雙曲空間迪里西與諾伊曼固有值之不等式

標題:	雙曲空間迪里西與諾伊曼固有值之不等式 Inequalities Between Dirichlet and Neumann Eigenvalues in the Hyperbolic Space
作者:	張有中 Yu-Chung Chang 許義容 Yi-Jung Hsu 應用數學系所
關鍵字:	雙曲空間;迪里西;諾伊曼;固有值;不等式;平均曲率;hyperbolic space; Dirichlet; Neumann; eigenvalue; inequality; mean curvature
公開日期:	1993
摘要:	本篇文章中我們將賦予雙曲空間之定義域充分條件,使得迪里西和諾伊曼固有值間有形式之不等式,此一充分條件取決於定義域邊界上的平均曲率 In this paper we shall derive an inequality of the form between Dirichlet and Neumann eigenvalues for domains in the hyperbolic space under certain condition which depends upon the mean curvature of boundary.
URI:	http://140.113.39.130/cdrfb3/record/nctu/#NT820507012 http://hdl.handle.net/11536/58442
顯示於類別：	畢業論文