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animation:workshops:2012:longrange [2012/12/13 15:23]
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animation:workshops:2012:longrange [2015/01/07 10:04] (Version actuelle)
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-  * [[animation:​workshops:​2012|Workshops 2012]]+  * [[animation:​workshops:​2012:accueil|Workshops 2012]]
  
 ====== Equilibrium and out-of-equilibrium properties of systems with long-range interactions ====== ====== Equilibrium and out-of-equilibrium properties of systems with long-range interactions ======
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 August 27, 2012 - August 31, 2012 August 27, 2012 - August 31, 2012
  
 +Organizing committee:
   * **Stefano Ruffo**, ENS de Lyon   * **Stefano Ruffo**, ENS de Lyon
   * **Thierry Dauxois**, ENS de Lyon   * **Thierry Dauxois**, ENS de Lyon
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   * **David Mukamel**, The Weizmann Institute of Science, Rehovot ​   * **David Mukamel**, The Weizmann Institute of Science, Rehovot ​
  
-  * Administrative coordination:​ **Samantha Barendson**, ​Centre Blaise Pascal, ENS de Lyon +Administrative coordination: ​ 
 +  * **Samantha Barendson**, ​CBP, ENS de Lyon, France (samantha.barendson @ ens-lyon.fr)
  
 The workshop is supported by:  The workshop is supported by: 
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 {{:​sponsors_longrange.png?​nolink&​300 |}} \\ {{:​sponsors_longrange.png?​nolink&​300 |}} \\
  
-Program+===== Program ​=====
  
-1 Proposal+==== 1 Proposal ​====
  
-1.1 Introduction and motivation+=== 1.1 Introduction and motivation ​===
  
 Although different aspects of systems with long-range interactions have been studied in the past in specific scientific communities,​ notably astrophysics and plasma physics, this has not constituted a seed for more general theoretical studies. In the last decade or so, it has become progressively clear that the ubiquitous presence of long-range forces needs an approach that integrates different methodologies. This has induced a widespread interest in long-range systems throughout numerous research groups. Although different aspects of systems with long-range interactions have been studied in the past in specific scientific communities,​ notably astrophysics and plasma physics, this has not constituted a seed for more general theoretical studies. In the last decade or so, it has become progressively clear that the ubiquitous presence of long-range forces needs an approach that integrates different methodologies. This has induced a widespread interest in long-range systems throughout numerous research groups.
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 However, the workshop will be open to the participation of other scholars in these fields. In particular, some contacts will be established with researchers of the CRAL (Center of Research in Astrophysics in Lyon) working on the simulation of self-gravitating systems. However, the workshop will be open to the participation of other scholars in these fields. In particular, some contacts will be established with researchers of the CRAL (Center of Research in Astrophysics in Lyon) working on the simulation of self-gravitating systems.
  
