题目：Parabolic gradient regularity in Orlicz spaces and application to a chemotaxis system
报告人：Michael Winkler (帕德博恩大学)
时间：2024年4月20日（星期六），17:00-18:00
地点：Zoom会议，会议号：439 550 2599，密码：0419
摘要：By means of a variational approach, time-independent a priori estimates for gradients of solutions to linear parabolic equations in some Orlicz spaces near $L^p$ is derived. These are subsequently used to rule out blow-up in a Keller-Segel type parabolic system involving certain diffusion degeneracies of arbitrary strength.
