145852072, -0.069689177, 0.0705660954, -0.0242699925, 0.1233875006, -0.0161327105, -0.0598883331, 0.0140177896, -0.0097750546, -0.0443101451, -0.0571544133, -0.122768499, 0.0153718544, 0.102031976, 0.0163390432, 0.1014645547, -0.0268233698, 0.0059514353, -0.1141024902, -0.0914573744, 0.1015161425, -0.0565869957, -0.0137985609, -0.0236509908, 0.0320075005, 0.059836749, 0.0139791025, -0.1015161425, 0.1315376759, 0.0340450481, -0.0600430816, 0.0181057751, -0.0115869222, 0.032884419, 0.0483078584, -0.0376558863, 0.0873307064, 0.0390228443, -0.008124386, -0.1062618122, 0.012405809, -0.0203883406, 0.0835651159, -0.1123486534, -0.0602494143, 0.0340192541, -0.0524861142, -0.0494684838, 0.0324975438, -0.0273649953, -0.0132956225, 0.0472503975, 0.0544204898, 0.0835135281, 0.0425820984, 0.067625843, -0.0766013563, 0.012741101, -0.0634991676, 0.0609715842, -0.0309500415, -0.0228256565, -0.0122381626, -0.0545752421, 0.0221034884, 0.1151341572, 0.0105939414, -0.0870212018, -0.0586503297, -0.0130828405, -0.0255982634, -0.0273134131, -0.0126572773, -0.0452386439, -0.0434848107, -0.0019118099, 0.0628801659, 0.058392413, -0.0626738369, -0.0486173593, -0.0748990998, -0.0284998305, -0.0689154267, 0.105952315, 0.0777361915, 0.1028057262, -0.0282677058, 0.0126056941, -0.1189513281, 0.0800574422, -0.0043587978, -0.0920763761, 0.1167848259, 0.0151397288, 0.0411635563, 0.0595272481, -0.0669552609, -0.0613842495, 0.0442069769, -0.0293509569, -0.0074860416, -0.1180228293, -0.0436653532, -0.0340192541, 0.0274423715, -0.1462905407, 0.1350453496, -0.0084596779, 0.021948738, 0.0313885026, -0.0191632342, 0.0893940404, -0.0287319552, -0.1082219779, -0.0089110332, 0.1734234095, -0.0877433717, -0.0117868083, -0.0771687701, 0.0135793313, -0.0441296026, 0.046038188, -0.1106979847, 0.0165066887, -0.0369079262, -0.0046457304, -0.0006609124, 0.0937270448, 0.0112516303, 0.0878465399, 0.0124960793, -0.0396160558, 0.0370884687, 0.1035794765, -0.009207638, 0.0721135959, 0.0268749539, 0.0242313035, 0.0148302289, 0.0319043361, -0.1322598457, 0.1068808138, 0.043897476, -0.0541625731, -0.0865569487, 0.03046, 0.0259077642, -0.0626222491, 0.0228514485, 0.0086015323, 0.0189182125, -0.0582376644, 0.0004291901, -0.1637257189, -0.0483852327, -0.1271015108, -0.1230780035, -0.0296604577, 0.0398997627, 0.0608168319, 0.0883107856, -0.0410603881, -0.0538530722, -0.0248760972, 0.0974410474, -0.0713914335, 0.0408798493, 0.0246955547, 0.0049068714, 0.0536467396, -0.0157974176, -0.1000202224, 0.0144820409, 0.0689154267, -0.010439191, -0.0445422679, 0.0553489923, 0.0428400151, 0.0861958712, 0.0162616689, -0.099813886, 0.0539562404, -0.0822239444, -0.0626738369, 0.0730421022, 0.0248889923, 0.1066744775, 0.0222582389, -0.0416793898, 0.0006625244, -0.0526924469, 0.0201820061, 0.0264880788, -0.0317753777, 0.0159908552, 0.0856284499, 0.0642729178, -0.0259077642, 0.0379653871, -0.0960998833, 0.0117803598, 0.0898067057, 0.0238315333, 0.0877433717, 0.0363662988, -0.0548847429, 0.0830492824, 0.0653561726, 0.0535435751, -0.0206333622, 0.0467603542, 0.0465540215, -0.0163390432, 0.0366757996, 0.0474825241, -0.0160424393, 0.040750891, -0.0905288756, -0.1048690602, 0.0613842495, -0.0504485704, 0.0358762592, -0.045290228, -0.0068863844, -0.1058491468, -0.046399273, 0.0140564777, -0.0117158806, -0.03046, -0.0269523282, -0.0222324468, -0.0546784066, -0.032884419, 0.0266944114, -0.0256111603, 0.1180228293, -0.044954937, -0.0752086043, -0.0098524299, -0.0531824902, -0.1125549898 ]
712.037
Tirthabir Biswas
Stephon Alexander, Tirthabir Biswas, Alessio Notari and Deepak Vaid
Local Void vs Dark Energy: Confrontation with WMAP and Type Ia Supernovae
Minor numerical errors and typos corrected, references added
JCAP 0909:025,2009
10.1088/1475-7516/2009/09/025
IGPG-07/2-1
astro-ph hep-ph hep-th
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
It is now a known fact that if we happen to be living in the middle of a large underdense region, then we will observe an "apparent acceleration", even when any form of dark energy is absent. In this paper, we present a "Minimal Void" scenario, i.e. a "void" with minimal underdensity contrast (of about -0.4) and radius (~ 200-250 Mpc/h) that can, not only explain the supernovae data, but also be consistent with the 3-yr WMAP data. We also discuss consistency of our model with various other measurements such as Big Bang Nucleosynthesis, Baryon Acoustic Oscillations and local measurements of the Hubble parameter, and also point out possible observable signatures.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:05:43 GMT" }, { "version": "v2", "created": "Sat, 1 Mar 2008 22:50:56 GMT" }, { "version": "v3", "created": "Wed, 1 Apr 2009 00:07:49 GMT" } ]
2009-09-24T00:00:00
[ [ "Alexander", "Stephon", "" ], [ "Biswas", "Tirthabir", "" ], [ "Notari", "Alessio", "" ], [ "Vaid", "Deepak", "" ] ]
[ -0.0895794258, 0.0655141249, 0.0214577764, -0.0470441394, 0.0003995747, -0.0174921621, -0.0042134654, 0.0080806185, -0.0435674377, -0.0108511169, -0.0466638766, -0.005232031, -0.1695979238, -0.0281667281, 0.0820284635, 0.0682846233, -0.0613855384, 0.1094074994, 0.0607879795, 0.0875694603, -0.0957179815, -0.02743336, -0.0251381937, 0.0567137189, -0.0185107272, -0.0877867565, -0.0128950374, 0.066166006, 0.1012589782, 0.0067734597, -0.0216479097, -0.0438118912, -0.0179267507, -0.0750207379, -0.0392487198, 0.1925224364, 0.0152920615, 0.0065425849, -0.0483479016, -0.0522591956, -0.0625263304, -0.0503307097, 0.0244455691, 0.0819198191, -0.0230331589, 0.0233455189, -0.0735540017, -0.0533456653, -0.0329471938, -0.0162019804, -0.1223364919, 0.0337348841, 0.0418290831, -0.070511885, -0.0445995815, -0.0574742481, 0.0375375301, 0.0159439426, -0.0210775118, 0.0068006213, -0.0407969393, -0.071924299, -0.0364510603, 0.0319422111, 0.0233319383, -0.0022255653, 0.0271345805, 0.0934363976, -0.0082232179, 0.0569310151, -0.0286013149, -0.0191218667, -0.0229652543, 0.0062064584, 0.086863257, -0.012025862, -0.0017570253, 0.0166229866, -0.1213586703, 