Last Updated
：2025/11/21
measurable function
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(mathematical analysis) A function whose codomain is a topological space and domain is a measurable space, with the property that the inverse image of every open set in its codomain is a measurable set in its domain.
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measurable function
To apply the dominated convergence theorem, we first verify that the sequence converges pointwise to a measurable function.
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To apply the dominated convergence theorem, we first verify that the sequence converges pointwise to a measurable function.
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