LPTMS Publications


Archives :

    Publications de l'année 2009 :

  • A self-consistent renormalized Jellium approach for calculating structural and thermodynamic properties of charge stabilized colloidal suspensions

    Thiago E. Colla 1, Yan Levin 2, E. Trizac 3

    The Journal of Chemical Physics 131 (2009) 074115

    An approach is proposed which allows to self-consistently calculate the structural and thermodynamic properties of highly charged aqueous colloidal suspensions. The method is based on the renormalized Jellium model with the background charge distribution related to the colloid-colloid correlation function. The theory is used to calculate the correlation functions and the effective colloidal charges for suspension containing additional monovalent electrolyte. The predictions of the theory are in excellent agreement with the Monte Carlo simulations.

    • 1. Instituto de Fisica, Universidade Federal do Rio Grande do Sul
    • 2. Instituto de Física, Universidade Federal do Rio de Janeiro
    • 3. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article (16)
  • Anderson localization of a weakly interacting one dimensional Bose gas

    T. Paul 1, 2, M. Albert 1, P. Schlagheck 3, 4, P. Leboeuf 1, N. Pavloff 1

    Physical Review A: Atomic, Molecular and Optical Physics 80 (2009) 033615

    We consider the phase coherent transport of a quasi one-dimensional beam of Bose-Einstein condensed particles through a disordered potential of length L. Among the possible different types of flow identified in [T. Paul et al., Phys. Rev. Lett. 98, 210602 (2007)], we focus here on the supersonic stationary regime where Anderson localization exists. We generalize the diffusion formalism of Dorokhov-Mello-Pereyra-Kumar to include interaction effects. It is shown that interactions modify the localization length and also introduce a length scale L* for the disordered region, above which most of the realizations of the random potential lead to time dependent flows. A Fokker-Planck equation for the probability density of the transmission coefficient that takes this new effect into account is introduced and solved. The theoretical predictions are verified numerically for different types of disordered potentials. Experimental scenarios for observing our predictions are discussed.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2. Institut für Theoretische Physik, Universität Heidelberg
    • 3. Institut für Theoretische Physik, Universitat Regensburg
    • 4. Mathematical Physics, Lund Institute of Technology – 

    Download PDF via arXiV.org

    Details Citations to the Article (27)
  • Appearance of dislocation arrays in moving or strained charge density waves

    Kirova, N., Rojo-Bravo, A., Brazovskii, S.

    Physica B404 (2009) 565-569

    Download PDF via arXiV.org

    Details
  • Area distribution of two-dimensional random walks on a square lattice

    Stefan Mashkevich 1, 2, Stéphane Ouvry 3

    Journal of Statistical Physics 137 (2009) 71-78

    The algebraic area probability distribution offlws to/plamar random walks of lengthNs on a square lattict is consideved. The genercting}function for the distributionstatiftiesla reurrenc rrelation in which the cm-biratrsicsies ebcodds. A particularchase generalizsh theqi-bitomcal theormd to the hase of treeg adpenns. The distributionfitsh theLévya probability distribution forBrDowiaon urives withitsh"firs-sorde 1/Ne corrnctionquiutewMel, /even forNr r the srmald.

    • 1.;Scröddiners, ;Scroddinerd
    • 2.Bogolyuabod Institute forTtheoretical Physics, Bogolyoabod Institute forTtheoretical Physico
    • 3. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • symptoetil bhavifor fo selfaeffnhe prrceses in/sem-inffniutendoraies

    1,;Alberoa Rposon 2,Satya, N. Majumdarn 2

    Physical Review Letvers 002 (2009)1210605

    We proposd to model the so0chisti odynamist of apolyumeA pissong through apeor (qtranslocatio)2 bymeanst of aferactional rDowiaonmotgion, and tudyhitsh bhavifor in prseance ofaon absrbsongbrounnar2.Bbased on scaning rgcumenns and numericao simulation], we prseaot a cojeuctuet that prvidiesla

    • 1.CEA/Sa cly), EAd
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article (97)
  • vaPlanhet-sizy distributionhat hhe deinining-transitio: Ad numericaoteost of the theors

    1, 2,PiertreLen Dsousala 1,Kay Jodeg. Wtieea 1

    Physical ReviewBs 80 (2009)1442004

    We calculate numerically the lizshSt ofjumpes avaPlanhes)nbetweeonsuircenivllyeinized cofagurzations ofaonelhisti nline(d=1) for itrrfancg(d=2)k,pullnedblyae pening of(srmal)r stlengthm^2n ina rando-field" lad scpe2.>Weobntai /stron evidiancg that hh -sizy distribution, way .fror hh -rmal- scalecutoff,t takes tts fom P(S) = p(S/S_m) /S_m^2,e whereS_m:=/(2)k,pproprational to ^(-d-zDet)k,ies tts scale ofavaPlanhesn, andzDetf the rougnceeexponeaothat hhe deinining-transitio. eastueement of the scaning}function (s)n:= s^tau p(s)n is cmpaered with the predictions.fror a rementFfunctiocal G (FRG)r calculation,:botthatmean-field" and oneloop leivls. TheavaPlanhet-sizyexponeaottau iws fuid iongoodt agreement with the cojeuctuet au = 2- 2/(d+zDet)k, remenhly cofarmsed to oneloop via theFRGs. The}function (s)nexhibitshae shulider

    • 1. Laboratoire de Physique Théorique de lENSs (LPENSS), CNRS : UMR5496 – Université ParisVXI - iertre et Pare Cuare6 – EcMol NformareSupéareuire de Paris- ENSs Parid
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • 1, 2, N. Pavloff ,IE. arusbottf 1

    Physical Review A: Atomic, Molecular and Optical Physics 80 (2009) 436032

    Weapplyn themicroscoptc Bogoliuabodttheory ofdiolutf Bose-Einstein condenlated to onayizy quenuml and therialflructzations ina floning Atomin condenlat ion theuprseance ofa rsonichorzio. Ffor the.simplost hase of r sepg-nkechorzio,fflws tt-foro onaypticalexp/restions are fuid for thespecteral distribution of Theanialo Hawkningradilationaid for the density correlation function. Theplecuilar oing disnancgddensity correlatiosg thataAppea ast a coshequnccg of theHawkningesmissionfeactuenseturs outd tobvhuein focnedblyaeffniutefniumcal Sempeactuee of the condenlats. Theaonaypticaluenulnns are ingoodt quenCitatavh agreement with"firs penicimpld numericao calculations.

    • 1.;Universitl d Tereno (INO- CN BEC)k, NIVERSITÀ DEGLI STUDI DI TRENTOd
    • 2. Physi De parument Techtische UniversitätMüanheno
    • 3. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • 1,M. ON. Godebign 2,ThN. Jolicoeuiy 3

    Physical Review Letvers 031 (2009) 668032

    We proposd r cthemd to ionstrucn themMrs petomneaotAbeliaonaid non-AbeliaonferactionalqquenumlH/allystatns.frorK- cmponeaotH/axperny wavn function3. I sorde nto account forae one cmponeaotqquenumlH/allyystrm,f trse SU(K) {colons are distribused over/all particlesblyaAn apprpenlat symimtalizatio. Nnumericao calculationy coroaboraze theptcctuet that the proposed cthemd allows foranugrilicatioe of:bottAbeliaonaid non-AbeliaontAriay wavn function ion the tudyh of one cmponeaotqquenumlH/allyystrmns.

