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- Universally_measurable_set abstract "In mathematics, a subset of a Polish space is universally measurable if it is measurable with respect to every complete probability measure on that measures all Borel subsets of . In particular, a universally measurable set of reals is necessarily Lebesgue measurable (see #Finiteness condition) below.Every analytic set is universally measurable. It follows from projective determinacy, which in turn follows from sufficient large cardinals, that every projective set is universally measurable.".
- Universally_measurable_set wikiPageID "2231292".
- Universally_measurable_set wikiPageRevisionID "490985658".
- Universally_measurable_set hasPhotoCollection Universally_measurable_set.
- Universally_measurable_set subject Category:Descriptive_set_theory.
- Universally_measurable_set subject Category:Determinacy.
- Universally_measurable_set subject Category:Measure_theory.
- Universally_measurable_set comment "In mathematics, a subset of a Polish space is universally measurable if it is measurable with respect to every complete probability measure on that measures all Borel subsets of . In particular, a universally measurable set of reals is necessarily Lebesgue measurable (see #Finiteness condition) below.Every analytic set is universally measurable. It follows from projective determinacy, which in turn follows from sufficient large cardinals, that every projective set is universally measurable.".
- Universally_measurable_set label "Universally measurable set".
- Universally_measurable_set sameAs m.06xtsz.
- Universally_measurable_set sameAs Q7894192.
- Universally_measurable_set sameAs Q7894192.
- Universally_measurable_set wasDerivedFrom Universally_measurable_set?oldid=490985658.
- Universally_measurable_set isPrimaryTopicOf Universally_measurable_set.