Rigidity of invariant convex sets in symmetric spaces

成果类型：

Article

署名作者：

Kleiner, B; Leeb, B

署名单位：

University of Michigan System; University of Michigan; University of Munich

刊物名称：

INVENTIONES MATHEMATICAE

ISSN/ISSBN：

0020-9910

DOI：

10.1007/s00222-005-0471-y

发表日期：

2006

页码：

657-676

关键词：

摘要：

The main result implies that a proper convex subset of an irreducible higher rank symmetric space cannot have Zariski dense stabilizer.