报告人：强静仁 副教授（武汉学院）

报告题目：On some Fourier multipliers on Hp spaces with restricted smoothness condition

报告摘要：In this talk, we will talk about Mikhlin and Hormander type multiplier theorems on $H^p$ with restricted smoothness conditions. More precisely, we assume that $m\in C^k$, where $k=[n|\frac1p-\frac12|]+1$, meanwhile, we have restrictions on the order of differentiation with respect to each coordinate. In particular, if $p>\frac23$, we only need to differentiate at most once with respect to any single coordinate.

报告时间：2019年6月26日（星期三）上午 8:30

报告地点：科技楼南楼607室