Other Meetings


Palm equivalence, number rigidity and conditional measures for determinantal point processes

Yanqi Qiu (Academy of Mathematical and Systems Sciences, Chinese Academy of Sciences)
Thursday, 06 December 2018
401 Moscow center for continuous mathematical education

The determinantal point processes arise from many branches of areas such as random matrices, representation theory, random graphs and zeros of holomorphic functions etc. In this talk, I will briefly recall the basic materials in the theory of determinantal point processes and then will discuss some results concerning the Palm equivalence, number rigidity and  conditional measures and Olshanski’s problem on this area. The talk will be based on several joint works with Alexander Bufetov, Yoann Dabrowski, Alexander Shamov and Shilei Fan.