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- W2901722903 abstract "Let $overline{mathfrak{S}}_infty$ denote the set of all bijections of natural numbers. Consider the action of $overline{mathfrak{S}}_infty$ on a measure space $left( X,mathfrak{M},mu right)$, where $mu$ is $overline{mathfrak{S}}_infty$-quasi-invariant measure. We prove that there exists $overline{mathfrak{S}}_infty$-invariant measure equivalent to $mu$." @default.
- W2901722903 created "2018-11-29" @default.
- W2901722903 creator A5078029557 @default.
- W2901722903 date "2018-11-14" @default.
- W2901722903 modified "2023-09-27" @default.
- W2901722903 title "Any nonsingular action of the full symmetric group is isomorphic to an action with invariant measure" @default.
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