Titlebook: Ergodic Theory; Independence and Dic David Kerr,Hanfeng Li Book 2016 Springer International Publishing AG 2016 Ergodic Theory.Topological D

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Data Analysis Using R Programming,e replace this notion of compactness by a perturbative version that merely requires the existence of nonzero finite-dimensional subspaces which are . invariant, then the rigid dichotomy between weak mixing and compactness in Theorem?. gives way to a more flexible situation in which both properties can coexist in tension.

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978-3-319-84254-7Springer International Publishing AG 2016

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Ergodic Theory978-3-319-49847-8Series ISSN 1439-7382 Series E-ISSN 2196-9922

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https://doi.org/10.1007/978-0-387-77282-0s a nonzero finite-dimensional subrepresentation. Finite-dimensional unitary representations of a group . carry a special algebraic and geometric structure that results from the fact that the unitary . matrices form a compact Lie group, on which we can view . as acting by left multiplication. Useful

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Data Analysis Using R Programming,e replace this notion of compactness by a perturbative version that merely requires the existence of nonzero finite-dimensional subspaces which are . invariant, then the rigid dichotomy between weak mixing and compactness in Theorem?. gives way to a more flexible situation in which both properties c

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Analysis of Categorical Variables,ivalence between indecomposability and transitivity expressed in Proposition?. fails in the topological framework, an observation which launches our discussion of minimality, topological transitivity and recurrence in Section?. (compare Section?.). Nevertheless, one can still establish a structure t