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报告题目: Heat kernel on the infinite percolation cluster
报 告 人: 顾陈琳
报告人所在单位: NYU Shanghai, Postdoctoral fellow
报告日期: 2022-01-14
报告时间: 15:10—15:50
报告地点: 复旦大学光华楼东主楼2201室、腾讯会议755107231
   
报告摘要:

The central limit theorem is one of the most important results in probability, and it has many generalizations in random processes and other stochastic models. In the last decades, the heat kernel estimate on percolation cluster and other random conductance models have been largely studied and many results of CLT type are obtained. In this talk, I will review these results and present a new heat kernel estimate, which can be seen as a quantitative local central limit theorem on the infinite percolation cluster. This work is a collaboration with Paul Dario and is published in Annals of Probability.

1.14.pdf

   
本年度学院报告总序号: 391

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