-1.2 State of the art+=== 1.2 State of the art ===
  
 Long-range interactions are found in astrophysics,​ plasma physics, hydrodynamics,​ atomic physics, nuclear physics, solid-state physics and disordered systems. However, their statistical and dynamical properties are much less understood than those short-range interactions. If, for sufficiently large distances, the two-body potential decays with a power that is smaller or equal than space dimension, then the interaction is long-range. Our workshop will be focused on the equilibrium and outofequilibrium properties of long-range systems, relying on the tools of statistical mechanics. The aim of equilibrium statistical mechanics is to derive the thermodynamic properties of a macroscopic system from microscopic interactions:​ the connection between microstates and macrostates is realized through the introduction of statistical ensembles. Different thermodynamic potentials describe situations in which different thermodynamic parameters are used for the characterization of the system. However, it is usually stated, and experimentally verified for many physical systems with short-range interactions,​ that, as far as macroscopic averages are concerned, i.e. in the thermodynamic limit, the predictions of statistical mechanics do not depend on the chosen ensemble. Ensemble equivalence is related to the fact that, given a sufficient number of macroscopic thermodynamic parameters, the others are fixed in the large volume limit, apart from vanishingly small relative fluctuations. On the contrary, an important feature of long-range systems is that ensembles can be inequivalent. Therefore one of the main objectives of the theoretical studies of these systems is to explore the relation between the various ensembles, probe the conditions under which they become inequivalent and determine the relevant ensemble appropriate for a given Proposal : Equilibrium and out-of-equilibrium properties of systems with long-range interactions experimental setup. Ensemble inequivalence is not merely a mathematical drawback, it is the consequence of fundamental physical properties of long-range systems. Probably, one of the most striking features of long-range systems is the possibility to display negative specific heat in the microcanonical ensemble, which is a consequence of ensemble inequivalence. Long-range interactions are found in astrophysics,​ plasma physics, hydrodynamics,​ atomic physics, nuclear physics, solid-state physics and disordered systems. However, their statistical and dynamical properties are much less understood than those short-range interactions. If, for sufficiently large distances, the two-body potential decays with a power that is smaller or equal than space dimension, then the interaction is long-range. Our workshop will be focused on the equilibrium and outofequilibrium properties of long-range systems, relying on the tools of statistical mechanics. The aim of equilibrium statistical mechanics is to derive the thermodynamic properties of a macroscopic system from microscopic interactions:​ the connection between microstates and macrostates is realized through the introduction of statistical ensembles. Different thermodynamic potentials describe situations in which different thermodynamic parameters are used for the characterization of the system. However, it is usually stated, and experimentally verified for many physical systems with short-range interactions,​ that, as far as macroscopic averages are concerned, i.e. in the thermodynamic limit, the predictions of statistical mechanics do not depend on the chosen ensemble. Ensemble equivalence is related to the fact that, given a sufficient number of macroscopic thermodynamic parameters, the others are fixed in the large volume limit, apart from vanishingly small relative fluctuations. On the contrary, an important feature of long-range systems is that ensembles can be inequivalent. Therefore one of the main objectives of the theoretical studies of these systems is to explore the relation between the various ensembles, probe the conditions under which they become inequivalent and determine the relevant ensemble appropriate for a given Proposal : Equilibrium and out-of-equilibrium properties of systems with long-range interactions experimental setup. Ensemble inequivalence is not merely a mathematical drawback, it is the consequence of fundamental physical properties of long-range systems. Probably, one of the most striking features of long-range systems is the possibility to display negative specific heat in the microcanonical ensemble, which is a consequence of ensemble inequivalence.
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 A system can be driven out of equilibrium by putting it under the action of an external force or an electric field, or coupled to thermostats at different temperatures. Even in the case in which the bulk dynamics is conserving and local such systems are characterized by long-range correlations,​ which lead, e.g., to phase transitions and long-range order even in one dimension. In some models, features characteristic of long-range interactions,​ such as ensemble inequivalence have been detected. In specific cases it can even be shown that, in particular range of parameters where detailed balance is satisfied, the weight of configurations is given by an effective Hamiltonian which has explicit long-range terms. This is certainly a direction to be further explored and that can elucidate the connection between long-range correlations and long-range interactions. A system can be driven out of equilibrium by putting it under the action of an external force or an electric field, or coupled to thermostats at different temperatures. Even in the case in which the bulk dynamics is conserving and local such systems are characterized by long-range correlations,​ which lead, e.g., to phase transitions and long-range order even in one dimension. In some models, features characteristic of long-range interactions,​ such as ensemble inequivalence have been detected. In specific cases it can even be shown that, in particular range of parameters where detailed balance is satisfied, the weight of configurations is given by an effective Hamiltonian which has explicit long-range terms. This is certainly a direction to be further explored and that can elucidate the connection between long-range correlations and long-range interactions.
  
