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- Beta_negative_binomial_distribution abstract "In probability theory, a beta negative binomial distribution is the probability distribution of a discrete random variable X equal to the number of failures needed to get n successes in a sequence of independent Bernoulli trials where the probability p of success on each trial is constant within any given experiment but is itself a random variable following a beta distribution, varying between different experiments. Thus the distribution is a compound probability distribution.This distribution has also been called both the inverse Markov-Pólya distribution and the generalized Waring distribution. A shifted form of the distribution has been called the beta-Pascal distribution.If parameters of the beta distribution are α and β, and ifwherethen the marginal distribution of X is a beta negative binomial distribution:In the above, NB(n, p) is the negative binomial distribution and B(α, β) is the beta distribution.Recurrence relation".
- Beta_negative_binomial_distribution wikiPageExternalLink UDR.html.
- Beta_negative_binomial_distribution wikiPageID "31118503".
- Beta_negative_binomial_distribution wikiPageRevisionID "604822689".
- Beta_negative_binomial_distribution cdfImage "No image available".
- Beta_negative_binomial_distribution hasPhotoCollection Beta_negative_binomial_distribution.
- Beta_negative_binomial_distribution name "Beta Negative Binomial".
- Beta_negative_binomial_distribution parameters Shape_parameter.
- Beta_negative_binomial_distribution parameters "n ∈ N0 — number of trials".
- Beta_negative_binomial_distribution parameters "shape".
- Beta_negative_binomial_distribution pdf "Where is the rising Pochhammer symbol".
- Beta_negative_binomial_distribution pdfImage "No image available".
- Beta_negative_binomial_distribution support "k ∈ { 0, 1, 2, 3, ... }".
- Beta_negative_binomial_distribution type "mass".
- Beta_negative_binomial_distribution subject Category:Compound_distributions.
- Beta_negative_binomial_distribution subject Category:Discrete_distributions.
- Beta_negative_binomial_distribution subject Category:Factorial_and_binomial_topics.
- Beta_negative_binomial_distribution subject Category:Probability_distributions.
- Beta_negative_binomial_distribution type Abstraction100002137.
- Beta_negative_binomial_distribution type Arrangement105726596.
- Beta_negative_binomial_distribution type Cognition100023271.
- Beta_negative_binomial_distribution type CompoundDistributions.
- Beta_negative_binomial_distribution type DiscreteDistributions.
- Beta_negative_binomial_distribution type Distribution105729036.
- Beta_negative_binomial_distribution type PsychologicalFeature100023100.
- Beta_negative_binomial_distribution type Structure105726345.
- Beta_negative_binomial_distribution comment "In probability theory, a beta negative binomial distribution is the probability distribution of a discrete random variable X equal to the number of failures needed to get n successes in a sequence of independent Bernoulli trials where the probability p of success on each trial is constant within any given experiment but is itself a random variable following a beta distribution, varying between different experiments.".
- Beta_negative_binomial_distribution label "Beta negative binomial distribution".
- Beta_negative_binomial_distribution label "Loi bêta-binomiale négative".
- Beta_negative_binomial_distribution sameAs Loi_bêta-binomiale_négative.
- Beta_negative_binomial_distribution sameAs m.0gh867m.
- Beta_negative_binomial_distribution sameAs Q3258267.
- Beta_negative_binomial_distribution sameAs Q3258267.
- Beta_negative_binomial_distribution sameAs Beta_negative_binomial_distribution.
- Beta_negative_binomial_distribution wasDerivedFrom Beta_negative_binomial_distribution?oldid=604822689.
- Beta_negative_binomial_distribution isPrimaryTopicOf Beta_negative_binomial_distribution.