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- Conditional_event_algebra abstract "A conditional event algebra (CEA) is an algebraic structure whose domain consists of logical objects described by statements of forms such as "If A, then B," "B, given A," and "B, in case A." Unlike the standard Boolean algebra of events, a CEA allows the defining of a probability function, P, which satisfies the equation P(If A then B) = P(A and B) / P(A) over a usefully broad range of conditions.".
- Conditional_event_algebra wikiPageID "7738360".
- Conditional_event_algebra wikiPageRevisionID "604270271".
- Conditional_event_algebra hasPhotoCollection Conditional_event_algebra.
- Conditional_event_algebra subject Category:Abstract_algebra.
- Conditional_event_algebra subject Category:Probability_theory.
- Conditional_event_algebra comment "A conditional event algebra (CEA) is an algebraic structure whose domain consists of logical objects described by statements of forms such as "If A, then B," "B, given A," and "B, in case A." Unlike the standard Boolean algebra of events, a CEA allows the defining of a probability function, P, which satisfies the equation P(If A then B) = P(A and B) / P(A) over a usefully broad range of conditions.".
- Conditional_event_algebra label "Conditional event algebra".
- Conditional_event_algebra sameAs m.026bfb0.
- Conditional_event_algebra sameAs Q5159259.
- Conditional_event_algebra sameAs Q5159259.
- Conditional_event_algebra wasDerivedFrom Conditional_event_algebra?oldid=604270271.
- Conditional_event_algebra isPrimaryTopicOf Conditional_event_algebra.