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The product of pre-Radon measures
Published online by Cambridge University Press: 17 April 2009
Abstract
Let μ and ν be non-σ-finite pre-Radon measures on topological spaces X and Y respectively. Then there exists a unique pre-Radon measure λ on the product space X × Y which satisfies λ(A × B) = μ(A)ν(B) for all Borel sets A in X and B in Y such that μ(A) < ∞ and ν(B) < ∞.
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- Copyright © Australian Mathematical Society 1982