Abstract
For a given space \(E\) equipped with a transformation group \(G\), the notions of a \(G\)-thick set and of a \(G\)-thin set are introduced and discussed. Some relationships between these notions and the theory of \(G\)-invariant (more generally, \(G\)-quasiinvariant) measures are considered.
Citation
A. B. Kharazishvili. "On some subsets of spaces equipped with transformation groups." Real Anal. Exchange 22 (2) 818 - 832, 1996/1997.
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