0.0351201333, -0.017152641, 0.0177501999, -0.0364510603, -0.0439748615, -0.0096424185, -0.0029164923, -0.0469626524, 0.0339250155, -0.018402081, 0.0769763812, 0.1296158433, 0.0324311219, -0.0424809679, -0.0085016256, -0.0098461322, -0.0064543094, 0.0534271486, 0.0539975464, 0.1349395365, 0.022462761, -0.0657857433, 0.0064305426, 0.1312455386, -0.0515529886, 0.0950117782, 0.0610052757, -0.0459848307, -0.0192305148, -0.0721415877, 0.0281667281, 0.0474244021, 0.0733910277, 0.0138456989, -0.0082164276, -0.0832235813, -0.0464465804, -0.0347670317, 0.0082028462, 0.0214849394, -0.0532098562, 0.0769763812, 0.061711479, 0.0560618378, 0.0197465867, 0.0689365044, -0.134179011, 0.0746404678, -0.0445724204, -0.0697513595, 0.0328385457, 0.1133187935, 0.0014752222, 0.008121361, -0.0185786318, -0.1995844841, 0.0546765886, 0.0417747609, -0.0022595176, 0.0223948564, 0.0831149369, 0.0255456194, 0.0076460307, 0.0348485149, 0.0557902195, 0.0511183999, 0.0550296903, -0.0080262953, -0.0083318651, 0.0633411855, 0.004722748, 0.0350658111, 0.0027535218, 0.0143142389, -0.0520690605, -0.0511998869, -0.1415670067, 0.0909375176, 0.0328928716, -0.0535086356, -0.1109285578, 0.016215561, 0.0034800984, 0.0205614399, 0.0046208915, -0.039927762, 0.0420192182, -0.0293618441, -0.0840384364, -0.1524316967, -0.1674249917, -0.0585063957, -0.0427254215, -0.0278679486, -0.0222997908, 0.0748034418, 0.0748034418, -0.0038162249, -0.0970217437, 0.0281938892, -0.0291173887, 0.0535357967, 0.0900140181, 0.1025627404, -0.0422365107, -0.0176822953, 0.0266456697, 0.0010109261, 0.1156003773, 0.02774572, -0.1283120811, -0.0655684471, 0.067850031, 0.0353645906, 0.0744775012, -0.0100905877, -0.040552482, 0.0188095067, 0.060027454, 0.0538888983, -0.0084269308, 0.0558988675, 0.0014964422, 0.0484837107, -0.0686648861, -0.0470713004, -0.0294704922, 0.1084296778, 0.0543778092, 0.0120869754, 0.0858311057, 0.0201947559, -0.0221368205, 0.0529382378, -0.0057990323, -0.0808876678, -0.0589953065, -0.0945771933, 0.1380902976, 0.1076148301, 0.0752380267, -0.0034104963, 0.1279861331, 0.0334089436, 0.0296606235, 0.0876781046, 0.007184281, 0.0113332374, -0.0765961185, 0.0129833128, 0.0925128981, 0.0268222205, 0.0693167672, -0.1573208123, -0.0058635413, 0.0170304123, -0.1026713923, 0.0469354913, 0.0805074051, -0.0247443486, -0.0110005056, -0.0470713004, 0.0324039608, -0.0579631589, 0.036804162, -0.0829519629, 0.0572026297, -0.0263333097, -0.02743336, 0.0993576571, -0.0798012018, 0.1362432986, 0.0329743549, 0.0294433292, -0.0308829024, 0.0039316625, -0.0061181826 ]
712.0371
Bert Schroer
Bert Schroer
Jorge A. Swieca's contributions to quantum field theory in the 60s and 70s and their relevance in present research
49 pages, expansion and actualization of text, improvement of formulations and addition of many references to be published in EPJH - Historical Perspectives on Contemporary Physics
Eur.Phys.J.H35:53-88,2010
10.1140/epjh/e2010-00004-1
null
physics.hist-ph hep-th
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
After revisiting some high points of particle physics and QFT of the two decades from 1960 to 1980, I comment on the work by Jorge Andre Swieca. I explain how it fits into the quantum field theory during these two decades and draw attention to its relevance to the ongoing particle physics research. A particular aim of this article is to direct thr readers mindfulness to the relevance of what at the time of Swieca was called "the Schwinger Higgs screening mechanism". which, together with recent ideas which generalize the concept of gauge theories, has all the ingredients to revolutionize the issue of gauge theories and the standard model.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:38:02 GMT" }, { "version": "v2", "created": "Tue, 11 Dec 2007 20:22:05 GMT" }, { "version": "v3", "created": "Mon, 10 May 2010 12:50:38 GMT" } ]
2014-11-18T00:00:00
[ [ "Schroer", "Bert", "" ] ]
[ -0.1139867008, 0.0538920164, -0.0602472089, 0.0321572646, -0.1091059148, -0.0364279523, -0.0530785546, 0.0992426574, -0.0701104626, 0.0279628392, 0.0383345112, -0.0085223112, -0.0914130658, 0.1419495493, 0.0092912894, 0.0943110287, 0.024823375, 0.0427068807, 0.0620775037, 0.0378769375, -0.1293408424, -0.0433678217, -0.0259418897, 0.0348518677, -0.0227007419, -0.0600946844, 0.0184554737, 0.0341400839, 0.0367330015, -0.0351060741, 0.0328944661, -0.019192677, -0.0640603229, 0.0106449444, -0.0667549223, 0.0978699401, -0.1089025512, -0.0028582471, 0.0190274417, 0.014451704, -0.0268951673, 0.0047123739, -0.0917181149, 0.1049369127, -0.0046234014, -0.1025473624, 0.0351823382, -0.0619758219, -0.0179089271, -0.0186461303, 0.0219254084, 0.0077024912, 0.0178199559, -0.0423509926, -0.0722966492, 0.0307845436, -0.0282424688, 0.0094374586, -0.0465454161, 0.0027184328, -0.0095836278, -0.0278611574, -0.0793636218, 0.0242641177, -0.1228331253, -0.0084079178, 0.0366821624, -0.0017699207, 0.0298948176, -0.0180106107, 0.0250775833, 0.0134984255, 0.1403226107, -0.0127866436, -0.046240367, -0.0136001082, 0.0065077152, 0.0273019001, 0.0360720642, 0.095785439, -0.0007634173, -0.0090053054, 0.0021734752, -0.0146423597, -0.1344249994, 0.0350552313, 0.0649246275, 0.0396818109, -0.0663990304, 0.0827700049, -0.0340638235, 0.0208577365, -0.0232218672, -0.0358686969, 0.0659414604, -0.1136816517, 0.0236921515, -0.0103970924, 0.0053574257, 0.0400885455, 0.0363516919, 0.0674158633, 0.0056148111, -0.014273759, 0.1592356563, -0.0291321948, 0.0507906862, 0.0366058983, 0.0412324779, 0.0198409054, -0.0867356434, -0.0498755388, -0.190045625, 0.0576542914, -0.0352077559, -0.0428339876, -0.1488639861, -0.0097869942, -0.0409274288, 0.1819109768, 0.0215949379, -0.0517058335, 0.0856679752, 0.0054527535, 0.0842952505, -0.0635519102, -0.0363008492, -0.0948194489, -0.0970564708, 0.0016587048, 0.0773299634, -0.0714831874, -0.1095126495, -0.0158625562, -0.0597387925, -0.0626876056, 0.0509432107, -0.0001558015, -0.0064378083, -0.0420713648, -0.0031394642, 0.0379023589, -0.0104924198, -0.012742158, 