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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
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