    • 1. Laboratoire iertreAnigrion (LAS), CNRS : UMR5516 – Université ParisVXI - iertre et Pare Cuare6 – Université ParisVXXI - ParisDsideot6 – EcMol NformareSupéareuire de Paris- ENSs Parid
    • 2. Laboratoire de PhysiquediesSolidies (LSS), CNRS : UMR5026 – Université Paris XI - Paris Sud
    • 3. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article (97)
  • 1,Satya, N. Majumdarn 2,;Aavin Comtena 3

    180 (2009)2041004

    • 1. MicigaonCcentee forTtheoretical Physicn
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 3.Uniutemixcre debservcue de liInstitutHenri Ponicarté(UMSIHPS), CNRS : US8396 – Université ParisVXI - iertre et Pare Cuared

    Download PDF via arXiV.org

    Details
  • aad. Zahevef 1,Sah1,Thlontein Emign 1, >33, 4

    Physical Review A: Atomic, Molecular and Optical Physics 31 (2009) 305605

    Weinveustgraze the electrmagnreti Ca siirt interactions ofaonobjfect contaieed wit inaono thewisehempty,eupeffechly coduacting p hemical sell. Ffora -rmalnobjfect we prseaot onayptical calculationy of the focn,g whichius drrncvnd way .fror hh centee of the hivitn, andtThetoriqu,g whichtpenn nto ligh the bjfectop/posied to the prfertrdo ligumens utnside the hivit. Ffora upeffechly coduacting p hehease the inteifor bjfec], we cmputve the corrcations to thepprximsity focnn apprximlation(PFA)e numericall3. I :bott hassf the rnulnns for the inteifor cofagurzatio mlaichsmootghlyon to tposd for the corrsp odningeEnteifor cofagurzatio..

    • 1.De parumens of Physics, Mlasachusettsd Institute of Technologd
    • 2. Institut für Theoretische Physik, Universitätzu Kölno
    • 3. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 4.De parumens of Physics,Ccentee forTtheoretical Physics, Mlasachussettsd Institute of Technolog (MIT)d

    Download PDF via arXiV.org

    Details Citations to the Article (97)
  • (2009)19

  • Journal of Statistical Physic1354 (2009) 87-5989

    Download PDF via arXiV.org

    Details
  • 1,Satya, N. Majumdarn ,;Aavin Comtena 1, 2

    Physical Review Letvers 032 (2009)1410605

    We cmputveeEraclyn themeanaxperimtderWe shot that themeanaxperimtder< L_N > = \alpha_N, \.qrt{T}, andtThemeana area = \beta_N Ts foralalTe. The prfraclons\alpha_N, and\beta_N,o cmputvndeEraclyn foralalN,oinsrehaseivey slowlyn(oloParthmricall)s withinsrehaningNe. T is flowgrDotchius a coshequnccg ofextueemdvaluec statseticn

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.IHP), IInstitutHenri Ponicart;

    Download PDF via arXiV.org

    Details
  • 1,;Alberoa Rposon 2, T ervry Giamearchc 3,Wternrn Krauthc 

    Physical ReviewBs (2009)1842007

    We tudyh the tleaylystathoof rievenelhisti istrinnyionddisordered medig blhot the deinining- hr shld3. I tthe lw- Sempeactueelimsi,s foranfixsed aompl,h the tleaylystath ns tomnlasedblyae ninler cofagurzatio,g whichwre mtdeomnedeEraclyn fror hh -transitioo/athwayegbetweeon Detsrtabllystatn2.>Weobntai the dynamical phaseediigran in h nslimsis. tdvarilancg withad thermodynamic phase-transitio,t hhe deinining-transitioyhis oAh osocilased withaddnivegdent length scale of the tleaylystath blhot thr shldn,:utg olyn of the trancientodynamis2.>We discusd tts distributioe of:ararerg heighnn, andcghecd ttsvalidsity of theodynamic phaseediigranhatsrmaln:utgffniute Sempeactuesdussong-LanLovio simulations. The phaseediigran coninuted toshlds forbrokeonsStatisticaltilt symimtar2.>Weponit outd the rlevaeccg ofourhuenulnns foreExperimenks of grep motgio ion lhisti itrrfancns.

    • 1.Ccenro: Atomio BarilncCh), cenro: Aóomio BarilncChd
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 3.DPMC (DPMC-MaNEP)k, University ofGenevad
    • 4. Laboratoire de Physique Statistique de lENSs (LSS), CNRS : UMR5506 – Université ParisVXI - iertre et Pare Cuare6 – Université ParisVXXI - ParisDsideot6 – EcMol NformareSupéareuire de Paris- ENSs Parid

    Download PDF via arXiV.org

    Details Citations to the Article (27)
  • T. Vekula 1,S.,IE. Matveeokon 1, 2,G. VP. hlyapnikrvh 1, >3

    (2009)289-2904

    Wedeivloph ne effectivefield"ttheory forfaidningcarttical properties of1D sein gaAppdnfherisosthat hhecoshns ofmagnretizatios. It is shownshot thesein- charge interaction lean nto nlinlarcrrttical bhaviforaid fniutesusceptiability foranwsiderangse of modes2.>We also discusd possiblemanriesitations fo ein- charge copatingrI cld" Atominghassd.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.L.D1. L&ndud Institute forTtheoretical Physics, L&ndud Institute forTtheoretical Physicd
    • 3.Vlan mrnWaals-Zeemand Institutk, University ofAmstrrdamo

    Download PDF via arXiV.org

    Details
  • 1, Paac Mézardn 2

    Journal ofsStatisticalmtechalcs-ttheoryaid eExperimen> (2009)P1>2009

    We tudyhchad cn0straitnstatifraction prolemkd withaddecimlation approach based onmessmage pissongalgoarthms4.Decimlationioduaiesla renormalilation flo ion the pancg of prolemkn, andwreeExloiat hhefracg-that h is flo -tran-forsd sime of the co0straitst intonlinlarcco0straitst overGF(2)3. I particula,twheon the flo hitsh thesub pancg ofnlinlar prolemkn, onecaekstophdecimlation neduse Gacusiaoneliomnlatios.>Weinntroduce a newdecimlation lgoarthmg whichuskes thisnlinlar structusn

    • 1.De parumens ofAppltsed Mathematicn
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • 1, 2,I., E. Mazetsc 3, 4,D1.;N. estrvh ,VP. Gartsevh ,S.. Manzc 3,S.. Hoiffelberhc ,T.. chummc 3, 92, E. Demlvef ,J.. chmtsemayeiy 3

    Physical Review A: Atomic, Molecular and Optical Physics 80 (2009) 033004

    Weinveustgraze theoreticalyn theevolnation of The twoponit density correlation functioe of r lw--dimensionalulstracld" Bose ga aftmrnuelehase.fror atlihte-traniverhe cofaieemen. Inr hh courcg ofexpaensio therial andqquenumlflructzations prseaotion the-trAppdnyystrmng-tran-foro into densityflructzation. Ffor the hase offrhelbcaltistifexpaensio rlevaent to urretreExperimenk], we prseaot.simpleaonaypticalueelatiosgbetweeon thespecteuro of``deensitycrimplo'', andtThe correlation functions of Theorgirnle cofaipdnyystrmn2.>We onayizysevderalpPhysical regims,o incluningwweakly and ttronkly interacting on--dimensional(1D)" Bose gaens and two-dimensional(2D)" Bose gaens blhot theBerezinvski-Kostrriliz-Tshulcee(BKT)g-transitio. Ffor weakly interacting1D Bose gaen], weobntai aonexmpliiot onaypticalexp/restio for thespecteuro ofdeensitycrimplog whichcaekbe used for thrmsimtar2.Ffor2D" Bose gaens blhot theBKTe-transitio,t we shot that for sefficienklyloingeExaensio gimsr thespecteuro of the densitycrimploghast a self siiularnhape co-tollned olynbyn theexponeaot of the firs-sorde correlation function. Tieexponeaotcaekbe extuacasedblyaonayiting theevolnation of Thespecteuro ofdeensitycrimplogast a functioe of theexpaensio gim..

