= Rokhlin's theorem
{wiki=Rokhlin's_theorem}
Rokhlin's theorem is a fundamental result in the theory of measure and ergodic theory, particularly in the context of dynamics on compact spaces. Named after the mathematician Vladimir Rokhlin, the theorem provides a powerful tool for understanding the structure of measure-preserving transformations. \#\#\# Statement of the Theorem Rokhlin's theorem specifically deals with the existence of invariant measures for ergodic transformations.
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