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- Doob–Dynkin_lemma abstract "In mathematics, in particular probability theory, the Doob–Dynkin lemma, named after Joseph L. Doob and Eugene Dynkin, characterizes the situation when one random variable is a function of another by the inclusion of the -algebras generated by the random variables. The usual statement of the lemma is formulated in terms of one random variable being measurable with respect to the -algebra generated by the other.The lemma plays an important role in the conditional expectation in probability theory, where it allows to replace the conditioning on a random variable by conditioning on the -algebra that is generated by the random variable.".
- Doob–Dynkin_lemma wikiPageID "27057803".
- Doob–Dynkin_lemma wikiPageRevisionID "553553222".
- Doob–Dynkin_lemma subject Category:Measure_theory.
- Doob–Dynkin_lemma subject Category:Probability_theorems.
- Doob–Dynkin_lemma comment "In mathematics, in particular probability theory, the Doob–Dynkin lemma, named after Joseph L. Doob and Eugene Dynkin, characterizes the situation when one random variable is a function of another by the inclusion of the -algebras generated by the random variables.".
- Doob–Dynkin_lemma label "Doob-Dynkin-Lemma".
- Doob–Dynkin_lemma label "Doob–Dynkin lemma".
- Doob–Dynkin_lemma sameAs Doob%E2%80%93Dynkin_lemma.
- Doob–Dynkin_lemma sameAs Doob-Dynkin-Lemma.
- Doob–Dynkin_lemma sameAs Q1242399.
- Doob–Dynkin_lemma sameAs Q1242399.
- Doob–Dynkin_lemma wasDerivedFrom Doob–Dynkin_lemma?oldid=553553222.