Some Ergodic Theorems for Random Rotations on Wiener Space

Abstract

In this paper we study ergodicity and mixing property of some measure preserving transformations on the Wiener space (W,H,μ) which are generated by some random unitary operators defined on the Cameron-Martin space H.

19 pages

References in corpus (1)

• Some measure-preserving point transformations on the Wiener space and their ergodicity

Cited by in corpus (1)

• A nonlinear Strassen law for singular SPDEs