学术报告（耿俊 2025.6.16）

摘要：We investigate the Neumann problem for Stokes system on convex domain. The $L^p$ solvability and $W^{1,p}$ solvability are obtained for certain ranges of $p$. The ranges of $p$ are sharp for d = 2 and these intervals are larger than the known interval on Lipschitz domain.