报告人 ：王志强（华东师范大学）

时间：2023年03月31日 09:30-

地点：数统学院LD302

摘要：A probability measure is called a spectral measure if the corresponding square integrable space admits a family of exponential functions as an orthonormal basis. We study the spectrality of infinite convolutions generated by a sequence of admissible pairs by using the equi-positivity condition and the integral periodic zero set.  Some recent results will be introduced: (i) a class of singular continuous spectral measures without compact support; (ii) the random convolution in one-dimensional space; (iii) some spectral measures supported in.This is joint work with Wenxia Li and Jun Jie Miao.

简介：王志强，华东师范大学数学科学学院博士研究生。导师：李文侠教授。研究方向：分形几何及其应用。到目前为止，在Adv. Math.、Math. Z.、J. Number Theory 和 Adv. in Appl. Math. 期刊发表论文四篇，并荣获第十六届钟家庆数学奖。

邀请人：孔德荣

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