报告人：王龙敏（南开大学）

时间：2024年06月11日 09：30-

地址：理科楼LA103

摘要：Consider a transient branching random walk (BRW) on a non-elementary hyperbolic group. Using the thermodynamic formalism of the hyperbolic group, we express the growth rate of the BRW as the solution to a variational problem driven by the connectivity function. As a consequence, we prove that the rate is bounded by one half of volume entropy, and the equality holds only when the group is virtually free.

简介：王龙敏，南开大学统计与数据科学学院教授。主要研究群上随机游走、统计物理、非局部算子及位势理论，在数学顶尖期刊Comm. Pure Appl. Math.和概率论顶级期刊Ann. Prob等发表论文近20篇。

邀请人：数学研究中心

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