A note on product of measures

Published 26 Oct 2018 in math.FA | (1810.11485v1)

Abstract: A slight modification to Halmos' definition of product of measures yields a uniquely characterized associative product. The operation applies to arbitrary (not necessarily $\sigma-$finite) measures and is consistent with the Fubini--Tonelli theorem.

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Authors (1)

Grzegorz Andrzejczak

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