0.0946160778, 0.1116479933, -0.0045757373, 0.0555697903, 0.1351367831, 0.0582135469, -0.0237811245, -0.1228331253, 0.0276577901, 0.0783467889, -0.0294626653, 0.0148711465, 0.0991918147, 0.0896844491, -0.0071559451, 0.0344959758, -0.0681784898, 0.0514770448, -0.1099193841, 0.030809965, 0.0908538103, 0.0299710799, -0.0420713648, -0.0728050694, -0.0471555144, -0.079312779, -0.0697545707, -0.1333064884, 0.0145788081, 0.0143118901, 0.066043146, 0.0575526096, -0.01099448, -0.0670091286, -0.0164091028, -0.0176292993, -0.0033746064, -0.0129455235, -0.0300727636, -0.0787026808, -0.008732032, -0.0494688042, -0.0346485004, 0.1229348108, -0.0170827527, 0.0191672556, 0.0229295287, 0.0462149493, -0.0237302817, 0.1128681898, 0.0213534404, -0.0297168717, 0.0147567531, 0.0727542266, -0.014095813, -0.015379562, -0.0620775037, 0.0008182308, 0.0501805879, -0.062280871, -0.0482486077, -0.1106311604, 0.1022423133, -0.000683183, -0.1267987639, -0.1118513569, -0.0391479768, -0.0982766673, 0.0567899868, 0.005764158, -0.0195994079, -0.0967514217, -0.0103716711, 0.0583660714, -0.0358941182, 0.0825666413, -0.0214297026, 0.0808380246, 0.1084958166, 0.0558239967, 0.117037192, 0.0627892837, 0.0350552313, -0.0419188403, -0.030454075, 0.0089290431, 0.025802074, 0.0528243445, -0.0095073655, -0.0389954522, 0.0272256378, -0.0605014153, -0.0042484449, -0.0074482835, -0.0686360598, -0.0355382264, -0.03528402, -0.058467757, 0.054044541, 0.1241550073, -0.0200696923, 0.0423764139, 0.0073211798, -0.0188240744, 0.054044541, -0.0696020499, -0.0110389665, 0.0852103978, 0.0301490258, 0.1467286497, 0.0652296767, -0.0138924476 ]
712.0372
Choukrallah Reda
Reda Choukrallah
Functions with support in a lacunary system of intervals and cyclicity for the semi-group of left translations
null
null
null
null
math.SP
null
We prove in the vector-valued spaces $L^2(\mathbb{R}_+, X)$ (where $X$ is a finite dimensional Hilbert space) the cyclicity for the semi-group of left translations of some particular functions with support included in a lacunary system of intervals.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:18:58 GMT" }, { "version": "v2", "created": "Tue, 4 Dec 2007 14:22:38 GMT" } ]
2007-12-04T00:00:00
[ [ "Choukrallah", "Reda", "" ] ]
[ 0.0235819295, -0.0301079117, 0.0768037736, -0.0571478307, 0.0692117959, -0.0002317649, 0.0973957106, -0.0412098765, -0.0065844804, 0.024582928, -0.0302379113, -0.0542358384, -0.0846037492, 0.0379338861, 0.0164839514, 0.1285436153, -0.0048327358, 0.0180179458, 0.0325259045, 0.088659741, 0.088971734, -0.0751917809, -0.0242189281, 0.0557438359, 0.0461498648, -0.1075356826, -0.0140919583, 0.0438098721, 0.0860597417, -0.0552238375, 0.0205009393, -0.0667157993, -0.0738917813, -0.0988517106, -0.0727997869, 0.0860077441, 0.0408458784, 0.1007236987, 0.0163799524, 0.0181739461, -0.0844997466, 0.017809948, -0.0423798747, -0.0352038965, 0.0278719179, 0.086267747, 0.035801895, -0.0106209684, -0.0091974726, 0.0807557628, -0.0480218567, 0.0606318191, -0.0041242377, -0.0044979868, 0.0270919204, 0.0089114737, -0.0593318231, 0.0906877294, -0.0016583076, -0.0881917402, 0.004676736, -0.0406898782, 0.0459678657, -0.0074359779, -0.1519435495, 0.0315639079, -0.1391515881, -0.0084109753, 0.0079494761, 0.0450318679, -0.1079516783, 0.0384278856, 0.0292239133, 0.0561598353, 0.0835637525, 0.0526758432, 0.0180179458, 0.0536118411, 0.0717077851, 0.0998397022, 0.0175499488, 0.057875827, 0.0210729372, 0.0575638302, 0.0504398495, -0.0771157742, -0.0891277343, 0.0163409524, -0.0720197856, 0.003665989, 0.1236556321, 0.0330719016, -0.0625038147, 0.0029656163, 0.0979677066, -0.0918837264, 0.0494518541, 0.014078958, -0.0475018583, 0.0220999345, -0.0270139202, 0.0115894657, 0.0035652395, -0.1574555337, 0.160575524, 0.0836157501, -0.031823907, 0.0421978757, -0.0236599296, 0.005446984, 0.0076374775, 0.0022392434, 0.009899471, -0.0282879155, 0.0956277177, -0.0207609385, -0.0345278978, -0.0837717503, -0.0436538719, 0.0730077848, 0.0513758473, -0.0566798337, 0.0629198104, -0.0754517764, 0.0273779184, -0.0831997544, -0.0264939219, -0.0157559533, -0.0341378972, -0.0223729331, 0.0907917321, -0.0493218526, 0.0169519503, 0.0010765593, -0.0716557875, -0.0698357895, 0.0393378846, -0.1154396608, -0.0187719446, 0.0993717089, 0.0837717503, 0.0356718935, 0.0494518541, -0.0399358831, -0.0038479886, 0.058499828, -0.0045792363, 0.0830957517, 0.0347358957, 0.0109069673, -0.045681864, -0.0318499058, 0.0841877535, 0.0868917406, -0.0672357976, -0.0118949646, -0.0550158359, 0.0930797234, 0.0660918057, 0.0445638672, 0.0628158152, 0.0138839586, -0.0497638509, 0.0147939567, -0.0201499406, -0.0417298749, -0.0373358913, 0.1290636212, -0.068379797, -0.0658838078, 0.0244009271, -0.0612038188, -0.0696277916, 0.0129869618, -0.0114789661, 0.023386931, -0.0454738662, -0.151631549, -0.1361355931, 0.0635438114, 0.0894397348, 0.1672315001, -0.0037504889, -0.0467998609, 0.0044492367, -0.0759197772, 0.0475538597, 0.0210599378, 0.0191359427, 0.0518178456, -0.1351996064, 0.0760757774, 0.0713957921, 0.1470555663, 0.0425618738, -0.1381115913, 0.0236339308, -0.0561598353, -0.0035619894, -0.079091765, 0.0048099859, 0.02685792, 0.0561598353, 0.0007767477, -0.0290159136, 0.0601118207, -0.0475278609, 0.0943797231, -0.0615158193, -0.074359782, -0.0507258512, -0.1046236902, -0.0465658605, -0.0117389653, -0.0196429417, 0.0362958908, -0.0023334932, 0.061463818, 0.0834597498, 0.0742557794, -0.0075594778, -0.0599558242, 0.0918837264, -0.0197079424, 0.0732157826, 0.1412315816, 0.0415738784, -0.0941717178, -0.0031817406, -0.0804437622, 0.1055076867, 0.0303939097, -0.0692637935, -0.0530918427, 0.0147549566, -0.0427438729, 0.0095679713, -0.0207999386, -0.028885914, -0.0941717178, -0.0349698961, -0.0212289374, 0.0352298953, -0.0285739154, 0.0086189741, -0.0173809491, -0.092819728, 0.0634398088, 0.0171729494, -0.0289639141, 0.0247519258, 0.0277939178, 0.0338518992, 0.0126489624, -0.0717597902, 0.0181999467 ]
712.0373
Rodrigo Alves Dias Dias R. A.
