摘要
In this paper. for G a locally compact group (or a Lie group), we study the relationship between the covering dimensions of a proper G-space X and its orbit space X/G. We prove also that dim X = Ind X for every proper G-space X with a metrizable orbit space provided that G is either pro-Lie or a-compact or has a metrizable quotient group of connected components.
- 出版日期2011-9-15