摘要

We consider a Neumann boundary problem like Ge Hand's problem on polygonal domains and prove that a priori bounds of solutions fail for specific parameters. The same results are already proved by Senba-Suzuki in 2000 when domains are open sets in R-2 with smooth boundaries. The novelty is that the foregoing specific parameters depend on angles of polygonal domains.

  • 出版日期2015-4