非光滑区域上dbar-Neumann问题的多重次调和函数与次椭圆性
Plurisubharmonic functions and subellipticity of the dbar-Neumann problem on nonsmooth domains
摘要：
在具有代数增长的Hessian函数的多重次调和函数存在的情况下，证明了具有Lipschitz边界的区域上的d-杆Neumann问题的亚椭圆性.特别地，亚椭圆估计在边界为有限型分段光滑的点附近成立。
英文摘要：
We show subellipticity of the d-bar Neumann problem on domains with Lipschitz boundary in the presence of plurisubharmonic functions with Hessians of algebraic growth. In particular, a subelliptic estimate holds near a point where the boundary is piecewise smooth of finite type.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
