报告时间：2026年3月30日（周一）上午 10:30-12:00

报告地点：91国产 天赐庄校区精正楼1楼报告厅

报告人：Jerome Buzzi，法国巴黎萨克雷大学（CNRS）


报告摘要：

In this joint work in progress with Crovisier, Poletti, Tahzibi, we consider Discretized Anosov Flows (eg, perturbations of time-one maps of Anosov flows) and study their measures of maximal entropy (MMEs) under some irreducibility condition. We prove the following dichotomy: either (1) there are exactly two ergodic MMEs, one with positive and one with negative center exponent, or (2) there is a unique MME with zero center exponent. Moreover, the case (1) is generic and implies Bernoulli and exponential mixing for each ergodic MME.


邀请人：臧运涛