-REFERENCES+**REFERENCES** 
 +  - A. Campa, T. Dauxois and S. Ruffo, Statistical mechanics and dynamics of solvable models with long-range interactions,​ Physics Reports, 480, 57 (2009). 
 +  - T. Dauxois, S. Ruffo and L. Cugliandolo Eds., Long-range interacting systems, Les Houches Summer School 2008, Oxford University Press (2009). 
 +  - A. Campa, A. Giansanti, G. Morigi and F. Sylos Labini, Dynamics and Thermodynamics of Systems with Long Range Interactions:​ Theory and experiments,​ satellite conf. of Statphys23, AIP Conf. Proceedings,​ 965, 122, (2008). 
 +  - T. Dauxois, S. Ruffo, E. Arimondo, M. Wilkens Eds. Dynamics and Thermodynamics of Systems with Long Range Interactions,​ Les Houches Winter School 2002, Lecture Notes in Physics, 602, Springer (2002). 
 +  - F. Bouchet, S. Gupta and D. Mukamel, Physica A, 389, 4389 (2010).
  
-1-A. Campa, T. Dauxois and S. Ruffo, Statistical mechanics and dynamics of solvable models with long-range interactions,​ Physics Reports, 480, 57 (2009). +=== 1.3 Objectives ​===
- +
-2-T. Dauxois, S. Ruffo and L. Cugliandolo Eds., Long-range interacting systems, Les Houches Summer School 2008, Oxford University Press (2009). +
- +
-3-A. Campa, A. Giansanti, G. Morigi and F. Sylos Labini, Dynamics and Thermodynamics of Systems with Long Range Interactions:​ Theory and experiments,​ satellite conf. of Statphys23, AIP Conf. Proceedings,​ 965, 122, (2008). +
- +
-4-T. Dauxois, S. Ruffo, E. Arimondo, M. Wilkens Eds. Dynamics and Thermodynamics +
-of Systems with Long Range Interactions,​ Les Houches Winter School 2002, +
-Lecture Notes in Physics, 602, Springer (2002). +
- +
-5-F. Bouchet, S. Gupta and D. Mukamel, Physica A, 389, 4389 (2010). +
- +
-1.3 Objectives+
  
 Workshop focus on: Workshop focus on:
  
--Obtaining necessary and sufficient criteria for ensemble inequivalence. +  * Obtaining necessary and sufficient criteria for ensemble inequivalence. 
--Exploring the conditions for the experimental verification of the effects induced by ensemble inequivalence,​ like negative specific heat. +  ​* ​Exploring the conditions for the experimental verification of the effects induced by ensemble inequivalence,​ like negative specific heat. 
--Determining the conditions for the evolution towards quasistationary states and characterizing the law of divergence of the timescale with system size. +  ​* ​Determining the conditions for the evolution towards quasistationary states and characterizing the law of divergence of the timescale with system size. 
--Checking the stability of quasistationary states under the action of external perturbations. +  ​* ​Checking the stability of quasistationary states under the action of external perturbations. 
--Developing appropriate kinetic theories for systems with long-range interactions. +  ​* ​Developing appropriate kinetic theories for systems with long-range interactions. 
--Unveiling the possibility to describe long-range correlations in driven systems in terms of long-range interactions. +  ​* ​Unveiling the possibility to describe long-range correlations in driven systems in terms of long-range interactions. 
--Last but not least, to develop efficient numerical simulation methods for systems with long-range interactions,​ including simulations of the Vlasov eqution and other kinetic equations.+  ​* ​Last but not least, to develop efficient numerical simulation methods for systems with long-range interactions,​ including simulations of the Vlasov eqution and other kinetic equations.
  
 +=== 1.4 Organisers'​ biography ===
 +**Thierry DAUXOIS**, born in 1967, former student of ENS Lyon got a PhD from Dijon University (France) in 1993. He entered CNRS in 1994. He spent 6 months in Firenze in 1996 and a sabbatical year at Scripps Institution of Oceanography in 1997. His main field of research are nonlinear physics and Statistical physics. He was first interested in applications of solitons to biophysics, before going interested in applications to condensed matter and hydrodynamics. In the last 10 years, his interests were mainly focused in the dynamic and statistical mechanics of systems with long-range interactions. In parallel, he developed theoretical and experimental studies of internal gravity waves in stratified fluids with applications to physical oceanography. He was at the head of the graduate studies (M2) of ENS Lyon for physics from 2005 to 2011. He is chairman of the CNRS committee for theoretical physics (Section 02) from 2010 to 2012 and will be director of the Physics Laboratory at ENS from 2012 to 2015.
  
