Conference on Random matrices
June, 1 - 4, 2010
Paris
Random matrix theory has its origins in the 1920s in the works of Wishart in mathematical statistics and in the 1950s in the works of Wigner, Dyson and Mehta on the spectra of highly excited nuclei. Since then the subject has developed fast and has found applications in many branches of mathematics and physics, ranging from quantum field theory to statistical mechanics, integrable systems, number theory, statistics, and probability. The workshop, organised by the ANR project GranMa, intends to cover the recent advances in random matrix theory, with an emphasis on the probabilistic aspects.
Location
The conference will take place at the Centre de Mathématiques de Jussieu / Chevaleret, 175 rue du Chevaleret, 75013 Paris, France. Adviced hotel: Jack’s Hotel.
Confirmed participants
Teodor Banica (Cergy), Gérard Ben Arous (New York), Florent Benaych-Georges (Paris 6), Paul Bourgade (Telecom), Benoît Collins (Lyon & Ottawa), Mireille Capitaine (Toulouse), François David (CEA Saclay), Catherine Donati-Martin (Paris 6), Bertrand Eynard (CEA Saclay), Vyacheslav Girko (Kiev), Alice Guionnet (Lyon), Arno Kuijlaars (Leuven), Michel Ledoux (Toulouse), Mylène Maïda (Paris 11), Ashkan Nikeghbali (Zurich), Leonid Pastur (Kharkov), Sandrine Péché (Grenoble), Ionel Popescu (Georgia Tech), Raj N. Rao (U. Michigan), Alain Rouault (Versailles), Benjamin Schlein (Cambridge), Dong Wang (U. Michigan), Jean-Bernard Zuber (Paris 6).
Organizers
Program
Coming soon !
Presentation
