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- Bochner_measurable_function abstract "In mathematics – specifically, in functional analysis – a Bochner-measurable function taking values in a Banach space is a function that equals a.e. the limit of a sequence of measurable countably-valued functions, i.e.,where the functions each have a countable range and for which the pre-image is measurable for each x. The concept is named after Salomon Bochner.Bochner-measurable functions are sometimes called strongly measurable, -measurable or just measurable (or uniformly measurable in case that the Banach space is the space of continuous linear operators between Banach spaces).".
- Bochner_measurable_function wikiPageID "27908226".
- Bochner_measurable_function wikiPageRevisionID "450910894".
- Bochner_measurable_function hasPhotoCollection Bochner_measurable_function.
- Bochner_measurable_function subject Category:Functional_analysis.
- Bochner_measurable_function subject Category:Measure_theory.
- Bochner_measurable_function subject Category:Types_of_functions.
- Bochner_measurable_function comment "In mathematics – specifically, in functional analysis – a Bochner-measurable function taking values in a Banach space is a function that equals a.e. the limit of a sequence of measurable countably-valued functions, i.e.,where the functions each have a countable range and for which the pre-image is measurable for each x.".
- Bochner_measurable_function label "Bochner measurable function".
- Bochner_measurable_function label "ボホナー可測関数".
- Bochner_measurable_function sameAs ボホナー可測関数.
- Bochner_measurable_function sameAs m.0ch5sm4.
- Bochner_measurable_function sameAs Q9392172.
- Bochner_measurable_function sameAs Q9392172.
- Bochner_measurable_function wasDerivedFrom Bochner_measurable_function?oldid=450910894.
- Bochner_measurable_function isPrimaryTopicOf Bochner_measurable_function.