-1.4 Organisers' ​biography+**Yan LEVIN** received B.S. degree from Carnegie Mellon University in 1987, and Ph.D. from University of California at Berkeley in 1992. His thesis work was on fluctuation effects in lattice models of microemulsions. After this he spent two years as a postdoctoral associate with Michael E. Fisher at University of Maryland, developing theories of Coulombic criticality. In 1994 he moved to Porto Alegre, Brazil where he is a Professor of Physics. He is also a senior associate at ICTP, Trieste, Italy. Dr. Levin's primary research interests are in statistical mechanics of systems with long range interactions such as: magnetically confined plasmas, self-gravitating systems, electrolytes,​ polyelectrolytes,​ and charge stabilized colloidal suspensions.
  
-Thierry Dauxois +**David MUKAMEL** 
-Thierry DAUXOIS, born in 1967, former student ​of ENS Lyon got a PhD from Dijon University (France) in 1993He entered CNRS in 1994He spent 6 months in Firenze in 1996 and a sabbatical year at Scripps Institution of Oceanography in 1997His main field of research are nonlinear physics and Statistical physicsHe was first interested in applications of solitons to biophysics, before going interested in applications to condensed matter and hydrodynamicsIn the last 10 years, his interests were mainly focused in the dynamic and statistical mechanics ​of systems with long-range interactionsIn parallel, he developed theoretical and experimental studies of internal gravity waves in stratified fluids with applications to physical oceanographyHe was at the head of the graduate studies (M2) of ENS Lyon for physics from 2005 to 2011. He is chairman of the CNRS committee for theoretical physics (Section 02) from 2010 to 2012 and will be director of the Physics Laboratory at ENS from 2012 to 2015.+Date of birth: Dec24,1945 \\ 
 +Education: \\ 
 +1966 B.ScHebrew University \\ 
 +1970 M.ScWeizmann Institute ​of Science \\ 
 +1973 Ph.DWeizmann Institute ​of Science \\
  
-Yan Levin +Employment: \\ 
-Yan Levin received B.S. degree from Carnegie Mellon University in 1987and Ph.D. from University ​of California at Berkeley in 1992His thesis work was on fluctuation effects in lattice models ​of microemulsionsAfter this he spent two years as a postdoctoral associate with Michael EFisher at University ​of Marylanddeveloping theories ​of Coulombic criticalityIn 1994 he moved to Porto Alegre, Brazil where he is a Professor of Physics. He is also a senior associate at ICTPTrieste, Italy. Dr. Levin'​s primary research interests are in statistical mechanics ​of systems with long range interactions such asmagnetically confined plasmasself-gravitating systemselectrolytes,​ polyelectrolytes,​ and charge stabilized colloidal suspensions.+2/69 - 8/70: Nuclear Research Center, Negev, Beer-Sheva\\ 
 +9/73 - 9/75: Research AssociateDept. of Physics, Brookhaven National Laboratory\\ 
 +9/75 - 9/77: Visiting Fellow, Dept of Chemistry, Cornell University\\ 
 +3/77 - 9/79: Senior Scientist, Dept. of ElectronicsWeizmann Institute ​of Science\\ 
 +9/79 - 4/84: Associate ​Professor, Dept of Nuclear ​Physics, ​The Weizmann Institute ​of Science. \\ 
 +4/84ProfessorDepartment of Nuclear PhysicsWeizmann Institute of Science\\
  
-David Mukamel +Professional Activities: \\ 
-Date of birth: Dec24,1945 +1985 – 1987: Member ​of the Editorial Board, Journal of Statistical Physics\\ 
-Education: +1/91 – 1/02Member of The National Council ​of Higher Education, Israel\\
-1966 B.Sc. Hebrew University +
-1970 M.Sc. Weizmann Institute ​of Science +
-1973 Ph.D. Weizmann Institute of Science+
  