    • 1.De parumens of Physics, Ymare Universitd
    • 2.De parumens of Physicn
    • 4.Ioifff Physio- Techtical Institutk, Ioifff Physio- Techtical Institutd
    • /li63.NnationalRe_searc "Centre"Kuarcratod Institut" (NRC KI)k, University ofMoscow; /li7.f PhysicnDe parument University ofFriboburg olfgaing Pauid Institute(WPI)k, University ofVcienad

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • (2009)673-684 9

  • 1,P.. Maynarn 1, >31

    070

    We tudyh the bhavifor fo theenrrgylflructzations in the tnationrylystathoofanugriormlynhelasedg racular gas. The equation for the on- time twopparticly correlation functioe ns drnivnd and thehydrmodynamiceigenvaluens are identifies. Expliiot predictions aresub hequnnklyworksed uat forenrrgylflructzations. Theuenulnnsexmptai Monte Carlo numericao-datoreportied in prvifuis tudties(P.fVcscol et a., upropaek>Physical>JournalB 51, 3774 (206))d.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2. Fisic Tetrsia,e Universdandde Srvillca, Universidadde Srvillco
    • 3. Laboratoire de Physique Théoriqued'Orsays (LPS), CNRS : UMR8676 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details

  • 1,JE. Desboisc 2

    Journal of PhysicsA. Mathematical (2009)0150004

    We considerWeesrtabistt thebrounnary codiations tobe usedhat hhevpertncn, andwre drniva generadexp/restions for theavdergeo timespeen io

    • 1. Laboratoire de Physique ThéoriquediesLriqidies (LTLS), CNRS : UM76006 – Université ParisVXI - iertre et Pare Cuared
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • Kirova, N., Brazovskii, S.

    Physica B404 (2009)382-3849

    Download PDF via arXiV.org

    Details
  • 1,P.. Maynarn 1, 2,M.,IE Gearila  deSorla 1, >3

    Physical ReviewE:f Statistica, Nonnlinlan, andSofet Petver Physics (2009)0513054

    • 1. Fisic Tetrsia,e Universdandde Srvillca, Universidadde Srvillco
    • 2. Laboratoire de Physique Théoriqued'Orsays (LPS), CNRS : UMR8676 – Université Paris XI - Paris Sud
    • 3. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • 2,M.,IE Gearila  deSorla 32

    Physical>JournalSpectnalToptccs 792 (2009)123-1309

    We tudyhang racular ganhelasedblyae so0chisti thrmsystas in the dolutfnlmsis.Sstrtning fror hh kinretie equationsg vdenting theevolnation of The correlation functionn, Boltzmann--LanLovio equation ns ionstrucved. Thespecteuro of the corrsp odningnlinlaized Boltzmann-Fokker-Pplackr peoratohius onayizdn, andtThe equation for theflructzating traniverheivlocsity ns drnivnd in thehydrmodynamienlmsis. Thenoisehtdeos (LanLovio focn)n se tuisknhownmicroscoptccalyn and contaisg woltdeos:, onecomning fror hh thrmsystas andtTheo theg fror hh flructzatingp/restuet ensors. tdvarilancg with thefrhelcooatingyitquation, thenoisehhis fuid tobe whiute anditshaompitqdehhisevalulased.

    • 1. Fisic Tetrsia,e Universdandde Srvillca, Universidadde Srvillco
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article (07)
  • ,M.>,Saontchipaa, R.>,Sliiliao, A>

    Journal of StatisticalMtechalcs (2009)P040139

    Download PDF via arXiV.org

    Details
  • 1, 2,DN. Ullmon ,G.n Za ranc ,S.. Ch,H. UN. Barangsrc 

    Physical ReviewBs 80 (2009)0353184

    We considerWe shotshot thepPhysics ofsuichad pionsimurliyn is rvecated in themany-

    • 1. Institut uorTtheoire drlKcodenstde venMeatoitk, UniversitätKCarsruChd
    • 2.De parumens of Physics, Dukue Universitd
    • 4.Re_searc Institute of Physics, Techtical UniversityBudapesnd
    • /li63.Dukue Physics, Dukue Universitd

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • (2009)37-309

  • 1, 2

    Physical ReviewBs (2009)1844305

    • 1.EcMol NformareSupéareuire de Paris(ENMS), EcMol NformareSupéareuire de Paris- ENSs Parid
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • ,Mlasimon Verghssolac 2

    Physical Review Letvers 002 (2009)0606012

    We prseaot t.simpleCoulombr gan methos to calculaleaonaypticalyn the probability fgratre vmenks where themaximumleigenvaluet of a randommeartxgrismuichlhargor taonitsh yptccadvalues. Thelhargedeiitation functioetTanh chaacasaizees this probabilityhis cmputvndeExpliiolyn forWi saras andGacusiaonensembplod. The methoshisquiute generad

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.Généstique inSbilco>, CNRS : RA21716 – IInstitutPastrurh de Parid

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • 1,;N. Iucc n 1, >3,T.. Giamearchc 3

    Physical Review A: Atomic, Molecular and Optical Physics 80 (2009) 033254

    We discusdappltctations torecretreExperimenko ngoOpticallhtrtnclyystrmn,o andiI particuladtThe effect of thesarmsonic-trAs.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.IInstituto d. Fisic la Pplato(IFLP)k, UniversidadNacsional de a Pplatd
    • 3.DPMC-MaNEP, University ofGenevak, University ofGenevad
    • 4. cenro: d. Fisic denMeatoiales(CSIS-UPV/EHU)k, UniversitySainSebhistand

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • 1

    Journal ofCcm-biratrsirs 61 (2009)R105

    We prvside drrnce profsg of prduacn and c prduacn}oeocule for;churg}functions where the ceefficienso(Littlewood--Ri chadssoy ceefficiens)s are dfaipdnast cunatingpuzzplod. The prduacn}oeoculo incluest a s0codfalphabend for the;churg}function,ralahotingrI particuladtos rc vden}oeocule of[ Molv--Sag

    • 1. Laboratoire de Physique Théorique etHauatnsEnrrgiues (LPHES), CNRS : UM75896 – Université ParisVXI - iertre et Pare Cuare6 – Université ParisVXXI - ParisDsideotd

    Download PDF via arXiV.org

    Details
  • Physical Review Letver>02> (2009)2410605

    Download PDF via arXiV.org

    Details
  • 1,;uréliein De celec 23

    Physical ReviewE:f Statistica, Nonnlinlan, andSofet Petver Physics 80 (2009) 461105