R.A. Dias, P. Z. Coura, M. Rapini, B.V. Costa
Velocity, temperature and normal force dependence on friction: An analytical and molecular dynamic study
null
null
null
null
physics.comp-ph physics.class-ph
null
In this work we propose an extension to the analytical one-dimensional model proposed by E. Gnecco (Phys. Rev. Lett. 84:1172) to describe friction. Our model includes normal forces and the dependence with the angular direction of movement in which the object is dragged over a surface. The presence of the normal force in the model allow us to define judiciously the friction coefficient, instead of introducing it as an {\sl a posteriori} concept. We compare the analytical results with molecular dynamics simulations. The simulated model corresponds to a tip sliding over a surface. The tip is simulated as a single particle interacting with a surface through a Lennard-Jones $(6-12)$ potential. The surface is considered as consisting of a regular BCC(001) arrangement of particles interacting with each other through a Lennard-Jones $(6-12)$ potential. We investigate the system under several conditions of velocity, temperature and normal forces. Our analytical results are in very good agreement with those obtained by the simulations and with experimental results from E. Riedo (Phys. Rev. Lett. 91:084502) and Eui-Sung Yoon (Wear 259:1424-1431) as well.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:26:13 GMT" } ]
2007-12-04T00:00:00
[ [ "Dias", "R. A.", "" ], [ "Coura", "P. Z.", "" ], [ "Rapini", "M.", "" ], [ "Costa", "B. V.", "" ] ]
[ -0.0123484619, 0.0749896988, -0.0590928309, -0.0629251078, 0.0100538237, 0.0761725008, -0.0599444471, -0.0293335095, 0.0319356769, 0.0618369319, -0.0349873081, 0.0562541038, -0.0617423058, 0.0572949685, 0.0475013629, 0.1232953668, 0.0249334835, 0.050671272, 0.020557113, 0.0393873341, 0.0070435908, -0.0495357811, 0.0113194231, -0.0094860783, -0.0314625539, -0.0623573661, 0.101342544, -0.0668047071, 0.0416819714, -0.0681294426, 0.1187534034, -0.0276302733, -0.0383937806, -0.0331894457, -0.0944822878, 0.1058845073, -0.0818972662, 0.0453486592, -0.061884243, -0.0217872281, 0.0167603157, 0.0816607103, -0.0387959331, 0.0949554071, 0.0077828425, -0.0032467938, 0.0375658162, 0.0297829751, 0.0492992215, 0.0118575981, 0.0081849955, -0.0046336302, 0.0707789212, -0.0826069489, -0.0278195217, 0.0721036568, 0.0441658571, -0.0242001452, -0.0298302863, -0.0347507484, -0.0493938476, -0.0849252418, -0.0738068968, -0.0207463615, -0.0554024838, 0.0134484684, -0.0734283999, 0.0349163376, -0.0095274765, 0.0647702813, 0.0425335877, -0.059045516, 0.0941037908, -0.0144065386, -0.0444024168, -0.0901295766, 0.0588562675, 0.0365486071, -0.0533207506, 0.1260394752, 0.0477142669, -0.0212194826, -0.0284818914, -0.030114159, -0.1712698489, -0.0198001191, 0.0238807891, 0.0391271189, -0.062735863, -0.0611272492, 0.007836069, 0.0484949164, -0.0299722236, 0.1344610304, 0.081849955, 0.001465197, 0.0285765156, -0.0708735436, 0.0717251599, -0.0256195087, -0.0660477132, -0.0254539177, 0.0182033349, 0.0534153767, 0.1114673391, 0.0115204994, -0.0544562414, -0.0827962011, -0.0448755398, 0.0116506079, 0.2083625495, -0.0241291784, 0.0128925508, -0.02855286, 0.0077414443, -0.0363830142, -0.0073215496, 0.0475250185, -0.0558282919, -0.015885042, -0.0551659241, 0.0902715102, 0.0827488825, -0.0023892617, -0.0102962982, -0.0947661623, -0.033922784, -0.0253592934, -0.1101425961, -0.0936779827, 0.0643917844, -0.0850671753, -0.0816133916, -0.0673251376, -0.035484083, -0.0433615521, 0.0592820793, 0.0801940337, 0.0785854161, 0.0400733612, 0.055449795, 0.0643444732, 0.015459233, 0.0937726051, -0.0163936466, 0.0735703334, -0.0068484284, -0.0106629673, 0.0869123489, -0.0073570334, -0.0354367718, 0.0338281617, 0.0727660283, -0.0026598279, 0.0536992475, -0.1121297106, 0.1121297106, 0.082228452, -0.0185226928, -0.0756520703, 0.0078597246, -0.0191259217, -0.1962506473, 0.0002360061, 0.1126028299, 0.0875274092, -0.0809983388, -0.0229700301, -0.0478562005, -0.068224065, 0.0167721435, -0.0837897509, -0.0157904178, 0.0096516712, 0.0242947694, -0.0395056158, 0.0896564573, -0.0650068447, -0.0028638614, 0.1003963053, -0.0730499029, 0.0379916281, 0.0134129841, -0.0562541038, -0.1080608666, 0.0262818784, -0.0062925112, 0.0952392817, 0.0090011293, 0.0266130641, 0.0128925508, -0.0011924132, 0.0000458567, 0.0243420824, -0.0768348724, -0.0146194426, 0.0640132874, 0.0471938327, 0.0070672468, 0.120456636, 0.0880005285, -0.006251113, 0.0796735957, -0.0521379486, -0.1230114922, 0.0296883509, 0.0349399969, 0.0386066847, -0.1038974002, -0.0020299854, 0.0222840048, 0.111845836, 0.1144006923, 0.0035838925, -0.0584777705, 0.0610326268, 0.0221065842, 0.0454669409, 0.0573895946, 0.099923186, -0.0390088372, -0.0208409857, 0.0819445774, 0.1161985472, 0.0218345392, -0.0228754058, 0.0922113061, -0.1302029341, 0.0162398834, 0.0143592265, 0.1029511541, 0.0659057721, -0.0258797258, -0.0537465587, 0.0373529121, -0.0545508675, -0.0405701362, 0.0394583009, 0.002483886, 0.0047282544, -0.1328524202, 0.041965846, -0.0301851276, -0.0321958922, -0.0077828425, 0.0399787351, -0.073475711, -0.07674025, 0.0032290516, -0.0094801644, -0.00842747, -0.0283872671, 0.0158022456, 0.0521379486, -0.0684606284, -0.1277427077 ]
712.0374
Jean Cortissoz
Jean Cortissoz
Global regular solutions for the Navier-stokes system with small initial data in $\Phi(2)$: an elementary approach
13 pages, title has been changed, some bugs have been corrected, and new comments in the last section have been added
null
null
null
math.AP
http://arxiv.org/licenses/nonexclusive-distrib/1.0/
We show existence and regularity result for the Navier Stokes system for small data in the space $\Phi(2)$, and we show relations with some classical results.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:42:03 GMT" }, { "version": "v2", "created": "Tue, 3 Mar 2009 13:02:03 GMT" } ]
2009-03-03T00:00:00
[ [ "Cortissoz", "Jean", "" ] ]
