题目：Pointwise equidistribution and Weighed L\'evy-Khintchin theorem

报告人：张涵 苏州大学

时间：2023年11月8日10:00-11:00

地点： 五教5406

摘要：We prove a pointwise equidistribution theorem with an error rate for almost smooth functions, which strengthens the main result of Kleinbock, Shi and Weiss (2017); and a L\'evy-Khintchin theorem for weighted best approximations, which extends the main theorem of Cheung and Chevallier (2019).To do so, we employ techniques from homogeneous dynamics and the methods developed in the work of Cheung-Chevallier (2019) and Shapira-Weiss (2022).This is a joint work with Bohan Yang.