Seminars_raw

Functional probability inequalities with their applications to RMT and Samplings

2021-04-06 11:06

Speaker: Zhonggen Su

unit: Zhejiang University

Time: 14:30-15:30, April 9(Friday), 2021

Venue: Room 111, Center for Applied Mathematics

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There have been an intensive research activities around functional probability inequalities in the past decades. They do not only play an important role in characterizing probability distributions, but also have a wide range of applications in apparently distinct fields. In this talk I shall mainly focus on three recent examples: (1) Quantitative normal approximations of linear eigenvalue statistics, (2) A dynamical approach to Dyson-Gaudin-Mehta-Wigner conjecture for Wigner matrices, (3) Rates of convergence in Metropolis-adjusted-Langevin algorithm in a local non-convex target distribution sampling. I shall also present some problems of interest from my personal taste.


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