报告题目：A new maximal regularity for parabolic equations and an application

报告时间：2024-05-25  10:00-11:00

报 告 人：魏金龙 副教授 (中南财经政法大学）

报告地点：理学院西北楼103

Abstract: We introduce the Lebesgue-Holder-Dini and Lebesgue-Holder spaces, and then use a vector-valued Calderon-Zygmund theorem to establish the maximal Lebesgue-Holder-Dini and Lebesgue-Holder regularity for a class of parabolic equations. As an application, we obtain the unique strong solvability for the stochastic differential equation with the low regularity growing drift in critical Lebesgue-Holder-Dini spaces.