PlanetPhysics/Polish G Space: Difference between revisions
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Latest revision as of 15:50, 12 September 2020
Let be a [[../TopologicalGSpace/|topological -space]], and its associated [[../TrivialGroupoid/|topological group]] (that is, such that an action of on is continuous if is continuous). If is a [[../PolishGroup/|Polish group]] and is also a Polish space, then is called a Polish G-space .
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References
- ↑ Howard Becker, Alexander S. Kechris. 1996. The Descriptive Set Theory of Polish Group Actions Cambridge University Press: Cambridge, UK, p.14.