[ 0.0599806905, 0.0870270506, 0.0122426664, -0.0055020195, -0.0071505313, 0.024987964, -0.0775488541, -0.0051938584, -0.0947340652, 0.0664909631, 0.0090294154, -0.0153063256, -0.1354711503, 0.0698418394, 0.0039043694, 0.0691237971, 0.039612148, 0.0198419765, 0.174437061, 0.0160004348, -0.0485637747, -0.0876014829, 0.0781232938, 0.0386068858, 0.0648155287, -0.0589754283, 0.0694588795, 0.0438725464, 0.0413833261, -0.0571563803, 0.10885562, -0.0435374603, 0.0076052928, 0.0086584259, -0.0182503089, 0.1336521059, 0.0202728026, 0.1091428325, -0.069315277, 0.0325274356, 0.0252273139, -0.0596934706, 0.004999388, 0.0731448457, -0.0148874652, -0.0947819352, 0.0322880894, -0.0272857081, 0.0895641446, -0.0141095836, -0.0662516132, -0.0427715443, 0.0291047562, -0.0399472341, -0.0215174146, 0.0103757493, -0.019853944, 0.0172809493, -0.0235877763, -0.1269503534, 0.0326710455, -0.1458109915, -0.0178434178, -0.0213618372, -0.026639469, 0.0250118989, -0.0982285514, 0.026328316, -0.0053404593, 0.0951170251, -0.1303012222, 0.0173407868, 0.0812826902, 0.0215652846, 0.0100586135, 0.020165097, -0.038798362, 0.0450453535, 0.012733331, 0.0634751767, 0.0861175284, 0.068118535, 0.0641932189, -0.0448538773, 0.0162038822, -0.080277428, 0.0527523719, 0.0010680918, -0.051747106, -0.027477188, -0.026136836, 0.0391813219, -0.0734320655, -0.0243895948, 0.1680225283, -0.0148994327, 0.1029197797, -0.0983242914, 0.0617997386, 0.0101064825, -0.1022496, 0.0047779907, 0.0425800681, -0.0662516132, 0.1437047273, 0.1021538675, -0.0002084948, 0.0651506111, -0.0608902127, -0.0370750539, 0.0555288121, -0.024987964, 0.078984946, -0.0426997393, 0.0222952962, 0.0100645972, -0.1052175239, -0.1657247841, -0.0642889589, 0.0181904733, 0.0860217884, -0.0398993641, 0.0232048202, 0.0296552572, 0.079032816, -0.0417902172, -0.118429549, -0.0473430976, -0.1001433358, -0.0229056347, 0.0287457332, -0.0399711691, 0.0039073615, -0.0487791896, -0.1060791761, 0.0173766874, 0.053853374, -0.0435135253, 0.095212765, 0.0375298187, 0.0673047453, 0.0787455961, 0.0933458433, 0.0964095071, -0.0219362732, 0.0045835203, -0.0167663507, 0.115940325, 0.0281712972, 0.0037996545, -0.0533746742, 0.0016948853, 0.0486116447, 0.05442781, -0.0352081396, 0.0115784751, 0.133364886, 0.0102919778, 0.0389659069, -0.0211703591, -0.019183768, 0.0741501078, -0.0679270551, -0.0809954703, 0.0273575131, 0.019686399, -0.0833889544, -0.1657247841, -0.0110100228, -0.0632836968, 0.0266873371, -0.0643368289, -0.0878887028, 0.0818571225, 0.064049609, 0.0432502404, -0.1128766686, -0.1094300523, -0.0664909631, 0.0284106452, 0.0378649049, 0.0553852022, 0.0483004898, -0.0087122787, 0.0197462365, 0.1258972138, 0.0754425898, -0.0115365889, 0.0079762824, -0.027453253, -0.0276926011, 0.0000479164, 0.0553373322, 0.0248443559, -0.0371468589, -0.08166565, 0.0119015956, 0.0235877763, -0.0481808186, -0.0070069223, 0.0560075082, -0.0214216746, -0.0136189191, 0.019853944, 0.012685461, -0.0158328917, -0.0188965499, 0.1084726602, 0.0082814516, -0.0747245476, -0.0072283195, 0.038152121, -0.0591669045, 0.0602679066, -0.0843463466, 0.052417282, -0.0833410844, 0.106174916, 0.1153658926, 0.0113929799, -0.0327667855, 0.0684536174, 0.077740334, 0.0199257471, 0.0561989844, -0.0143968016, 0.0639059991, -0.0339635275, -0.0608902127, -0.0358783118, 0.1595017165, 0.0552894622, -0.0270702951, -0.0258017499, 0.0288414732, -0.1133553684, -0.0457155295, 0.0038594918, -0.0024263936, -0.0270702951, -0.0793679059, -0.0254666619, -0.0603636466, -0.0229774397, -0.0117520029, -0.0357107706, -0.0607466027, 0.0546192862, 0.0930107608, -0.0178793203, 0.0215652846, -0.0101364013, 0.0212182291, -0.0115964264, -0.0098013142, 0.0503110178 ]
712.0375
Matvei Libine
Matvei Libine
Hyperbolic Cauchy Integral Formula for the Split Complex Numbers
null
null
null
null
math-ph math.MP
null
In our joint papers [FL1-FL2] we revive quaternionic analysis and show deep relations between quaternionic analysis, representation theory and four-dimensional physics. As a guiding principle we use representation theory of various real forms of the conformal group. We demonstrate that the requirement of unitarity of representations naturally leads us to the extensions of the Cauchy-Fueter and Poisson formulas to the Minkowski space, which can be viewed as another real form of quaternions. However, the Minkowski space formulation also brings some technical difficulties related to the fact that the singularities of the kernels in these integral formulas are now concentrated on the light cone instead of just a single point in the initial quaternionic picture. But the same phenomenon occurs when one passes from the complex numbers to the split complex numbers (or hyperbolic algebra). So, as a warm-up example we proved an analogue of the Cauchy integral formula for the split complex numbers. On the other hand, there seems to be sufficient interest in such formula among physicists. For example, see [KS] and the references therein.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:37:43 GMT" } ]
2007-12-04T00:00:00
[ [ "Libine", "Matvei", "" ] ]
[ 0.0116834044, 0.039798487, 0.0311235264, 0.049367521, 0.0554327406, -0.0686264113, -0.0472893976, -0.0061618784, -0.0350622982, 0.046540305, 0.0525813624, 0.0000779202, -0.0154651068, 0.0635035932, 0.0650984347, 0.0980584398, 0.0100644017, 0.0168666318, -0.0113330232, 0.0278855208, -0.0198871605, -0.0896976218, 0.0726860017, 0.0430123284, -0.0003020529, -0.05925069, -0.0011908434, -0.002325807, 0.0249133203, 0.0229801815, 0.0702695772, -0.0289970748, 0.031606812, -0.0860246569, -0.0978168026, 0.1243007928, -0.0729276463, 0.1228509396, -0.0515664667, -0.0072734328, 0.0201650485, 0.1096089408, -0.1253640205, 0.0799835995, 0.0525330342, 0.0147401802, 0.0545145012, 0.0736525729, 0.0292145535, -0.0171928499, -0.0269189514, 0.0559160262, 0.0674182028, -0.0062222891, 0.0281029977, 0.0737975538, -0.0424807146, 0.0628269985, 0.0132299159, -0.0767455921, 0.0131695047, -0.0484492779, -0.0305435862, -0.0089407647, -0.1147317588, 0.106612578, 0.0027018629, -0.0206604153, 0.0428431779, 0.06205374, -0.0188239347, 0.0969952121, 0.0093636392, 0.0631652921, -0.0205154307, -0.0091884481, -0.0529679917, 0.1141518205, -0.0407408886, 0.0151026435, 0.0781954452, 0.0275955498, 0.0405475758, 0.0152717931, 0.0340957269, 0.0465886332, -0.0230768397, 0.005509444, -0.1708894223, 0.049923297, 0.0292628817, -0.0224244054, -0.0336607695, -0.0514698066, 0.1140551642, -0.0490292199, -0.0229922645, 0.0401609503, -0.036391329, -0.0014136074, -0.0273055788, 0.0233547278, 