(Q7598372)

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standard probability space

probability space consisting of an interval and/or a countable number of atoms modulo null sets

Lebesgue space
Lebesgue–Rokhlin probability space

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Vladimir Abramovich Rokhlin

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defining formula

\displaystyle m{\big (}(A\cap Z)\cup (B\setminus Z){\big )}=p\,\operatorname {mes} (A)+(1-p)\operatorname {mes} (B)

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WikiProject Mathematics

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different from

Lp space

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Lebesgue measure

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Identifiers

Encyclopedia of Mathematics article ID

Standard_probability_space

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Freebase ID

/m/02qby6l

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Microsoft Academic ID

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26 January 2022

https://docs.openalex.org/download-snapshot/snapshot-data-format

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Wikipedia(2 entries)

enwiki Standard probability space
frwiki Espace probabilisé standard

(Q7598372)

standard probability space

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