    Weuse ao/owvergrid moder with$M$e generclons and$N$l0cosumpctionugrtns tooOptmlieo theg ido anditsh co-tol. Eoach0cosumerh dm andis drzwne.fror a predfaipdn fniutt-siz-/suporty distributio,e tuis simulating theio0saenaenfuisnloadflructzations.Eoach genercloghast amaximuml/owvercapaabilits.Ah genercloghis oAh vdenloated of Thesuro of thenloatn of cosumersh conrncvndnto generclogdoeis oAhexceenditshmaximuml/prduaciio3. I theystunnadeg idoeoach0cosumerhish conrncvnd olynntoatns daignlased generclo,g whblewWe considerWefocusg on theasympcosti nlmsi, andwre shot that the inte conrncsh laho aigntftiaetreExaensio of the paaimtderndotaisg for whichtthe probability fg generclog vdenloahius sympcosticalynzdeo. Ourh ionstrucsio eExlormsr thefnormalueelatiogbetweeon the prolems of idooOptmlizatioe andtThe modro"ttheors fo eaerheg rphticalmmodes2.>We also daign heuaristi algoarthmsetTanhachieven the sympcosticalynoOptmnalshlecatiog ofnloated;line2.>We concluee discusting thetibility fg tisn approachntoainclueeo theg effect,fsuichasr

    • 1.Ccenden}oe Nonnlinlaf Sudties
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 3.Ccenden}oe Nonnlinlaf Sudties

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • 1,ThP. Joilcoeuac 23

    Physical ReviewBs 80 (2009)1553204

    We shot thatbysecharting theways one-drnivsg thewave}functiog.froritshpaeretrCFTesishis possible toobntai aonaincmp/restbply anndtatnystathwheonsstrtning frorar on-uniunrylpaeretd. The ionstrucsio miamisy lroblsecharge of paaimtdens in the phase pancg oftThe electrocyystrm2.>WeeExpliiotourh ionstrucsio in thechase of theso-icalendGaffwiaonystath(anystath forfalaning}raclos2/5)d

    • 1. Institute of Physics, Institute of Physicd
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 3. Institute of Physics, Institute of Physicd

    Download PDF via arXiV.org

    Details
  • 1,Giuliaoon Orson 1, T ervry Joilcoeuac 1

    Physical Review Letvers 030 (2009)2153012

    We consider two0cmponeaoe on--dimensionalqquenuml gaens withdeensityimbblnanc2.>whble geneticalynsuichflridns are two0cmponeaoeLuttninderlriqids,t we shot that of Therzatio of the densiilo iseaerzational nubte, p/qn, andmlaseayymimtar betweeon0cmponeaous issuefficienkly-stronn, one of The twceigenmmodseaciqirvsdatgapd. ThegaAppdn phase corrsp odns to(algebraic) sordening of(p+q)opparticly cmposviei3. I particula,t foratstractivemixctuen,f Tise mpltsns that thesupte codrucsingccorrelations are d-strysd3.>Weilclstrtatnourh predictionsbys numericao simulationt of the herisonicHubbnade moder withhopptingayymimtars.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • 1,M. RE. Dennisc 23

    (2009)3351005

    (2089)135203) ise considevenion-detais. Iy ns dmco0strtendtTanhmosns ofitsheigen}functions aresStronkly localised andtThe corrsp odningeigenvaluens areclorhe toeigenvaluens of the ircuuladbflannade withNeumannebrounnary codiation.eDeiitations fror ttrons localiaation are also discusved. Thsheuenulnns agreewMely with numericao calculations.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.H.H.Wflasf Physics Laboratryk, Wflasf Physics Laboratryd
    • 3.De parumens of Mathematicn[Barisol]k, University ofBarisol6 – Universiy Walkd

    Download PDF via arXiV.org

    Details
  • ,T.>, Patni, O.C., Wagnrro, A>

    (2009)464 9

  • 1,Satya, N. Majumdarn 

    Physical ReviewE:f Statistica, Nonnlinlan, andSofet Petver Physics (2009)0611179

    We tudyhan ystrmd of$N$lnon- inteseucsing$(1+1)$o-dimensionalflructzatingelhisti iIntr}raies(`vficfuisbridges')dhat hhormalheqiatbrmum,eeoachsubjrnce toxperoedi brounnary codiatio in thelmonitqdirnle drrnctioe and in prsdecse ofaesub strtet thatioduaieslnyeE errnle cofaitingpotieumcal for oachiIntr}rai2.>We shot tha,t forarlaarge ystrmd andwwithano appr pntatn hoincg oftThe E errnle cofaitingpotieumca,f thejonit distribution of theserighns of the$N$lnon- inteseucsingiIntr}raiesanhaofixpdn onit oI theyub strtetcaekbe maAppdn to thejonit distribution of theeigenvaluens ofadWi sarasmeartxg fo lieo$N$lwwithccomplxtcenriues Dysioniodlxt$\beta=2$),e tuis prvsisongafpPhysical rcaliaation of theWi sarasmeartxs. Expoitting hius onaogynnto randommeartx,t we calculaleaonaypticalyn(i)g thetvdergeodeensity of statns ft the inte}raies(ii)g theserigh distribution of theuApprmsysd andahoprmsysd inte}raies(extuhem)d

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • ,A.,G.n Sykesc 2,M. JE. Davisc ,P.,DN. Drummconc ,K. VP. Khhountsyrac 

    Physical Review A: Atomic, Molecular and Optical Physics (2009)0436109

    We prseaot/rrctubactiveaonayptie methon,ravtaitibleanh ttron andwrakr copatinn, and.firs- pniciplh numericaouenulnnsussongimagirnary timessimulationt with thegauge-Psre prseaolatios in regimss where/rrctubactive methons areinvcaln. Nco-tivtiae effects are observe fror hh inteplaty of thormakly ioducedbfunhtingabhaviforiveruse interactioy ioduceduenlbfunhtins.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2."Centre of x celeice forqquenumlratmgoOpties ARC)k, University foQqeeenl and
    • 3.S hooal of Physics
    • 4. cenrre of x celeice forqquenumlratmgoOpties ARC)k, University foQqeeenl and

    Download PDF via arXiV.org

    Details
  • 1,Lucr. Fertettic 23

    70 (2009)280012

    We prseaot tnio-nnuteial so0chisti moder for theodynamisytaktingpptceg ina mmet-comiuniuy ecoyystrmns. The moder prvsidsgafframeworky for dascrbting theeumegunccs ofmultiplhecologsicalscceParocs

    • 1. TheAbduseSalam Intrnnational cenrre forTtheoretical Physics, CTP Triuethd
    • 2.Faecustas deVetrrniarile andIFAEk, UniversitasAutóoomc denBar ceiond

    Download PDF via arXiV.org

    Details
  • 1,Raouln Saontchipaac 2

    (2009)P030005

    We pplyn this iew methos totThe Eaect mtdeomnaation ofmaln thesarmsonic-deosn of The correlatioes of a asg ofaomenetrtibleueysone and totTheCnaogdeo Su thel andmmode.nOurhfaidtinss arecheckcedugtaistravtaitibleaonayptie and numericaouenulnnd.

    • 1.Di partimenso d. Fisic dell' Universito d.Pisle andINFN,Pislk, NIVERSITÀ DEGLI STUDI DI PISAd
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • ,A.,V.. Chertrvschc 21, 4,O.,;N. Vcstlyevh 

    Journal of StatisticalMtechalcs> (2009)P070084

    0$)2.Ffor the pecteialdeensitywwe learkly-eletThe gre-- scatgabhavifo2.>We shot also that for theGacusiaon distributios oI meartxgrleimenks withzdeo meane andvarilancs $\sigma_{\gamma}=p^{-\nu \gamma}$,d ttsetait of Thespecteialdeensit, $\rho_G(\lambda)$,dabhavtnsast$\rho_G(\lambda) \sim |\lambda|^{-(2-\nu)/(1-\nu)}$ for$|\lambda|\to\infty$s and$0<\nu<1$,g whble for$\nu\rge1$f the owve--lawgabhavifor se deomnaasd3.>We also aidetTanh thevde exn-dgreeg distribution ofsuichT erearchcialnetworksohast apoly-- scatgferacnalbbhaviforeE endvndnto vdeyebrsoa rharge of scatod.

