摘要
Given a space X, a sigma-algebra B on X and a measurable map T : X -%26gt; X, we say that a measure mu is half-invariant by T if, for any B is an element of B, we have mu (T-1(B)) %26lt;= mu(B). We will present a generalization of Birkhoff ergodic theorem to sigma-finite half-invariant measures.
- 出版日期2014-10