This one-day workshop is organised by the GDR MEGA, at Université Paris 5, on Friday, June 22, 2018. This is will be the opportunity to gather both mathematicians and physicists working on Random Matrix Theory.
Organizers:
- Florent BENAYCH-GEORGES (Université Paris-Descartes)
- Jamal NAJIM (CNRS & Université Paris-Est)
- Grégory SCHEHR (LPTMS, CNRS & Université Paris-Sud)
Program
- 9:45-10:30 Satya Majumdar (LPTMS, Orsay), Truncated linear statistics associated with the top eigenvalues of random matrices
Coffee break
- 1100:-11:45 Yan Fyodorov (King’s College, London), Hessian spectrum at the global minimum of high-dimensional random Gaussian landscapes
- 11:45-12:30 Raphaël Butez (U. Paris-Dauphine, Paris), On the farthest particles of Coulomb gases in dimension d=2
Lunch break
- 14:00-14:45 Vadim Gorin (MIT, Cambridge), Convolutions and fluctuations: free, finite, quantized
- 14:45-15:30 Aurélien Grabsch (LPTMS, Orsay), Linear statistics for fermions at finite temperature and determinantal processes
Coffee break
- 16:00-16:45 Pierre Le Doussal (LPTENS, Paris), Large deviations for the KPZ equation
- 16:45-17:30 Sylvia Serfaty (New York U.), Statistical mechanics of Coulomb gases