Highly Influential

Let G be a nitely generated nilpotent torsionfree group. The entropy theory for G-actions is investigated. The Pinsker algebra of such actions is described explicitly. The comlpetley positive systems are shown to have a sort of 'asypmtotic independence prop-erty', just as in the case of Z d-actions. A notion of K-system for G-actions is considered. The… (More)

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