FIELD | Math:Analysis |
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DATE | August 27 (Fri), 2021 |
TIME | 11:00-12:30 |
PLACE | Online |
SPEAKER | Ryu, Seungjin |
HOST | Park, Jung-Tae |
INSTITUTE | 서울시립대학교 |
TITLE | Nonlinear parabolic double obstacle problems |
ABSTRACT | In this talk, we are concerned with variational inequalities for p-Laplacian type parabolic equations with irregular double obstacles. The values of solutions under consideration are required to have two-sided constraints. We discuss parabolic double obstacle problems to establish the global Calderon-Zygmund type estimates for such solutions. In particular, the existence of such a solution shall be dealt with carefully as this solution is prescribed to satisfy the associated parabolic variational inequality instead of the parabolic equation. |
FILE | 636811630050535807_1.pdf |