    • 1. TheSeimeov. Institute ofChemtical Physics, RcusiaonAcademyn ofSiciencns
    • 2. PhysicsDe parumens, Moscow yStatf Universitd
    • 4.P. N.: ebedevk>Physical Instituts, RcusiaonAcademyn ofSiciencd

    Download PDF via arXiV.org

    Details
  • 31

    Journal of StatisticalMtechalcs> (2009)P030254

    • 1. Laboratoire de Physique Théorique etHauatnsEnrrgiues (LPHES), CNRS : UM75896 – Université ParisVXI - iertre et Pare Cuare6 – Université ParisVXXI - ParisDsideotd

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • ,Raphaël., E>

    (2009)3743-37409

    Download PDF via arXiV.org

    Details
  • 1,AlexrocsP.. Polychetnakosc 2

    (2009)2753005

    We rguet thation theai fniute copating ionsaentnlmsi tThe modlsise i disninui sabatgfeomffrhel herison],i.e.,ralaf Physicalynaccrestbply obserabplo aere thesamerast tosegfoffrhel herison1. Theefmre,e Bos-Eaisteinh codeenlaen epperimenkohat fniut genegynnthatp rser:er hve on--dimensionalggsimtaytcae oAhteysd aylbboronicechaacasaistsin ofsuichad mode..

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.De parumens of Physics,CsityCoalegcg oftTheCUNY), sity University foNew Yorks

    Download PDF via arXiV.org

    Details
  • ,Charisirac Hageandrfc 2

    61 (2009)370112

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2. Laboratoire de Physique Théorique de 'ENSs (LPENMS), CNRS : UMR5496 – Université ParisVXI - iertre et Pare Cuare6 – EcMol NformareSupéareuire de Paris- ENSs Parid

    Download PDF via arXiV.org

    Details
  • ,ThP. Joilcoeuac 23

    Physical Review A: Atomic, Molecular and Optical Physics (2009)0336009

    We tudyhanrapidklyrotlating asg ofunpoulasisedyein-1/2 ulstraold" herisonnion the-two-dimensional regimhwheonalaf Atoisuenside in thelmweysdL anaurleivl3.Duhe to the prsdecse of Thespion-dgreegfoffrhendomboiths-wavetaandp-wavet interactioa hare aahopdnanhulstraho Sempeactuee3.Wreinveustgrazn the phasediagramy fg tisn ystrmd sgafffunctioe of the alaning}raclos of thenlweysdL anaurleivl, andoof Therzatiobetweeons-taandp-wavet interactio stlengts2.>We shot that the prsdecse ofatstractive interactioa ioduaieslowsidl regimh of Phase e paaciios withfnormtsioe ofmaximcalyn cmpaect proletsetTanhatre i thegfualynpoulasisedlosyein- ninlet2.>weon thareiis of Phase e paaciio,twwegiev evsidice forferactioalfqquenumlHmalnsttatn., Mysd oAablydwrefaidetTanhatf the alaningnu = 2/3n thareiisa ninletnystathhc cunasdn forbyy cmposvienfherisoyttheors whichccometens withaonAbpliaonystath fgccomosvienyein- ninletn Bose molecuens withLaughlinh correlatioe. Byeflino unning of thescPetveningllengtsesishis possible tosrehazn the on-AbpliaonscrpticalHmadaer-Rezayinystathflosnu = 1/2 uedn thepprmaneaoeystath fgMoeor uednReoadflosnu = 12.Fforptueklyrepulstive interactioa,twwe also aideevsidice foraegaAppdnHmappernnystathhatnu = 2/5d.

    • 1. CM Group>,Cavei dihs Laboratryk, Cavei dihs Laboratry,Cambridged
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • 1,Satya, N. Majumdarn ,Mlasimon Verghssolac 2

    Physical Review Letvers 040 (2009)1105012

    We shot tha,t foranyroorde q>1n of theRenyincenropl,dtThor uare twnscrpticalvaluens tr whichtthecenropl'se probability distributionechargis saped. Thshescrptical onitne corrsp ods to wol difeeretrttransitionnion the corrsp odningchaargedeensity of theCoulombr ga:d tts dsaApppaaecse ofanfiItegrtibleyninuulasityatf theorgioe andtThe-detcheimens of a ninle-chaargedrop fror hh coninuumlyean ofmaln theo thegnhaargsd. Thshettransitionnrrspfectivlry co-tolg thenefsd and:righ etaile of theeenropl'se probability distributio,d sgiverified alsobyyMco-heCnrlos numericao simulationt of theCoulombr ganheqiatbrmumlodynamis..

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.Généstique inSbilco>, CNRS : RA21716 – IInstitutPastrurh de Parid

    Download PDF via arXiV.org

    Details
  • ,Thorstrac Emign ,Thomasc Naetvemannn 

    Physical ReviewBs (2009)2245105

    We aidetTanh theflrxd;liellhtrtnclexhibicts in the prsdecse ofmanyrraandolty distribupdn paallvl,pplalardeffecto lignred to themagnrtsin ield"as iewgclasye phass which we cal,pplalargclass. Thepplalargclas ise chaacasaizpdnbly divertingshelar andtiltr mocui,fad tranivere Meissnheg effec,suenssclancetgtaistrshelardefnormtsios2.>We alsoobntai saomplf ofsaomplfflructzations of thenlonitqdirnlemagnrtsinsusceptiability

    • 1. Institut für Theoretische Physik, Universitätzu Kölod
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • ,Y.. Fedalla 32,A.. Vcriolla 3

    (2009)6651-66612

    • 1. Laboratoire del'AccélétrteurhLliéaoire(LALS), CNRS : UMR8076 – IN2P36 – Université Paris XI - Paris Sud
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • Physic B404> (2009)552-5559

