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This article continues that formalism by studying the concept of joins using the language of spans and push-outs and establishes the connection between joins, ergodicity and mixing.
Dynamical systems theory primarily concerns the study of different forms of invariance, such as invariant sets, densities, measures, and observables. Ergodic systems are a special class of dynamical systems which are measure theoretically irreducible. In spite of this specialized property they dominate most discussions...
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