On the ergodic theory of non-integrable functions and infinite measure spaces |
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Authors: | Jon Aaronson |
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Affiliation: | (1) The Hebrew University of Jerusalem, Jerusalem, Israel |
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Abstract: | We prove a Chow-Robbins type result for an ergodic, non-negative SSSP, and a similar result for transformations preserving infinite measure, which implies that for these transformations, no “absolute” version of Hopf's theorem can hold. |
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Keywords: | |
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