报告人：陈二才 教授（南京师范大学）
时间：2025年04月24日 10:00-
地点：理科楼LA104
摘要：In this talk, I will present a study on the group extensions for topologically mixing random shifts of finite type and consider the natural comparison of relative Gurevič entropies between random group G and G^{a,b}=G/[G,G] extensions. We show that the relative Gurevič entropy of random group G extensions is equal to the relative Gurevic entropy of random group G^{a,b} extensions if and only if G is amenable. This is a joint work with K.Yang, Z.Lin and X. Zhou.
邀请人: 数学研究中心
欢迎广大师生积极参与！
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邮编：400044