Integral representations of invariant measures
Ashok P. Maitra · Transactions of the American Mathematical Society · 1977
In this paper we prove, under suitable conditions, several representation theorems for invariant measures arising out of the action of a family of measurable transformations J \mathcal {J} on a measurable space ( X , A ) (X,\mathcal {A}) . Our results unify and extend results of Farrell and Varadarajan on the representation of invariant measures.