0.0011462906, -0.0392910354, 0.2663864493, 0.1199512333, 0.0287312679, 0.0674665272, -0.074812457, -0.0065062186, -0.0083668642, -0.0091703245, -0.0271847583, -0.0518564358, -0.0373820625, -0.0018319506, -0.0475310385, -0.0609421842, -0.1339664906, 0.0580424778, 0.00748487, -0.0381553173, 0.0514214784, -0.034434028, 0.0310510341, -0.112218678, -0.0344823562, -0.0686264113, -0.0866529271, -0.0094602956, 0.0469269343, -0.0522913933, -0.0166129079, -0.0229076892, -0.0006365764, 0.0131574227, 0.0776638314, 0.0272330865, 0.1060326397, 0.0267498009, -0.0036910861, 0.0481109805, 0.1149250716, -0.0706078783, 0.0558193699, 0.1225609705, 0.0532579608, -0.050164938, 0.05074488, -0.0417074598, -0.0084937261, -0.0082279202, -0.0081252223, 0.0022593555, -0.0195246972, 0.0101248119, 0.0517597795, 0.012293552, 0.0754407197, -0.0252274554, 0.073604241, 0.1017797366, -0.0195730254, 0.0144502092, 0.0745708123, -0.0181110892, -0.1163749248, 0.0178573653, -0.034434028, -0.1708894223, -0.0751507506, -0.1234308854, -0.1153117046, -0.0244300365, 0.0665482879, 0.0218807086, -0.0369229428, -0.1347397417, -0.1553276628, 0.0520497486, -0.0004791314, 0.094723776, 0.0072855153, 0.0056604706, -0.0788237154, 0.0725893453, -0.0078412928, 0.1002332196, 0.0252999477, 0.01354405, -0.0495849997, 0.1051627249, -0.0230526738, 0.154361099, 0.0761173218, -0.1111554578, 0.1406358182, -0.022557307, 0.0076902658, -0.0352797732, 0.0374787189, 0.0397501588, 0.0685297549, 0.0402334407, 0.0521947332, 0.049923297, 0.054707814, 0.0227627046, -0.1397659034, 0.0573175512, -0.0543695167, -0.0091522019, 0.0590573773, -0.0054369518, -0.0168303847, 0.0514698066, -0.0715744495, 0.0196455177, -0.1037128717, 0.0427223556, -0.0418282822, 0.0864112824, 0.0465886332, 0.0270397719, 0.0065183006, -0.0114840502, 0.1166649014, -0.0447763167, 0.0127828773, 0.0329116806, -0.0092971874, 0.0371162556, -0.0549977869, -0.0655333921, -0.0176640507, -0.0026671267, 0.0015842672, -0.0022351912, -0.0640835389, -0.0421665795, 0.0058719078, 0.0439547338, 0.0053433152, -0.0095327888, 0.0514698066, 0.0086991228, -0.0441963747, 0.0053976849, 0.0517114513, -0.0726376697, -0.052484706, 0.1243974492, 0.0799835995, 0.0424323864, -0.0713328049, 0.0367779583 ]
712.0376
Esteban Calzetta
E. Calzetta
Analog cosmology with spinor Bose-Einstein condensates
8 pages. Fixed typos and updated references
null
null
null
cond-mat.other
null
It is well known that both a particle with spin and a quantum field in a Bianchi type IX Universe are both related to the quantum mechanical top. In this paper we will combine these insights to show that the dynamics of a cold gas of noninteracting atoms with total momentum F=1 may be used to explore the behavior of quantum matter near a cosmological singularity.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:38:08 GMT" }, { "version": "v2", "created": "Fri, 16 May 2008 18:34:12 GMT" } ]
2008-05-16T00:00:00
[ [ "Calzetta", "E.", "" ] ]
[ 0.053442508, 0.0021211556, -0.1336562186, -0.0137851704, -0.0783157498, -0.029817922, -0.0240366422, 0.0118559953, -0.0859075859, -0.075968273, -0.0549408942, 0.031765826, -0.0791148916, -0.0172938947, 0.0621831045, 0.0677271411, -0.0279948842, 0.0677271411, 0.1088828668, 0.0227130651, -0.1013409793, -0.1563318223, 0.0429038443, 0.0223010089, -0.0093337093, -0.0912518352, 0.0817620456, 0.0243737791, 0.0944483951, -0.0431036316, 0.0197537486, -0.0259970333, -0.0430536829, -0.0682765469, -0.0922008157, 0.1319580376, 0.0220138188, -0.0550407879, -0.0795644075, -0.0844091922, -0.0538920239, 0.0252228659, -0.0595359541, 0.1029892042, 0.0148964748, -0.0347626023, -0.05998547, -0.0453262404, 0.0562394969, -0.0387333296, -0.0741702095, 0.0369852111, 0.0301425736, -0.0470743589, -0.0178557914, -0.0431535766, 0.0357365571, 0.0578877255, 0.0141223073, -0.0177933574, -0.0249107014, -0.1040880233, -0.0382838137, 0.1029892042, -0.0616836436, 0.0228129588, -0.0271707699, 0.0225882009, -0.0369102918, 0.0904027447, -0.0035149686, 0.0838098377, 0.0121931331, 0.1379515976, 0.0202532113, -0.0409309678, -0.0643307939, 0.0251479466, -0.0155208027, 0.015995292, -0.050745409, 0.0094523318, 0.1178731918, -0.0774666592, 0.0104887169, 0.0444022343, -0.015595722, 0.0369852111, -0.1173737347, -0.0104450136, 0.0780160725, -0.000673104, -0.0843093023, -0.0703243464, 0.1233672872, -0.0731712803, 0.1645230055, 0.0132607343, -0.0053598587, 0.0697749406, -0.0587867573, 0.000247195, 0.0672776252, -0.0011027199, 0.1721148491, 0.0514946021, 0.0314411744, 0.0052318717, 0.0021086691, -0.0599355213, 0.0417301059, -0.0011651528, -0.0868565589, 0.0943984464, -0.0815123096, -0.0467996523, -0.0352121182, 0.0036991455, -0.0687260628, 0.0382838137, 0.0643307939, -0.0366355889, 0.0266713072, 0.0714231655, -0.0352370925, -0.1265638471, -0.0328147002, -0.0706739724, -0.0434033088, 0.0588866509, 0.0617835335, -0.0406562611, -0.0015452127, -0.0501210801, 0.0526433662, -0.0293434337, 0.0257473011, -0.0085033523, 0.0481482036, -0.0091401674, 0.0985939354, -0.042654112, 0.0932996273, 0.0180181172, 0.1763103306, 0.0703243464, -0.081012845, -0.0077166986, 0.0514446571, -0.0645805225, -0.0511949249, -0.0399320424, -0.0009934625, 0.0303173847, -0.0182054155, -0.1154757738, -0.0437029861, 0.0237993971, 0.0062557701, -0.0949978009, -0.0229877699, 0.0297430027, -0.0181804411, -0.0580375642, 0.0663785934, -0.0484478809, -0.1059859842, -0.0486976132, -0.0605848245, -0.1273629814, -0.0115126148, -0.0302924123, -0.1371524483, -0.0006048181, 0.070474185, 0.0657792389, -0.0156956147, -0.1017405465, -0.077766344, 0.1321578324, 0.0336887576, 0.0522437952, 0.0610842854, -0.0617835335, -0.0622829981, 0.026721254, -0.0445520729, 0.0586868674, 0.0107322047, -0.0471492782, -0.0912018865, 0.0791148916, 0.0698748305, 0.1037883461, -0.0562394969, -0.1233672872, 0.0125802169, 0.0435031988, 0.0266713072, 0.0011768589, 0.0673775151, 0.0016794433, 0.0984440967, -0.015308531, -0.0697749406, -0.0264964961, 0.0900031775, 0.0025316514, -0.1074843705, 0.0014765366, 0.0519940667, -0.0073858043, 0.034862496, 0.0256973561, -0.1007915735, -0.0631320849, -0.0526433662, 0.0400069617, -0.0093337093, 0.08555796, -0.0384086818, 0.0962464586, 0.0925004929, 0.0317408554, 0.0743699968, -0.0433783345, 0.0405313969, 0.0380840302, 0.0136103583, 0.0233249068, 0.0649301484, 0.0287191048, -0.0927002728, 0.0359363407, -0.0135479253, -0.0584371351, -0.0374846756, 0.0201782919, -0.0490971804, -0.080063872, -0.0484728552, -0.009833172, -0.0301675461, 0.0365606695, 0.0008748401, -0.0166945402, 0.0029218567, 0.0353619568, 0.0721723586, -0.0269709844, -0.0610842854, 0.0913017765, -0.0277201794, 0.046724733, 0.0317408554, 0.0094523318 ]
