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Measurable functions - math.ucdavis.edu

Measurable functions - math.ucdavis.edu

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explicit representation of sets in a ˙-algebra. For example, the proof does not characterize M, which may be strictly larger than B. If the target space Y is a topological space, then we always equip it with the Borel ˙-algebra B(Y) generated by the …

  Functions, Representation, Measurable, Measurable functions

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