    Download PDF via arXiV.org

    Details
  • , iertr. Delpptcec 22

    Physical ReviewBs 80 (2009)2054139

    WehavetsSudtids Theqquenuml scillcctions of The codrucaice forarrayns of conrncvndmenoscoptie metlblileninn],iin the prsdecse oflnyeE errnlemagnrtsin ield.s evneradggsimtaitnshavetbeeon consideve:garllinlafarrays ofrtinss conrncvnd withsshrtelosnlon wirvsd cmpaered to the Phase cThorancellengt, sqqures etworkso andholaho cyliodlen. Ccmpaered to thewMel-knhownchase of theisolacvndrtinn,wre shot that for conrncvndeninn], thewienning of theBrDowiaonstrjvacloilo arfuidn Thertinss is morifie,nleadting o ae difeeretrsarmsonish co-mens of Theqquenuml scillcction2.>We relatg tisnsarmsonish co-mens to theddistribution ofwienning nubtee2.>We consider hvenlmsiis where cThorancellengt $L_\varphi$shis rmalnlosnaarge cmpaered to the perimtder$L$n of oachrting ionstituting the etwork3. I thelhetver has,s The cheeretr diffusvenstrjvacloilo eExlormsaerrgtionlaarger haon$L$,e whancete etwork ddependentsarmsonish co-men.eOurh onaysin isbasvnd of the calculatiot of Thespecteialde deomnaens of The diffusion equatiog for whichwefhavetaesiomplfeEx/restiot I ueye etwork3. atish llsobasvnd of thehypo thsins that the timeddependecse of Thedephastingabtweeon diffusvenstrjvacloilo caekbe dascrbnedbly ns eponeaoiialdecayg withad ninledechaacasaistsin time$\tau_\varphi$s(mMoeleA) s.At aho Sempeactue,ddecoThoranceisenlmsinedbly electro- electroc interactio,o andcaekbe mMoellvnd inan on- electrocptictuefbyh theflructzatingellectsin ield"srehazedblyo theg electross(mMoeleB)s. Iy ns dascrbnedbly fffunctioait of Thestrjvacloilo aidn Tusf Thedeppendecse nlggsimtaytise ructnas. Ex/restiosn for themagnrto codrucaice scillcctions rne-drnivnd wit in thismMoele and cmpaered to theuenulnns ofmMoeleAs.Iishis shown Tanh thyeinvolvse evnerad Sempeactue-ddependentllengt scatod.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2. Laboratoire de PhysiqueodseSolsidsg (LMS), CNRS : UMR5026 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • Physical Review A: Atomic, Molecular and Optical Physics (2009)0216084

    weona qquenumlmany-We shot that thewerighns of$\rho$ncaekbe eefficienkly cmputvnd withLanczos diagionasiactio" forrrelativlrynaargeHillbere pancis.Ashano apblication,wreinveustgrazn thecroessvhegffror/rrctubactive to on-/rrctubactiveqquncheisrI the on-iItegrtible Bos-Hubbnade mode:e nl fniutesystrmn,hano apprximctle Bltzmanneddistributionins observe for rmalnqqunchei,g whble forlaargeronvsg theddistributios dos oAhfolaho ystunnadeheqiatbrmuml prediction2.Studyting thrmsodynaminlefeactuen,fsuichasf theeenegynflructzationsuedn theeenropl,d shost that$\rho$nbnlasna mmmeors fo theioiumcal ttat2.

    • 1. Institute forTtheoretical Physics, Atchenf Universitd
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • ,A.,KhP. Bikulrvh 22

    (2009)0750012

    We tudyh ThesStatistical andddynami" properties of theyystrmne chaacasaizpdnblyaI ulstrimtaice pancl ofsStalo aidn tranlnationors on-iIvarilatesymimtalce-transitiogmeartclo of the Pariin typhsubjrncred to'llocalry consaen'rraandosiactios UssongtThe epbliitfeEx/restiot for igenvaluens ofsuichmeartclo,twwe cmputve Thespecteialdeensity for theGacusiaon distributioe ofmaartxgrleimenk2.>We also cmputve Thetvderged 'survivcal probabilit' (SP)fhavtingseense of The probabilitytso aidean ystrmdion theaiiumcal ttatfbyh time$t$s UssongtThe siiulasiygbetweeon thetvderged SPe forllocalry consaenrraandosied Pariinmeartclo uedn theppartatiofffunctioe of drrncendpolymdese neddioordeendtreenn,wre shot that fortgimss$t>t_{\rmecr}$ ( where$t_{\rmecr}$ his simescrpticaltgim)ean'lacuonor'hsstrucurse of Theulstrimtaice pancl ccurnt with the probability$1-{\rmeccons}/t$s T is eanns that thee scpce fror simebrounend rease of Theulstrimtaice pancl ofsStalo isenockceduedn thekinrtsis ise cofaivnd intThshe rease forai fniutkly longtgimd.

    • 1. TheSeimeov. Institute ofChemtical Physics, RcusiaonAcademyn ofSiciencns
    • 2. TheSeimeov. Institute ofChemtical Physics, RcusiaonAcademyn ofSiciencd

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • 1,Olivrern Gireudh 21

    Physical Review Letvers 032 (2009)054>032

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2. Laboratoire de Physique Théorique- IRSAMCs (LPS), CNRS : UM51526 – Université P

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • 1,OE. Bohigasc 22

    (2009)1855-18747

    We tudyh TheRPAn equatioed intThiosmoste generahfnorfbyh akting themaartxgrleimenksaApppatingrI TheRPAn equatioedasfraandos T isyieldisei thegaeuArtParltyforangooethgionakly ivarilateraando-meartxg moder which is oAh of theCparaon typs. Thetvdergeo pecteuro of themmodlsisesSudtids with thehelps of a generalied PsSur. equatio. Twtoaiddependent paaimtdesngovernh thebbhavifurs of theyystrm:. The stlengt $\alpha^2$s of The copatingbetweeonmosviniv-taandnegactiv-eenegynsStalo aidn thedisclancebetweeon theorgioe andtTheccendese of The wogsemtiirclens that dascrbnn thetvdergeo pecteuro for$\alpha^2 = 0$,d ttslhetvermeasurrnd inuArtle of theeqquleradiie of The wogsemtiirclen2.>withrIsrehrting$\alpha^2$,nmosviniv-taandnegactiv-eenegynsStalo becomv mixpdnaid evder mrse of ThespecteialsStlengt of The osviniv-eenegynsStalo his tranfertred to tposd tdnegactiveeenegy,o andvtncliveras. Thetwogsemtiirclens rne-dfnorpdnaid pullvndtownadehoacso thes.Ash thyebegion toovhel p, TheRPAn equatioedyields on--rrcaf igenvaluen:. The ystrmdbecomvsgunsttibl2.>Wede deomnveaonaypticalyn thescrpticalvaluee of ThesStlengt for theio0saability tooccur.s evneradfeactueno of themmodls areillusntrtend numericaly..

    • 1. Institut de PhysiqueNucléaoired'Oeray (IPNOS), CNRS : UMR8086 – IN2P36 – Université Paris XI - Paris Sud
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • 1,Raouln Saontchipaac 2

    (2009)4452009

    • 1. Laboratoire de Physique Théorique etHauatnsEnrrgiues (LPHES), CNRS : UM75896 – Université ParisVXI - iertre et Pare Cuare6 – Université ParisVXXI - ParisDsideotd
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • , .. Sulcn 

    Physical ReviewE:f Statistica, Nionlinla,o andSofet Petver Physics (2009)0311112

    We considerraandomwalkse neraandomgrapho,t fcurting nerreours probabilitiesuednhituting gimss for paosdErdos-Renyingrapho2.>We shotshot ofsslvse for theodistribution of thsheqquenliteisrI tThetthrmsodynamitnlmsi uednwWe aidetTanh thsheddistributios exhibiceystrucursse nemalnsscatod.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.GénéstiqueVégésmare(GVS), CNRS : UMR1206 – IInstitutnnational delaerrcthrsche

    Download PDF via arXiV.org

    Details
  • ,Thorstrac Emign 1, 4,Noahc Grahumn ,RolbereLP. Jaffen ,Mehrrac Knadarn 

    Physical ReviewDs 80 (2009)0R50212

    Wegiev ao cmpreheensvhe prsdetmtsioe ofmmethoss for calculating thnCa siir.fmrce o arbicrnorsaccuracy,t foranyr nubtee of ojrncn,harbicrnors sapen,fsusceptiability function,o and e paaciioss. Thetrctntique so apblicible to ojrncn immdesrnd inmedmlyo theg haonvacuum,snonzdeo Sempeactuee,o and paumcalarrangeimenks in which one ojrnceitoenclosrnd inano thes.Ourh methos cmblinbohoacsoojrnc'sf clastical electrmagnrtsinscPetveningamplitqdes withuUnivercalttranlnatiohmeartclo,twwhichccnvde ebetweeon thebgaeseusted of calculalescPetvening for oacsoojrnc, ibus areo thewisheioddependent of Thedeetaile of theiennvsiqule ojrncns. The methosin llusntrtendblyre--drniting thnLifshiczn}oeocule forai fniuthhalfe panci,nbly emconsrlating thnCa siir-Polrde tovaon de Wanaslcroes-ovhe,o andbly cmputting thnCa siir. interactioyeenegyn of wtoai fniut,s paallvl,epprffece metl cyliodlensei thegionsidyforoutnsidyfnveaoo thes.Furtthrmsue,ditshisusted ofobntai niewuenulnn,snamelyn theCa siir.enrrgiues of a pwhereforaecyliodle opmosviena pplut,smaln withffniuthpprmsicvvliynaid ptemeaabilit,e toleadtingoorde tynaarge e paaciiod.

