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Measurable space
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==Ambiguity with Borel spaces== The term Borel space is used for different types of measurable spaces. It can refer to * any measurable space, so it is a synonym for a measurable space as defined above <ref name="eommeasurablespace" /> * a measurable space that is [[Borel isomorphism|Borel isomorphic]] to a measurable subset of the real numbers (again with the Borel <math>\sigma</math>-algebra)<ref name="Kallenberg15" /> {{Families of sets}}
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