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- Continuity_set abstract "In measure theory, a continuity set of a measure μ is any Borel set B such that where is the boundary set of B. For signed measures, one asks that The class of all continuity sets for given measure μ forms a ring.Similarly, for a random variable X a set B is called continuity set if otherwise B is called the discontinuity set. The collection of all discontinuity sets is sparse. In particular, given any collection of sets {Bα} with pairwise disjoint boundaries, all but at most countably many of them will be the continuity sets.The continuity set C(f) of a function f is the set of points where f is continuous.".
- Continuity_set wikiPageID "23251647".
- Continuity_set wikiPageRevisionID "504781828".
- Continuity_set hasPhotoCollection Continuity_set.
- Continuity_set subject Category:Measure_theory.
- Continuity_set comment "In measure theory, a continuity set of a measure μ is any Borel set B such that where is the boundary set of B. For signed measures, one asks that The class of all continuity sets for given measure μ forms a ring.Similarly, for a random variable X a set B is called continuity set if otherwise B is called the discontinuity set. The collection of all discontinuity sets is sparse.".
- Continuity_set label "Continuity set".
- Continuity_set sameAs m.065y0xf.
- Continuity_set sameAs Q5165425.
- Continuity_set sameAs Q5165425.
- Continuity_set wasDerivedFrom Continuity_set?oldid=504781828.
- Continuity_set isPrimaryTopicOf Continuity_set.