Discrete Random Variables: Cumulative Distribution Functions and Probability Density Functions
Binomial cumulative distribution function.................................................................. BINDF
Binomial probability density function....................................................................... BINPR
Geometric cumulative distribution function............................................................. GEODF
Inverse of the Geometric cumulative distribution function........................................... GEOIN
Geometric probability density function................................................................... GEOPR
Hypergeometric cumulative distribution function...................................................... HYPDF
Hypergeometric probability density function............................................................ HYPPR
Poisson cumulative distribution function.................................................................. POIDF
Poisson probability density function........................................................................ POIPR
Discrete uniform cumulative distribution function..................................................... UNDDF
Inverse of the discrete uniform
cumulative
distribution
function...............................................................................................
UNDIN
Discrete uniform probablility density function.......................................................... UNDPR
Continuous Random Variables:
Distribution Functions and
Their Inverses
Kolmogorov-Smirnov one-sided
statistic cumulative distribution
function................................................................ AKS1DF
Kolmogorov-Smirnov two-sided
statistic cumulative distribution
function................................................................ AKS2DF
Lognormal cumulative distribution function.............................................................. ALNDF
Inverse of the lognormal cumulative distribution function............................................. ALNIN
Lognormal probability density function.................................................................... ALNPR
Normal (Gaussian) cumulative distribution function............................................... ANORDF
Inverse of the normal cumulative distribution function.............................................. ANORIN
Normal (Gaussian) probability density function..................................................... ANORPR
Beta cumulative distribution function....................................................................... BETDF
Inverse of the beta cumulative distribution function.................................................... BETIN
Beta probability density function............................................................................ BETPR
Noncentral beta cumulative distribution function.................................................... BETNDF
Inverse
of the noncentral beta cumulative
distribution
function..............................................................................................
BETNIN
Noncentral beta probability density function.......................................................... BETNPR
Bivariate normal cumulative distribution function...................................................... BNRDF
Chi-squared cumulative distribution function............................................................. CHIDF
Inverse of the chi-squared cumulative distribution function........................................... CHIIN
Chi-squared probability density function................................................................... CHIPR
Noncentral chi-squared cumulative distribution function............................................ CSNDF
Inverse of the noncentral
chi-squared
cumulative distribution
function...............................................................................
CSNIN
Noncentral chi-squared probability density function ................................................ CSNPR
Exponential cumulative distribution function............................................................ EXPDF
Inverse of the exponential
cumulative
distribution
function................................................................................................
EXPIN
Exponential probability density function.................................................................. EXPPR
Extreme value cumulative distribution function......................................................... EXVDF
Inverse of the Extreme value
cumulative
distribution
function................................................................................................
EXVIN
Extreme value probability density function.............................................................. EXVPR
F cumulative distribution function................................................................................ FDF
Inverse of the F cumulative distribution function............................................................. FIN
F probability density function..................................................................................... FPR
Noncentral F cumulative distribution function............................................................. FNDF
Inverse
of the noncentral F cumulative
distribution
function..................................................................................................
FNIN
Noncentral F probability density function.................................................................. FNPR
Gamma cumulative distribution function................................................................. GAMDF
Inverse of the gamma cumulative distribution function............................................... GAMIN
Gamma probability density function...................................................................... GAMPR
Rayleigh’s cumulative distribution function.............................................................. RALDF
Inverse of Rayleigh’s cumulative distribution function................................................. RALIN
Raleigh probability density function........................................................................ RALPR
Student’s t cumulative distribution function.................................................................. TDF
Inverse of the Student’s t cumulative distribution function............................................... TIN
Student’s t probability density function........................................................................ TPR
Noncentral Student’s t cumulative distribution function............................................... TNDF
Inverse of the noncentral Student’s
t cumulative
distribution
function..................................................................................................
TNIN
Noncentral Student's t probability density function..................................................... TNPR
Uniform cumulative distribution function.................................................................... UNDF
Inverse of the uniform cumulative distribution function.................................................. UNIN
Uniform probability density function.......................................................................... UNPR
Weibull cumulative distribution function.................................................................. WBLDF
Inverse of the Weibull cumulative distribution function............................................... WBLIN
Weibull probability density function....................................................................... WBLPR
General Continuous Random Variables
Distribution function given ordinates of density.......................................................... GCDF
Inverse of distribution function given ordinates of density............................................. GCIN
Inverse of distribution function given subprogram....................................................... GFNIN
Parameter Estimation
Maximum likelihood estimation for
univariate
probability
distributions.............................................................................................
MLE
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