# beta-gamma distribution

• 1Beta prime distribution — Probability distribution name =Beta Prime| type =density pdf cdf parameters =alpha > 0 shape (real) eta > 0 shape (real) support =x > 0! pdf =f(x) = frac{x^{alpha 1} (1+x)^{ alpha eta{B(alpha,eta)}! cdf =frac{x^alpha cdot 2F 1(alpha,&#8230; …

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• 2Gamma distribution — eta m = V {3m} e^{ xi m}. # If eta m > xi m^{delta 1} e^{ xi m}, then increment m and go to step 2. # Assume xi = xi m to be the realization of Gamma (delta, 1)Now, to summarize,: heta left( xi sum {i=1} ^{ [k] } {ln U i} ight) sim Gamma (k,&#8230; …

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• 3Normal-gamma distribution — Normal gamma parameters: location (real) (real) (real) (real) support …

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• 4Normal-scaled inverse gamma distribution — Normal scaled inverse gamma parameters: location (real) (real) (real) (real) support …

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• 5Distribution De Gumbel — Gumbel Densité de probabilité / Fonction de masse Fonction de répartition …

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• 6Distribution de gumbel — Gumbel Densité de probabilité / Fonction de masse Fonction de répartition …

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• 7Beta distribution — Probability distribution name =Beta| type =density pdf cdf parameters =alpha > 0 shape (real) eta > 0 shape (real) support =x in [0; 1] ! pdf =frac{x^{alpha 1}(1 x)^{eta 1 {mathrm{B}(alpha,eta)}! cdf =I x(alpha,eta)! mean&#8230; …

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• 8Beta-binomial model — In empirical Bayes methods, the Beta binomial model is an analytic model where the likelihood function L(x| heta) is specifed by a binomial distribution:L(x| heta) = operatorname{Bin}(x, heta),::: = {nchoose x} heta^x(1 heta)^{n x},and the&#8230; …

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• 9Gamma function — For the gamma function of ordinals, see Veblen function. The gamma function along part of the real axis In mathematics, the gamma function (represented by the capital Greek letter&#160;Γ) is an extension of the factorial function, with its&#8230; …

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• 10Distribution de Gumbel — Gumbel Densité de probabilité / Fonction de masse Fonction de répartition …

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• 11Beta-Binomialverteilung — Die Beta Binomialverteilung ist eine univariate diskrete Wahrscheinlichkeitsverteilung, welche als eine Art Verallgemeinerung der Binomialverteilung angesehen werden kann, da in dieser die Wahrscheinlichkeit von x Erfolgen auf n bei gegebener&#8230; …

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• 12Gamma ray — Gamma rays (denoted as gamma;) are a form of electromagnetic radiation or light emission of frequencies produced by sub atomic particle interactions, such as electron positron annihilation or radioactive decay. Gamma rays are generally&#8230; …

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• 13Distribution de Lévy — Densité de probabilité / Fonction de masse Fonction de répartition …

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• 14Beta function — This article is about Euler beta function. For other uses, see Beta function (disambiguation). In mathematics, the beta function, also called the Euler integral of the first kind, is a special function defined by for The beta function was studied …

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• 15Beta wavelet — Continuous wavelets of compact support can be built [1] , which are related to the beta distribution. The process is derived from probability distributions using blur derivative. These new wavelets have just one cycle, so they are termed unicycle …

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• 16Distribution Gamma — Loi Gamma Densité de probabilité / Fonction de masse Fonction de répartition &gt; …

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• 17Gamma spectroscopy — The gamma ray spectrum of natural uranium, showing about a dozen discrete lines superimposed on a smooth continuum, allows the identification the nuclides 226Ra, 214Pb, and 214Bi of the uranium decay chain. Gamma ray spectroscopy is the&#8230; …

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• 18Gamma-synuclein — Synuclein, gamma (breast cancer specific protein 1), also known as SNCG, is a human gene.cite web | title = Entrez Gene: SNCG synuclein, gamma (breast cancer specific protein 1)| url = http://www.ncbi.nlm.nih.gov/sites/entrez?Db=gene&#8230; …

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• 19Distribution d'Erlang — Erlang Densité de probabilité / Fonction de masse Fonction de répartition …

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• 20Distribution de Weibull — Weibull Densité de probabilité / Fonction de masse Fonction de répartition …

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