-Employment+Proposal ​Equilibrium and out-of-equilibrium properties of systems with long-range interactions \\ 
-2/69 - 8/70Nuclear Research CenterNegevBeer-Sheva+9/95 – 5/02DeanFaculty of PhysicsThe Weizmann Institute of Science\\ 
-9/73 9/75: Research ​Associate, ​Dept. of Physics, Brookhaven National Laboratory+2000 2006 Associate ​EditorThe European Physical Journal B\\ 
-9/75 9/77: Visiting FellowDept of Chemistry, Cornell University+2002: Member ​of IUPAP Comission on Statistical ​Physics. ​\\ 
-3/77 - 9/79Senior Scientist, Dept. of ElectronicsWeizmann Institute ​of Science+2002 2006 Member of the Editorial BoardJournal ​of Statistical Physics\\ 
-9/79 - 4/84Associate Professor, Dept of Nuclear ​Physics, The Weizmann Institute of Science+2004Member ​of the Editorial BoardJournal ​of Statistical Mechanics: theory and experiment\\ 
-4/84Professor, Department ​of Nuclear PhysicsWeizmann Institute ​of Science.+2005Chairman ​of IUPAP Comission on Statistical ​Physics. ​\\ 
 +2010Member ​of the Board of Scientific DirectorsJournal ​of Statistical Mechanics: theory and experiment\\
  
-Professional Activities+Research Activity\\ 
-1985 – 1987: Member of the Editorial Board, Journal ​of Statistical Physics. +Active in the general areas of statistical physics and condensed matter physicsCarried out theoretical research on phase transition symmetry and symmetry breaking in macroscopic systems and other collective phenomena. Particularly in magnetic systems and liquid crystals. More recently engaged in studies ​of collective behavior ​of driven systems far from thermal equilibriumsystems with long range interactions,​ and in studies of statistical properties of DNA and other biopolymers\\
-1/91 – 1/02: Member ​of The National Council ​of Higher EducationIsrael.+
  
-Proposal ​Equilibrium and out-of-equilibrium properties of systems with long-range interactions +Honors\\ 
-9/95 – 5/02: Dean, Faculty of Physics, ​The Weizmann Institute of Science. +1969 The Miphal Hapais Prize \\ 
-2000 - 2006 Associate Editor, ​The European Physical Journal B+1972 The MLandau Prize \\ 
-2002: Member of IUPAP Comission on Statistical Physics+1974 The J.FKennedy Prize \\ 
-2002 2006 Member of the Editorial Board, Journal of Statistical Physics. +1978 Sara Zinder Leedy Memorial Award \\ 
-2004: Member of the Editorial Board, Journal of Statistical Mechanics: theory ​and experiment. +1977 Keren Bat-Sheva de Rotschild Prize \\ 
-2005: Chairman ​of IUPAP Comission on Statistical Physics. +1985 The Jeanette ​and Samuel Lubell Prize \\ 
-2010: Member ​of the Board of Scientific Directors, Journal of Statistical Mechanics: theory ​and +1978 Holder ​of the Heiny Glasberg Career Development Chair \\ 
-experiment.+1992 Holder ​of the Harold J. and Marion FGreen Professorial Chair \\
  