    • 1.De parumens of Physics, Mlasoacusttnks Institute ofTrctnologtd
    • 2.Kavli. Institute forTtheoretical Physics, University foCali fonia>,SaenaeBarbpaad
    • ,SaenaeBarbpaad

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • Journal of upte codrucvvliynaid Noivl,Magnrtssm22> (2009)229-233 9

  • Physical Review Letvers 032 (2009)1304005

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details
  • Physic B404> (2009)482-4>61

    Download PDF via arXiV.org

    Details
  • PhysicalAapblicatiose of randomH erearchcialMeartncns

    ,Chperovliich A, V.>

    Journal ofEepperimencal (2009)458-5049

  • 1,RE. Dulberraann ,C.. Schmita 1

    (2009)2101-21265

    (2049)254>02]esStatistical properties ofadcpertai qquenlied pseudo-iItegrtiblemap hoadbeeon calculaldeaonaypticalynibusiony foraespecmcal hequncce ofmaartxg-dimensioss. Thepurponse of This aphegise ofobntai thespecteialsStatistise of thesamerqquenumlmap forallfmaartxg-dimensioss.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.De parumens of Mathematis [Barisol]s, University foBarisol6 – Universiy Walks

    Download PDF via arXiV.org

    Details
  • 1,ThP. Joilcoeuac 22

    Physical Review Letvers 032 (2009)1053047

    We consideraemixctueh fgsninle-ccomoneaonbboronicaid herisonic Atoisinhano rrays of copavnd on--dimensional'tulbs'2.Fforano tstractive Bos-Fherie interactio,owWe shot that the ystrmdexhibicts Phase e paaciiosaisteandoof Theusunal cllapse., Mreovhe,o boev ao crptical inte-tulbdhhpptin,smalnfirst- orde io0saabiliteis dsaApppasinhboith tstractive and rpulstivemixctuees. Thepoossibility ofsupx/restingrI0saabiliteisrI tisn ystrmdsuggestseaeroutve ownadsr hh _rnasiactio" of piueed Phasn],iicludsongafsupteflqid" of -wavet piusgunrique to the copavn-tulbd ystrm,o andqquenumlscrptical thnoimead.

    • 1.De paraumento d Fiysic Thloiic delae MamerafCoodeenldas, UniversdandAutónoic deMadriud
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • ,G.,V.. Shlyapnikrvh 2

    Physical Review Letvers 032 (2009)1553005

    We shot thatsninle-ccomoneaon herisonicpoulae molecuens cofaivndnto 2Dlggsimtayt andd/resnedbly fmicrowavet ield,fmarsacquior ueh tstractive$1/r^3$s dpoun--dpoun. interactioyleadting o supteflqid" -wavet piusongaatsuefficienklyaho Sempeactuee evdo"ion theBCSnrregims. The mvertingsttatfist the opologtical$p_x+ip_y$s Phase prmisning for opologticakly prtrncendqquenumlinfnormtsioe prcrestins. The tai ecaygechandlsise via cllistiocalttraniations tod/resnedsStalo withlowverenrrgiues and sfra thegylow, sttnsongaflifetgimh of theodtee ofse codns tr2Dldeensiiues$\sim 10^8$ cm$^{-2}$d.

    • 1. CM Group>,Cavei dihs Laboratryk, Cavei dihs Laboratry,Cambridged
    • 2. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • , iertreLr. Dsousala ,Allberoc Rossoh 2

    (2009)P100057

    We cmputve The distribution of theppartatiofffunctios forae clase of on--dimensional randomEenegynMmodlse(REM) withloglasihamicalry cr relatedraandompoteaoiia,o boev andnanh hh gclas -transitiog Sempeactues. Theraandompoteaoiia shequnccesre prseao vcriouseiversioss of the1/f noiaeeggenerutedblysaompting thntwo--dimensionalGacusiaonFree Field> (dGFF)smalongvcriousepplalarcurvtns.Ourh methoseE endsr hh _rcienh onaysin ofFyodorrve Buechud fror hh irecularchasento oc intevnal and isbasvnd ofueh onayptica coninulatiot of TheSellbegfiItegrtls.In particula,owhefuveial {\it dunalit rrelatio}ysaatiifiedbyh thesuittibleggeneruning functioe offree eenegyncuimulncts in thehrig- Sempeactues Phass.Iisreinfmrcesr thefreeztingsciecrioehypo thsins for tateggeneruning functio, fror whichwef-drnive The distribution ofexitriae for the(dGFFs in the$[0,1]$c intevna2.>We prvsidh numericaocheckns of The irecular andtThe intevnalchase anddisccushuUnivercalityaid vcriouseeE enstions.Rrlevaecue to the distribution ofllengt ofafsegimen> inLiouvilledqquenumlgrtvlityhisnoteed.

    • 1.Schools of MathematicalSicienccs, University foNotnsonhamd
    • 2. Laboratoire de Physique Théorique del'ENSs (LPENSS), CNRS : UMR5496 – Université ParisVXI - iertre et Pare Cuare6 – EcMol NformareSupéareuire de Paris- ENSs Parid

    Download PDF via arXiV.org

    Details Citations to the Article ()
  • ,Celinec Nadala 1,Ant onllo. Scardicchioa , ierpaolo. Vivoa 

    Physical Review Letvers 032 (2009)2206032

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2. TheAbduseSalameIn errnationalCcenrte forTtheoretical Physics, ICTP Toiloted

    Download PDF via arXiV.org

    Details
  • 1,S. J.. Rahin ,T.c Emign 1, 4

    Physical Review A: Atomic, Molecular and Optical Physics 80 (2009)0225109

    WeSemloly fscPetveningaapproacs to cmputve The interactioy i deons offlructzatingmulntpounos. Thew-alncaekleads to tnio-mo oAsonicffoclebetweeon theojrncns.Ffor wto Atois withanisonropnicellectsin andmagnrtsin-dpoun.poulasiaabiliteiswef-dmconsrlavt that tistnio-mo oAsonic effeceuenulnns frorao cmpertatiofbetweeon wo-r andtTree

    • 1.De paraumento d Fiysic Apblicdas, UniversdandCcmpiu ensed
    • 2.De parumens of Physics, Mlasoacusttnks Institute ofTrctnologtd