712.0377
Jeppe C. Dyre
S{\o}ren Toxvaerd, Thomas B. Schr{\o}der, and Jeppe C. Dyre
Crystallization of the Kob-Andersen binary Lennard-Jones liquid
null
J. Chem. Phys. 130, 224501 (2009)
10.1063/1.3144049
null
cond-mat.soft
null
At density 1.2 the Kob-Andersen binary Lennard-Jones liquid partly crystallizes in the temperature interval [0.39, 0.44] after typically 10-100 microseconds (Argon units). The crystallization is initiated by a phase separation where the large (A) particles cluster in a volume void of B particles. We investigate a modification of the Kob-Andersen system where the attraction between particles of the same type is removed, thus disfavoring phase separation. We have not been able to crystallize this new system.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:48:43 GMT" }, { "version": "v2", "created": "Sat, 9 Feb 2008 10:27:20 GMT" } ]
2013-01-29T00:00:00
[ [ "Toxvaerd", "Søren", "" ], [ "Schrøder", "Thomas B.", "" ], [ "Dyre", "Jeppe C.", "" ] ]
[ -0.0032005226, -0.0013887554, -0.0044919057, 0.0160137862, -0.094243817, 0.0319254138, -0.0249018222, -0.0417584404, -0.0061360644, -0.05036553, 0.0023576918, -0.0516425483, -0.0551160313, -0.0815247372, -0.0079941237, 0.0707467124, 0.0583851933, 0.0172908027, -0.0485010855, 0.0066468711, -0.1357723922, -0.0641573071, 0.035449978, -0.0350413322, 0.0111419689, -0.0592024848, 0.0970532522, -0.0879608989, 0.0625227317, -0.088676028, 0.0797369108, -0.0257574227, -0.0434185602, 0.0377996899, -0.0432653204, 0.0724323764, 0.0443890952, 0.1326053888, -0.0773871988, 0.025182765, -0.0589470826, -0.0669667423, -0.1040002257, 0.0550649501, 0.0178399198, 0.0199086871, 0.0429843739, 0.0351690352, 0.0404303409, -0.0080771297, -0.1214698106, 0.0161798, -0.0240206812, -0.0759058595, -0.0548606291, -0.0133065116, -0.0179037713, 0.1150336489, 0.0710021183, -0.0428311341, 0.0253743175, -0.1441496164, 0.0001487525, 0.0426523499, -0.0533792898, -0.0026386355, -0.0425757319, 0.1289275885, 0.043035455, 0.0957251564, -0.0498547256, -0.07743828, -0.0572103411, 0.028707331, -0.0696229413, 0.0070619015, -0.0323851369, -0.0024119648, -0.0168438479, 0.0766209885, -0.0431886986, -0.0997094512, 0.0176739078, -0.0008707657, -0.0297289435, -0.1105385497, 0.0090732025, 0.0856111869, -0.095622994, 0.0213517155, 0.0054432829, 0.0547073856, -0.1073715463, -0.0109951124, -0.0281454436, -0.089799799, 0.0667113438, -0.013702387, 0.1349551082, 0.0314656869, 0.0174568165, -0.0018389038, -0.0157711543, -0.0562398061, 0.0740158781, 0.029294759, 0.0078472663, -0.044338014, -0.0621140823, -0.0473773107, 0.1123774499, 0.0103055229, -0.0333045907, 0.0078919623, -0.0256169513, -0.061143551, -0.0971043333, 0.0356543027, -0.0581808724, 0.1045621112, 0.0312358234, 0.0422692448, 0.1247389689, -0.0515914671, -0.014289815, 0.0299588069, 0.0526130795, -0.1162595823, -0.0783066526, 0.0345305279, 0.0963381231, -0.1334226876, -0.0346071459, -0.0177888405, -0.0615521967, -0.0169843193, 0.0407112874, 0.0060434807, 0.1249432936, 0.037876308, 0.0524087586, 0.1239216849, 0.1239216849, -0.0000081747, -0.0792771876, 0.0887271091, -0.0638508275, -0.0064010452, -0.0353478156, 0.0156562217, -0.046227999, -0.029882187, 0.1032340154, 0.024135612, 0.0477604158, -0.103131853, 0.0493694581, 0.059253566, -0.0310570411, -0.04551287, 0.0318232514, 0.0251572244, -0.0062541883, 0.0391533263, -0.0399706177, 0.1136033908, 0.0278134197, 0.0465089418, -0.0734029114, -0.1292340755, -0.0003106742, -0.0581297912, -0.0656386465, -0.0056827236, -0.0080579743, 0.0374932028, 0.0172014125, -0.0880119801, 0.032895945, 0.1131947413, 0.0154008195, -0.1132969037, 0.0860709101, -0.0914854631, 0.0336621553, 0.0055039413, 0.013408673, 0.1080866754, 0.0718194097, 0.0130638788, -0.0511061996, 0.0207642876, 0.11615742, 0.1013440266, 0.0034224042, 0.0325383805, 0.0490118936, 0.0829549953, 0.1252497733, -0.004127956, 0.0643616319, -0.0346326865, 0.0609903075, -0.0790217817, -0.0173418839, 0.0173163433, 0.0205471963, -0.0216965098, 0.0106567023, -0.1046131924, 0.1011907905, -0.0209813807, 0.001303355, -0.0228458252, -0.0796347484, -0.029294759, -0.0331258066, -0.0447977409, 0.0287328716, 0.0438272059, -0.0101522813, 0.0116655454, -0.0160520971, 0.0808096081, -0.0212495551, -0.0215049572, -0.0022874558, -0.1168725491, 0.1121731326, 0.0072470685, 0.013996101, 0.1013440266, -0.0368036143, 0.0981770307, -0.0312869027, 0.0514382236, -0.0857644305, 0.0355521403, 0.0471474491, -0.0952654332, -0.1241260022, -0.0086900974, -0.0394598097, 0.0568527766, -0.0048143524, 0.0360629447, -0.0062861135, -0.1331162006, 0.0310315005, -0.0395108908, -0.0975129828, -0.0288861133, 0.0616032779, -0.0166522954, -0.0499824248, -0.0767742321 ]
712.0378
Paul Kalas
Paul Kalas, Gaspard Duchene, Michael P. Fitzgerald, James R. Graham
Discovery of an extended debris disk around the F2V star HD 15745
7 pages, 4 figures, ApJ Letters, in press
null
10.1086/525252
null
astro-ph
null
Using the Advanced Camera for Surveys aboard the Hubble Space Telescope, we have discovered dust-scattered light from the debris disk surrounding the F2V star HD 15745. The circumstellar disk is detected between 2.0" and 7.5" radius, corresponding to 128 - 480 AU radius. The circumstellar disk morphology is asymmetric about the star, resembling a fan, and consistent with forward scattering grains in an optically thin disk with an inclination of ~67 degrees to our line of sight. The spectral energy distribution and scattered light morphology can be approximated with a model disk composed of silicate grains between 60 and 450 AU radius, with a total dust mass of 10E-7 M_sun (0.03 M_earth) representing a narrow grain size distribution (1 - 10 micron). Galactic space motions are similar to the Castor Moving Group with an age of ~10E+8 yr, although future work is required to determine the age of HD 15745 using other indicators.
