Borel isomorphism

Definition 0.1   A Borel isomorphism between two Borel spaces $ (X; \mathbb{B}(X))$ and $ (Y; \mathbb{B}(Y))$ is defined as the bijection $ \iota: (X; \mathbb{B}(X)) \cong (Y; \mathbb{B}(Y))$ .

Bibliography

1
M.R. Buneci. 2006., Groupoid C*-Algebras., Surveys in Mathematics and its Applications, Volume 1: 71-98.

2
A. Connes.1979. Sur la théorie noncommutative de l' integration, Lecture Notes in Math., Springer-Verlag, Berlin, 725: 19-14.



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