| 释义 |
recurrent transformation recurrent transformation[ri′kər·ənt ‚tranz·fər′mā·shən] (mathematics) A measurable function from a measure space T to itself such that for every measurable set A in the space and every point x in A there is a positive integer n such that T n (x) is also in A. A continuous function from a topological space T to itself such that for every open set A in the space and every point x in A there is a positive integer n such that T n (x) is also in A. |