[ { "version": "v1", "created": "Mon, 3 Dec 2007 20:48:51 GMT" } ]
2009-11-13T00:00:00
[ [ "Kalas", "Paul", "" ], [ "Duchene", "Gaspard", "" ], [ "Fitzgerald", "Michael P.", "" ], [ "Graham", "James R.", "" ] ]
[ -0.0282909833, -0.028370304, -0.0222626235, -0.0319926068, -0.0849258304, 0.0756188855, 0.0336318985, -0.0192352235, -0.0153881796, 0.0447896495, 0.0195525065, -0.0281059016, -0.0635092929, -0.0941270068, 0.0209406149, 0.1562085301, 0.0070595257, 0.0797964334, 0.0256073046, 0.0753016099, -0.0462174192, -0.0076808697, -0.0777869821, -0.0293750297, -0.0323363282, -0.0717057437, -0.0090359282, 0.0208480749, 0.1125293672, 0.0118716368, 0.0198301282, -0.016683748, -0.0629804879, -0.0535149053, -0.1573718935, 0.1092507839, 0.0058234478, 0.0255676452, -0.1114717573, 0.0056747217, -0.0146610746, 0.0117989266, 0.0116865551, 0.0177149139, 0.0757775307, -0.1229996756, -0.0085467855, 0.082387574, 0.0313580409, 0.0302739963, -0.0856661499, -0.0198169071, -0.0345044211, 0.0178999957, -0.0211521368, -0.0562118031, -0.0260171276, 0.0181379579, 0.0180454161, -0.0222890638, -0.0678454787, -0.0034570524, -0.0334996954, -0.0128763635, -0.0506858081, 0.0106487786, -0.0004052782, 0.0506064855, -0.0077403602, 0.1511320174, -0.0924877152, 0.0088310167, -0.0589087009, -0.0963479802, 0.0165383276, -0.0864064768, 0.0191426836, -0.0788974687, -0.0251578223, 0.0278679393, 0.0443666056, -0.0183362588, -0.0043097478, 0.1048617139, -0.075090088, -0.0200945307, 0.124057278, 0.0069603748, -0.0991506428, -0.0498397201, 0.0676868409, 0.0149254762, -0.0251181629, -0.0201209709, -0.0273655765, -0.0844499022, -0.0165251065, -0.1126351282, 0.1851869524, -0.0724460706, 0.0116204554, 0.0021631364, -0.0295601115, -0.1105199158, 0.1116832793, -0.0180718563, 0.0107280994, 0.0907426625, 0.0590673424, 0.0117923161, 0.0154013997, -0.0300360341, -0.0204514712, 0.0322834477, -0.0593846254, 0.0925934762, -0.0386290886, 0.0759890527, -0.0597547852, 0.0824404508, -0.0459001362, 0.1277589053, -0.0162739251, 0.0050632926, 0.0238490347, -0.0102059059, 0.0533827059, -0.1284992248, -0.1301914006, 0.0091152489, 0.00772053, -0.0449218489, 0.0986747146, -0.0473543443, -0.0746141598, 0.0295601115, -0.0077403602, -0.0339756198, 0.0095449015, -0.0383382477, -0.0090094879, -0.0201870706, 0.0572694093, 0.0802194774, -0.0124334907, 0.0483855121, -0.0370955579, 0.0200548694, -0.0038834, 0.0461645387, -0.0492580384, 0.0187593009, 0.0198433474, -0.0375979245, -0.1003668904, -0.1375946552, 0.0002480832, -0.0483590737, -0.0456886142, -0.0747199208, -0.0880457684, -0.0878871307, -0.0529067814, 0.0219453424, -0.0027696078, 0.1048088372, -0.0292428285, -0.0211124755, -0.1833890229, 0.0015087422, -0.0225931257, 0.0083617037, 0.0368840396, 0.0039164503, 0.0423571542, 0.0286611449, -0.0209273957, 0.0056978567, -0.0444723666, -0.0757775307, -0.0375186019, -0.0108074201, 0.1498628855, -0.0764649734, -0.0431239195, 0.0049013468, 0.0625045672, -0.0191691238, 0.0545725115, 0.049020078, -0.003410782, 0.0320983678, 0.0967181474, 0.0539115071, -0.1304029226, 0.0083352635, 0.020530792, -0.0592259839, -0.052880343, 0.0567406081, 0.0739796013, 0.0614998378, -0.0006506761, -0.03545627, -0.1826487035, -0.0618700013, 0.0204250328, 0.0371484384, 0.0353769474, 0.1271243393, 0.0541230291, 0.0490465164, -0.0903725028, 0.0108074201, -0.0499454811, 0.0290048681, 0.066734992, 0.0051591382, 0.0935453251, -0.0212182365, -0.066734992, 0.11654827, 0.0970354304, 0.1471131146, -0.038999252, -0.0357206725, 0.0431239195, -0.0126450118, -0.0371484384, 0.1238457635, 0.0495753214, -0.0455564149, -0.0800608397, -0.0662590712, -0.0087715266, 0.0803781226, -0.1065010056, 0.0204514712, -0.0176752545, -0.0184023585, -0.0289255474, 0.0021532215, 0.0076478194, 0.078527309, -0.0330237746, 0.0037545043, -0.0526159406, -0.0650428236, 0.0558945201, 0.0699078143, 0.0838682204, -0.0108470805, -0.0866179988, -0.0433089994, 0.0416961499, -0.0170935709 ]