Wolfram Language & System 10.3 (2015)|Legacy Documentation

This is documentation for an earlier version of the Wolfram Language.View current documentation (Version 11.2)

Functions Used in Statistics

The Wolfram Language's sophisticated algorithms for handling higher mathematical functions to arbitrary precisionand in symbolic formimmediately brings a new level of accuracyand analytical capabilityto statistical computation.


Erf, Erfc integrals of the normal distribution

InverseErf, InverseErfc confidence intervals of the normal distribution

BetaRegularized CDF of Student distribution

InverseBetaRegularized quantiles of Student and beta distributions

GammaRegularized CDF of gamma and Poisson distributions

InverseGammaRegularized quantiles of gamma and related distributions

MarcumQ CDF of Rice and Skellam distributions

OwenT part of CDF of skew normal distribution

Binomial  ▪  Multinomial  ▪  Beta  ▪  Gamma  ▪  Exp  ▪  Log  ▪  Floor  ▪  Factorial (!)

HypergeometricPFQ  ▪  Hypergeometric1F1  ▪  Hypergeometric2F1Regularized

RankedMin, RankedMax order statistics of vectors of variables

Statistical Distributions »

NormalDistribution  ▪  ChiSquareDistribution  ▪  StudentTDistribution  ▪  LogNormalDistribution  ▪  BetaDistribution  ▪  ExtremeValueDistribution  ▪  ...

PoissonDistribution  ▪  BinomialDistribution  ▪  HypergeometricDistribution  ▪  ...