A note on the individual ergodic theorem on product MV algebras
The well-known individual ergodic theorem has been proved for observables defined on a tribe \(M\) of fuzzy sets [see \textit{B. Riečan} and \textit{T. Neubrunn}, ``Integral, measure, and ordering'' (1997; Zbl 0916.28001)]. In the paper the result is generalized for an arbitrary MV-algebra \(M\) with product.
scientific article; zbMATH DE number 1529158