Univariate Distribution Relationships

Discrete

• Benford - <>
• Bernoulli - <>
• Betabinomial - <>
• Betapascal - <>
• Binomial - <>
• Discreteuniform - <>
• Discreteweibull - <>
• Gammapoisson - <>
• Geometric - <>
• Hypergeometric - <>
• Logarithm - <>
• Negativehypergeometric - <>
• Pascal - <>
• Poisson - <>
• Polya - <>
• Powerseries - <>
• Rectangular - <>
• Zeta - <>
• Zipf - <>

Continuous

• Arcsin - <>
• Arctangent - <>
• Beta - <>
• Cauchy - <>
• Chi - <>
• Chisquare - <>
• Doublynoncentralf - <>
• Doublynoncentralt - <>
• Erlang - <>
• Error - <>
• Exponential - <>
• Exponentialpower - <>
• Extremevalue - <>
• F - <>
• Gamma - <>
• Gammanormal - <>
• Generalizedgamma - <>
• Generalizedpareto - <>
• Gompertz - <>
• Hyperbolicsecant - <>
• Hyperexponential - <>
• Hypoexponential - <>
• IDB - <>
• Inversegaussian - <>
• Invertedbeta - <>
• Invertedgamma - <>
• Kolmogorovsmirnov - <>
• Laplace - <>
• Loggamma - <>
• Loglogistic - <>
• Lognormal - <>
• Logistic - <>
• Logisticexponential - <>
• Lomax - <>
• Makeham - <>
• Minimax - <>
• Muth - <>
• Noncentralbeta - <>
• Noncentralchisquare - <>
• Noncentralf - <>
• Noncentralt - <>
• Normal - <>
• Pareto - <>
• Power - <>
• Rayleigh - <>
• Standardcauchy - <>
• Standardnormal - <>
• Standardpower - <>
• Standardtriangular - <>
• Standarduniform - <>
• T - <>
• Triangular - <>
• Tsp - <>
• Uniform - <>
• Vonmises - <>
• Wald - <>
• Weibull - <>