-Research Activity: +**Stefano RUFFO**, born in 1954, got the "​Laurea"​ in Physics from Florence University (Italy) in 1977. \\ 
-Active in the general areas of statistical physics and condensed matter physics. Carried out theoretical research on phase transition symmetry and symmetry breaking in macroscopic systems and other collective phenomena. Particularly in magnetic systems and liquid crystals. More recently engaged in studies of collective behavior of driven systems far from thermal equilibrium,​ systems with long range interactions,​ and in studies of statistical properties of DNA and other biopolymers. +Before obtaining his permanent position as an assistant professor at Pisa University (1981), he got a fellowship from the National Institute of Nuclear Physics in Pisa (1978-1981). From 1987 to 1991 he has been an associate professor in condensed matter physics at the University of Basilicata. He moved to the Faculty of Engineering,​ University of Florence, in 1991. In 2011 he became full professor. His main fields of research are nonlinear dynamics and statistical physics, ​specfically: hamiltonian dynamics; cellular automata; coupled map lattices and space-time chaos; long-range interactions. He has studied applications of physics to biology: immune system modeling, DNA models. He has published about 140 papers in international refereed journals. He has been an advisor of numerous master and PhD Thesis in Italian and foreign Universities. He has visited several foreign institution:​ Oxford University (UK), CPT-CNRS Marseille (FR), ENS de Lyon (FR), Berkeley University (USA), Kyoto University (JP). He is a member of the Italian Physical Society and a referee a several international journals. He is an editor of Communications in Nonlinear Science and Numerical Simulations (Elsevier) and an associate editor of Physica A (Elsevier). He is the chairman of the C3 (Statistical Physics) commission of the IUPAP for the term 2011-13. He is Weston visiting professor at the Weizmann Insitute of Science (2010-11) and Chaire ​
- +
-Honors: +
-1969 The Miphal Hapais Prize +
-1972 The M. Landau Prize +
-1974 The J.F. Kennedy Prize +
-1978 Sara Zinder Leedy Memorial Award +
-1977 Keren Bat-Sheva de Rotschild Prize +
-1985 The Jeanette and Samuel Lubell Prize +
-1978 Holder of the Heiny Glasberg Career Development Chair +
-1992 Holder of the Harold J. and Marion F. Green Professorial Chair +
- +
-Stefano Ruffo +
-Stefano RUFFO, born in 1954, got the "​Laurea"​ in Physics from Florence University (Italy) in 1977. +
-Before obtaining his permanent position as an assistant professor at Pisa University (1981), he got a fellowship from the National Institute of Nuclear Physics in Pisa (1978-1981). From 1987 to 1991 he has been an associate professor in condensed matter physics at the University of Basilicata. He moved to the Faculty of Engineering,​ University of Florence, in 1991. In 2011 he became full professor. His main fields of research are nonlinear dynamics and statistical physics, ​specically: hamiltonian dynamics; cellular automata; coupled map lattices and space-time chaos; long-range interactions. He has studied applications of physics to biology: immune system modeling, DNA models. He has published about 140 papers in international refereed journals. He has been an advisor of numerous master and PhD Thesis in Italian and foreign Universities. He has visited several foreign institution:​ Oxford University (UK), CPT-CNRS Marseille (FR), ENS de Lyon (FR), Berkeley University (USA), Kyoto University (JP). He is a member of the Italian Physical Society and a referee a several international journals. He is an editor of Communications in Nonlinear Science and Numerical Simulations (Elsevier) and an associate editor of Physica A (Elsevier). He is the chairman of the C3 (Statistical Physics) commission of the IUPAP for the term 2011-13. He is Weston visiting professor at the Weizmann Insitute of Science (2010-11) and Chaire ​+
 d'​Excellence at ENS de Lyon (2011-12). d'​Excellence at ENS de Lyon (2011-12).
  
