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- Goodman–Nguyen–van_Fraassen_algebra abstract "A Goodman–Nguyen–van Fraassen algebra is a type of conditional event algebra (CEA) that embeds the standard Boolean algebra of unconditional events in a larger algebra which is itself Boolean. The goal (as with all CEAs) is to equate the conditional probability P(A ∩ B) / P(A) with the probability of a conditional event, P(A → B) for more than just trivial choices of A, B, and P.".
- Goodman–Nguyen–van_Fraassen_algebra wikiPageID "7819462".
- Goodman–Nguyen–van_Fraassen_algebra wikiPageLength "5250".
- Goodman–Nguyen–van_Fraassen_algebra wikiPageOutDegree "9".
- Goodman–Nguyen–van_Fraassen_algebra wikiPageRevisionID "620041076".
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Algebra_of_sets.
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Boolean_algebra_(structure).
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Cartesian_product.
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Category:Boolean_algebra.
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Category:Probability_theory.
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Conditional_event_algebra.
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Conditional_probability.
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Probability_distribution_function.
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Probability_function.
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLink Taylor_series.
- Goodman–Nguyen–van_Fraassen_algebra wikiPageWikiLinkText "Goodman–Nguyen–van Fraassen algebra".
- Goodman–Nguyen–van_Fraassen_algebra hasPhotoCollection Goodman–Nguyen–van_Fraassen_algebra.
- Goodman–Nguyen–van_Fraassen_algebra subject Category:Boolean_algebra.
- Goodman–Nguyen–van_Fraassen_algebra subject Category:Probability_theory.
- Goodman–Nguyen–van_Fraassen_algebra comment "A Goodman–Nguyen–van Fraassen algebra is a type of conditional event algebra (CEA) that embeds the standard Boolean algebra of unconditional events in a larger algebra which is itself Boolean. The goal (as with all CEAs) is to equate the conditional probability P(A ∩ B) / P(A) with the probability of a conditional event, P(A → B) for more than just trivial choices of A, B, and P.".
- Goodman–Nguyen–van_Fraassen_algebra label "Goodman–Nguyen–van Fraassen algebra".
- Goodman–Nguyen–van_Fraassen_algebra sameAs m.026f4c5.
- Goodman–Nguyen–van_Fraassen_algebra sameAs Q5583482.
- Goodman–Nguyen–van_Fraassen_algebra sameAs Q5583482.
- Goodman–Nguyen–van_Fraassen_algebra wasDerivedFrom Goodman–Nguyen–van_Fraassen_algebra?oldid=620041076.
- Goodman–Nguyen–van_Fraassen_algebra isPrimaryTopicOf Goodman–Nguyen–van_Fraassen_algebra.