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- Decomposable_measure abstract "In mathematics, a decomposable measure is a measure that is a disjoint union of finite measures. This is a generalization of σ-finite measures, which are the same as those that are a disjoint union of countably many finite measures. There are several theorems in measure theory such as the Radon–Nikodym theorem that are not true for arbitrary measures but are true for σ-finite measures. Several such theorems remain true for the more general class of decomposable measures. This extra generality is not used much as most decomposable measures that occur in practice are σ-finite.".
- Decomposable_measure wikiPageID "41558399".
- Decomposable_measure wikiPageLength "1559".
- Decomposable_measure wikiPageOutDegree "9".
- Decomposable_measure wikiPageRevisionID "666755300".
- Decomposable_measure wikiPageWikiLink Category:Measure_theory.
- Decomposable_measure wikiPageWikiLink Countable_set.
- Decomposable_measure wikiPageWikiLink Countably_many.
- Decomposable_measure wikiPageWikiLink Disjoint_union.
- Decomposable_measure wikiPageWikiLink Finite_measure.
- Decomposable_measure wikiPageWikiLink Fubinis_theorem.
- Decomposable_measure wikiPageWikiLink Measure_(mathematics).
- Decomposable_measure wikiPageWikiLink Measure_theory.
- Decomposable_measure wikiPageWikiLink Radon–Nikodym_theorem.
- Decomposable_measure wikiPageWikiLink Σ-finite_measure.
- Decomposable_measure wikiPageWikiLinkText "decomposable".
- Decomposable_measure hasPhotoCollection Decomposable_measure.
- Decomposable_measure wikiPageUsesTemplate Template:Citation.
- Decomposable_measure subject Category:Measure_theory.
- Decomposable_measure hypernym Measure.
- Decomposable_measure type Work.
- Decomposable_measure comment "In mathematics, a decomposable measure is a measure that is a disjoint union of finite measures. This is a generalization of σ-finite measures, which are the same as those that are a disjoint union of countably many finite measures. There are several theorems in measure theory such as the Radon–Nikodym theorem that are not true for arbitrary measures but are true for σ-finite measures. Several such theorems remain true for the more general class of decomposable measures.".
- Decomposable_measure label "Decomposable measure".
- Decomposable_measure sameAs 分解可能測度.
- Decomposable_measure sameAs m.0_1kqn6.
- Decomposable_measure sameAs Q17006903.
- Decomposable_measure sameAs Q17006903.
- Decomposable_measure wasDerivedFrom Decomposable_measure?oldid=666755300.
- Decomposable_measure isPrimaryTopicOf Decomposable_measure.