-2 Participant List +==== 2 Participant List ==== 
- +^ Family name ^ First name ^ Institution ^ 
-ALASTUEY AngelEcole normale supérieure de Lyon, France +ALASTUEY ​Angel Ecole normale supérieure de Lyon, France ​| 
-BACHELARD RomainCePOF, Universidade de São Paulo, Brazil +BACHELARD ​Romain ​CePOF, Universidade de São Paulo, Brazil ​ 
-BARBARA BernardInstitut Néel CNRS, Université Joseph Fourier, Grenoble, France +BARBARA ​Bernard ​Institut Néel CNRS, Université Joseph Fourier, Grenoble, France ​ 
-BARRE JulienLaboratoire J.A. Dieudonné Université de Nice - Sophia Antipolis, France +BARRE Julien ​Laboratoire J.A. Dieudonné Université de Nice - Sophia Antipolis, France ​ 
-BENETTI FernandaUFRSG, Porto Alegre, Brazil +BENETTI ​Fernanda ​UFRSG, Porto Alegre, Brazil ​ 
-BOUCHET FreddyCNRS-ENS de Lyon, France +BOUCHET ​Freddy ​CNRS-ENS de Lyon, France ​ 
-BRENIG LéonUniversité libre de Bruxelles, Belgium +BRENIG ​Léon Université libre de Bruxelles, Belgium ​ 
-CAMPA AlessandroIstituto Superiore di Sanità, Roma, Italy +CAMPA Alessandro ​Istituto Superiore di Sanità, Roma, Italy  
-CHAFFI YassinUniversité libre de Bruxelles, Belgium +CHAFFI ​Yassin ​Université libre de Bruxelles, Belgium ​ 
-DE BUYL PierreUniversité libre de Bruxelles, Belgium +DE BUYL Pierre ​Université libre de Bruxelles, Belgium ​ 
-ESCANDE DominiqueCNRS-Université de Provence, Marseille, France +ESCANDE ​Dominique ​CNRS-Université de Provence, Marseille, France ​ 
-FANELLI DuccioUniversità degli Studi di Firenze, Italy +FANELLI ​Duccio ​Università degli Studi di Firenze, Italy  
-GUPTA ShamikEcole normale supérieure de Lyon, France +GUPTA Shamik ​Ecole normale supérieure de Lyon, France ​ 
-JOYCE MichaelLPNHE, Université Pierre et Marie Curie, Paris, France +JOYCE Michael ​LPNHE, Université Pierre et Marie Curie, Paris, France ​ 
-LAURIE JasonEcole normale supérieure de Lyon, France +LAURIE ​Jason Ecole normale supérieure de Lyon, France ​ 
-MACIEL João MarcosInstituto de Física, Universidade de Brasília, Brazil +MACIEL ​João Marcos ​Instituto de Física, Universidade de Brasília, Brazil ​| 
-MARCOS BrunoLaboratoire J.A. Dieudonné Université de Nice - Sophia Antipolis, France +MARCOS ​Bruno Laboratoire J.A. Dieudonné Université de Nice - Sophia Antipolis, France ​ 
-MORAND JulesLPNHE, Université Pierre et Marie Curie, Paris, France +MORAND ​Jules LPNHE, Université Pierre et Marie Curie, Paris, France ​ 
-NARDINI CesareUniversità degli Studi di Firenze, Italy and ENS de Lyon, France +NARDINI ​Cesare ​Università degli Studi di Firenze, Italy and ENS de Lyon, France ​ 
-NISHIMORI HidetoshiDepartment of Physics, Tokyo Institute of Technology, Japan +NISHIMORI ​Hidetoshi ​Department of Physics, Tokyo Institute of Technology, Japan  
-NUNES TELES TarcisioUniversidade Federal do Rio Grande do Sul, Brazil +NUNES TELES Tarcisio ​Universidade Federal do Rio Grande do Sul, Brazil ​ 
-PAKTER Renato, UFRSG, Porto Alegre, Brazil +PAKTER ​Renato ​| FRSG, Porto Alegre, Brazil ​ 
-PATELLI AurelioUniversità degli Studi di Firenze, Italy +PATELLI ​Aurelio ​Università degli Studi di Firenze, Italy  
-ROCHA FILHO Tarcisio MarcianoInstituto de Física, Universidade de Brasília, Brazil +ROCHA FILHO Tarcisio Marciano ​Instituto de Física, Universidade de Brasília, Brazil ​ 
-SILVESTRE Cinthia HelenaInstituto de Física, Universidade de Brasília, Brazil +SILVESTRE ​Cinthia Helena ​Instituto de Física, Universidade de Brasília, Brazil ​ 
-TANGARIFE TomasEcole normale supérieure de Lyon, France +TANGARIFE ​Tomas Ecole normale supérieure de Lyon, France ​ 
-TOUCHETTE HugoSchool of Mathematical Sciences, Queen Mary University of London, UK +TOUCHETTE ​Hugo School of Mathematical Sciences, Queen Mary University of London, UK  
-VENAILLE AntoineEcole normale supérieure de Lyon, France +VENAILLE ​Antoine ​Ecole normale supérieure de Lyon, France ​ 
-YAMAGUCHI YoshiyukiKyoto University, Japan+YAMAGUCHI ​Yoshiyuki ​Kyoto University, Japan 
  
animation/workshops/2012/longrange.1355408639.txt.gz · Dernière modification: 2015/01/07 10:04 (modification externe)