Seminar Details
2022-10-25 (14h) : Repulsive particles and random matrix eigenvalues
At Euler building (room a.002)
Organized by Mathematical Engineering
Speaker :
Tom Claeys (IRMP,UCLouvain)
Abstract :
Determinantal point processes are a class of models for repulsive particles with a specific structure. This structure allows one to effectively study relevant probabilistic quantities. I will discuss some examples of them, including random matrix eigenvalues, and show a glimpse of their rich mathematical structure.