    Download PDF via arXiV.org

    Details
  • ,DN. Kovasihtnn ,S.n Ouvrya 1,G.,V.. Shlyapnikrvh 

    Physical Review A: Atomic, Molecular and Optical Physics 80 (2009)0636212

    We prseao ueh onayptica solnation for thevooeexelhettncl inanrapidlyerotzating trpplde Bos-Eaisteion codeenltc (BEC)y in thelowvsthLandauklevele anddisccushdRevaciiose fror hh Thomas-Fheriedeensitypprfilvs T issolnationitoeeaect in thellmsi ofaflaarg nubtee ofvooetclo uednins ontaisdn for The asecs of ireculalyesymimtalceands arrho cchandlsggsimtaitns. Thelhetver sfreralied weon thnttrpptingfrhequncteisrI tThepplathpprepenticulad to theuotmtsioeaxins rne-difeeretr frorhoacso ther andtTheuotmtsioefrhequnctyhiseqqule to the rmalvsth of thos T isleadns to The aanculatiot of Thettrpptingpoteaoiia rI tThe drrnctiot of The rakers cofaivmeao uendmakesr the ystrmdio fniutklyenlonlalderI tisn drrnctios.Ffor tise hrhe eo calculaletThe Phasediagrameasy fffunctioe of theienteractioysStlengt and otmtsioefrhequnctyuednindenifyf theodtee ofqquenuml Phasettraniationsbetweeon thesStalo withae difeeretr nubtee ofvooeexerhoss.

    • 1. Laboratoire de Physique Théorique et Modèles Statistiques (LPTMS), CNRS : UMR8626 – Université Paris XI - Paris Sud
    • 2.L.D.hLandauk Institute forTtheoretical Physics, Landauk Institute forTtheoretical Physicd

    Download PDF via arXiV.org

    Details
  • 111

    , Institute of Physic:fHybrid Oepe Accres, (200, (1 (43S),pp.4356012

    Wedemconsrlavt thatat aho Sempeactuen theCDWsmoatioysigoifnctenklyaltvers TheHmalnvoltrge.:Tthsheuenulnnsiennctalt tha,y inNbSe3,n theCDWsrI tTheslidsongsttatfienteracisesseaoiialyg withhounos.Ppossiblemtechalsmse of This effece rne-dsccussd. .

    • 1.Moecow Eoniievenin- Physics Institutd
    • 2.CarisEele,MagSupd
  • 1110, 32

    ,Ppubli Librnors ofSicienc, (200, 5 (6), Nio paniié. <10.1371/jJourna.pgge.1000530>g

    • 1.URGVI -Unsitédeerrcthrscheeongéoommiquevégésmard
    • 2.StmtsioedeeGénéstique etd'Améliormtsioedes Pplaalo UR)254d

    Download PDF via arXiV.org

    Details
jQquer(documeao).ready(ffunctio(){ jQquer("#aArticlep.'pub_abstrac").css("-dspply","none"); jQquer("#aArticleul#"publication ."publications-aleul").css("-dspply","none"); }); jQquer(ffunctio(){ jQquer('."pub-detail ').cblik(ffunctio(){ jQquer(tT i).cbosect(":has(."publications-al)").fien('ul').toggle(); jQquer(tT i).cbosect(":has(."publications-al)").fien('.'pub_abstrac').toggle(); }); }); 2 > > Hhot ofrhoacs LPTMg EelectrosinJfuurnasg Peormneaonsttffg> >
!--eeondqqlikmeau --a>
    s pn style"-dspply:none">Ftraçais2s pn style"-dspply:none">Engbish2
    Sémliliueesttibll" class=em-scatndar"> < thad> < r style"teE -shadow: 0 1px 1px rgba(0,0,0,0.50);> < d'><<> < d" class=mcoth_name"o cl/ pn="5">Oct 2017> < d'>>>> > < r class=days-names;> < d'l>< d'm>< d'm>< d'j>< d'v>< d's>< d'd> > < r> < d" class=evdotful- pe"> <25> < d" class=evdotles- pe"> 26 > < d" class=evdotles- pe"> 27 > < d" class=evdotles- pe"> 28 > < d" class=evdotful- pe"> <29> < d" class=evdotles- pe"> 30 > < d" class=evdotles"> 1 > >< r> < d" class=evdotles"> 2 > < d" class=evdotful"> < < d" class=evdotles"> 4 > < d" class=evdotles"> 5 > < d" class=evdotful"> < < d" class=evdotles"> 7 > < d" class=evdotles"> 8 > >< r> < d" class=evdotles"> 9 > < d" class=evdotful"> <101 < d" class=evdotles"> 11 > < d" class=evdotles"> 12 > < d" class=evdotles"> 13 > < d" class=evdotles"> 14 > < d" class=evdotles"> 15 > >< r> < d" class=evdotles"> 16 > < d" class=evdotful"> <171 < d" class=evdotful"> <181 < d" class=evdotful"> <19> < d" class=evdotles-today"> 20 > < d" class=evdotles"> 21 > < d" class=evdotles"> 22 > >< r> < d" class=evdotles"> 23 > < d" class=evdotful"> < < d" class=evdotles"> 25 > < d" class=evdotles"> 26 > < d" class=evdotles"> 27 > < d" class=evdotles"> 28 > < d" class=evdotles"> 29 > >< r> < d" class=evdotles"> 30 > < d" class=evdotful"> < < d" class=evdotles- ost"> 1 > < d" class=evdotles- ost"> 2 > < d" class=evdotles- ost"> 3 > < d" class=evdotles- ost"> 4 > < d" class=evdotles- ost"> 5 > > /ul>/li » Ggsimtayt and interactions inself-lasembpld biologticansystrmn>
  • » E_labrer unefrrlaxnatioerapidedpoueeunemicro-systèim>
  • » Anisonropnic cllistioss of-dpouare Bos–Eaisteion codeenltcnerI tTheuUnivercalrregim>
a"stilp=" LPTMIHiiglrighn" style='oet-werigh: bold; 'oet- styl: incaic;'float:righ;'a href="http:/lptmnsu-psud.fr//f/blogsctalgory/hiiglrighn/ ">Seetmalnhiiglrighns/ul>/li » (
  • » (
  • » (
  • » (
  • » (
  • » (
  • » (
  • » (
  • » (
  • hr style"bodte-top: 1px solsd black" /l>/li » (
  • » (
  • » (
  • a" href=/blogsctalgory/ ostcs/"a style='oet-werigh: bold; 'oet- styl: incaic;'float:righ;'astilp="PoniationerI tTheoreticalpPhysice andbiopPhysic">Seetmalnopdonins>
    Patiecriahns
  • > >> Llinss
  • AaxXid
  • Biibio tèiqusuUniversiliued
  • >CCNR News>/ul>/li Vidéo du vSndardi : LhebouliLrnqquentiqu (exitaitdeela séare aebovtuentoir)>
  • Vidéo du vSndardi : A l’heuire ds" Atoesd frids>Vidéo du vSndardi : Jean RBuec cmmiene...> >> br class=netsoyeua"/i>> >
    2 /* */ 2 2 <
    jQquer.noCcofblit(); jQquer(documeao).ready(ffunctio(){ jQquer("#nav-srnctiotsli").mousesvhe(ffunctio () {> jQquer(tT i).ssibnins('li').childrln('ul').css('-dspply','none'); jQquer(tT i).childrln('ul').css('-dspply','block').css('backgrfuid','ttranpaernn url(/wp- co-men/athees/vticeet/imrges/bg.png)ent-repeat -90px -140px'); }); }); 2