57 research outputs found

    On finitely Bernoulli one-sided Markov shifts and their cofiltrations

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    Dominated ergodic theorems in rearrangement invariant spaces

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    We study conditions under which Dominated Ergodic Theorems hold in rearrangement invariant spaces. Consequences for Orlicz and Lorentz spaces are given. In particular, our results generalize the classical theorems for the spaces LpL_p and the classes LlognLL log^nL
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