A corollary of the ergodic theorem

What's new 2018-08-02

Summary:

Let be a measure-preserving system – a probability space equipped with a measure-preserving translation (which for simplicity of discussion we shall assume to be invertible). We will informally think of two points in this space as being “close” if for some that is not too large; this allows one to distinguish between “local” structure at […]

Link:

https://terrytao.wordpress.com/2018/07/17/a-corollary-of-the-ergodic-theorem/

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Online Mathematical Communication » What's new

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Authors:

Terence Tao

Date tagged:

08/02/2018, 06:16

Date published:

07/17/2018, 19:08