PlanetPhysics/Polish G Space

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Let X be a [[../TopologicalGSpace/|topological G-space]], and G its associated [[../TrivialGroupoid/|topological group]] (that is, such that an action a of G on X is continuous if a:G×XX is continuous). If G is a [[../PolishGroup/|Polish group]] and X is also a Polish space, then X is called a Polish G-space .

All Sources

[1]

References

  1. Howard Becker, Alexander S. Kechris. 1996. The Descriptive Set Theory of Polish Group Actions Cambridge University Press: Cambridge, UK, p.14.

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