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- Natural_exponential_family abstract "In probability and statistics, a natural exponential family (NEF) is a class of probability distributions that is a special case of an exponential family (EF). Every distribution possessing a moment-generating function is a member of a natural exponential family, and the use of such distributions simplifies the theory and computation of generalized linear models.".
- Natural_exponential_family wikiPageID "9413032".
- Natural_exponential_family wikiPageRevisionID "606435520".
- Natural_exponential_family hasPhotoCollection Natural_exponential_family.
- Natural_exponential_family subject Category:Exponentials.
- Natural_exponential_family subject Category:Theory_of_probability_distributions.
- Natural_exponential_family subject Category:Types_of_probability_distributions.
- Natural_exponential_family type Artifact100021939.
- Natural_exponential_family type Instrumentality103575240.
- Natural_exponential_family type Object100002684.
- Natural_exponential_family type PhysicalEntity100001930.
- Natural_exponential_family type System104377057.
- Natural_exponential_family type SystemsOfProbabilityDistributions.
- Natural_exponential_family type Whole100003553.
- Natural_exponential_family comment "In probability and statistics, a natural exponential family (NEF) is a class of probability distributions that is a special case of an exponential family (EF). Every distribution possessing a moment-generating function is a member of a natural exponential family, and the use of such distributions simplifies the theory and computation of generalized linear models.".
- Natural_exponential_family label "Natural exponential family".
- Natural_exponential_family sameAs m.0287w7w.
- Natural_exponential_family sameAs Q17099337.
- Natural_exponential_family sameAs Q17099337.
- Natural_exponential_family sameAs Natural_exponential_family.
- Natural_exponential_family wasDerivedFrom Natural_exponential_family?oldid=606435520.
- Natural_exponential_family isPrimaryTopicOf Natural_exponential_family.