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Distributions

.rst-content table.docutils { width: 100%; table-layout: fixed; } table.docutils .line-block { margin-left: 0; margin-bottom: 0; } table.docutils code.literal { color: initial; } code.docutils { background: initial; }
.. toctree::
   :maxdepth: 2

   bernoulli

:ref:`dbern <dbern-func-ref1>` density function of the Bernoulli distribution
:ref:`pbern <pbern-func-ref1>` distribution function of the Bernoulli distribution
:ref:`qbern <qbern-func-ref1>` quantile function of the Bernoulli distribution
:ref:`rbern <rbern-func-ref1>` random sampling function of the Bernoulli distribution
.. toctree::
   :maxdepth: 2

   beta

:ref:`dbeta <dbeta-func-ref1>` density function of the Beta distribution
:ref:`pbeta <pbeta-func-ref1>` distribution function of the Beta distribution
:ref:`qbeta <qbeta-func-ref1>` quantile function of the Beta distribution
:ref:`rbeta <rbeta-func-ref1>` random sampling function of the Beta distribution
.. toctree::
   :maxdepth: 2

   binomial

:ref:`dbinom <dbinom-func-ref1>` density function of the Binomial distribution
:ref:`pbinom <pbinom-func-ref1>` distribution function of the Binomial distribution
:ref:`qbinom <qbinom-func-ref1>` quantile function of the Binomial distribution
:ref:`rbinom <rbinom-func-ref1>` random sampling function of the Binomial distribution
.. toctree::
   :maxdepth: 2

   cauchy

:ref:`dcauchy <dcauchy-func-ref1>` density function of the Cauchy distribution
:ref:`pcauchy <pcauchy-func-ref1>` distribution function of the Cauchy distribution
:ref:`qcauchy <qcauchy-func-ref1>` quantile function of the Cauchy distribution
:ref:`rcauchy <rcauchy-func-ref1>` random sampling function of the Cauchy distribution
.. toctree::
   :maxdepth: 2

   chi-squared

:ref:`dchisq <dchisq-func-ref1>` density function of the Chi-squared distribution
:ref:`pchisq <pchisq-func-ref1>` distribution function of the Chi-squared distribution
:ref:`qchisq <qchisq-func-ref1>` quantile function of the Chi-squared distribution
:ref:`rchisq <rchisq-func-ref1>` random sampling function of the Chi-squared distribution
.. toctree::
   :maxdepth: 2

   exponential

:ref:`dexp <dexp-func-ref1>` density function of the Exponential distribution
:ref:`pexp <pexp-func-ref1>` distribution function of the Exponential distribution
:ref:`qexp <qexp-func-ref1>` quantile function of the Exponential distribution
:ref:`rexp <rexp-func-ref1>` random sampling function of the Exponential distribution
.. toctree::
   :maxdepth: 2

   f

:ref:`df <df-func-ref1>` density function of the F-distribution
:ref:`pf <pf-func-ref1>` distribution function of the F-distribution
:ref:`qf <qf-func-ref1>` quantile function of the F-distribution
:ref:`rf <rf-func-ref1>` random sampling function of the F-distribution
.. toctree::
   :maxdepth: 2

   gamma

:ref:`dgamma <dgamma-func-ref1>` density function of the Gamma distribution
:ref:`pgamma <pgamma-func-ref1>` distribution function of the Gamma distribution
:ref:`qgamma <qgamma-func-ref1>` quantile function of the Gamma distribution
:ref:`rgamma <rgamma-func-ref1>` random sampling function of the Gamma distribution
.. toctree::
   :maxdepth: 2

   inverse-gamma

:ref:`dinvgamma <dinvgamma-func-ref1>` density function of the inverse Gamma distribution
:ref:`pinvgamma <pinvgamma-func-ref1>` distribution function of the inverse Gamma distribution
:ref:`qinvgamma <qinvgamma-func-ref1>` quantile function of the inverse Gamma distribution
:ref:`rinvgamma <rinvgamma-func-ref1>` random sampling function of the inverse Gamma distribution
.. toctree::
   :maxdepth: 2

   inverse-gaussian

:ref:`dinvgauss <dinvgauss-func-ref1>` density function of the inverse Gaussian distribution
:ref:`pinvgauss <pinvgauss-func-ref1>` distribution function of the inverse Gaussian distribution
:ref:`qinvgauss <qinvgauss-func-ref1>` quantile function of the inverse Gaussian distribution
:ref:`rinvgauss <rinvgauss-func-ref1>` random sampling function of the inverse Gaussian distribution
.. toctree::
   :maxdepth: 2

   inverse-wishart

:ref:`dinvwish <dinvwish-func-ref1>` density function of the inverse Wishart distribution
:ref:`rinvwish <rinvwish-func-ref1>` random sampling function of the inverse Wishart distribution
.. toctree::
   :maxdepth: 2

   laplace

:ref:`dlaplace <dlaplace-func-ref1>` density function of the Laplace distribution
:ref:`plaplace <plaplace-func-ref1>` distribution function of the Laplace distribution
:ref:`qlaplace <qlaplace-func-ref1>` quantile function of the Laplace distribution
:ref:`rlaplace <rlaplace-func-ref1>` random sampling function of the Laplace distribution
.. toctree::
   :maxdepth: 2

   log-normal

:ref:`dlnorm <dlnorm-func-ref1>` density function of the log Normal distribution
:ref:`plnorm <plnorm-func-ref1>` distribution function of the log Normal distribution
:ref:`qlnorm <qlnorm-func-ref1>` quantile function of the log Normal distribution
:ref:`rlnorm <rlnorm-func-ref1>` random sampling function of the log Normal distribution
.. toctree::
   :maxdepth: 2

   logistic

:ref:`dlogis <dlogis-func-ref1>` density function of the Logistic distribution
:ref:`plogis <plogis-func-ref1>` distribution function of the Logistic distribution
:ref:`qlogis <qlogis-func-ref1>` quantile function of the Logistic distribution
:ref:`rlogis <rlogis-func-ref1>` random sampling function of the Logistic distribution
.. toctree::
   :maxdepth: 2

   multivariate-normal

:ref:`dmvnorm <dmvnorm-func-ref1>` density function of the Multivariate Normal Distribution
:ref:`rmvnorm <rmvnorm-func-ref1>` random sampling function of the Multivariate Normal distribution
.. toctree::
   :maxdepth: 2

   normal

:ref:`dnorm <dnorm-func-ref1>` density function of the Normal distribution
:ref:`pnorm <pnorm-func-ref1>` distribution function of the Normal distribution
:ref:`qnorm <qnorm-func-ref1>` quantile function of the Normal distribution
:ref:`rnorm <rnorm-func-ref1>` random sampling function of the Normal distribution
.. toctree::
   :maxdepth: 2

   poisson

:ref:`dpois <dpois-func-ref1>` density function of the Poisson distribution
:ref:`ppois <ppois-func-ref1>` distribution function of the Poisson distribution
:ref:`qpois <qpois-func-ref1>` quantile function of the Poisson distribution
:ref:`rpois <rpois-func-ref1>` random sampling function of the Poisson distribution
.. toctree::
   :maxdepth: 2

   rademacher

:ref:`dradem <dradem-func-ref1>` density function of the Rademacher distribution
:ref:`pradem <pradem-func-ref1>` distribution function of the Rademacher distribution
:ref:`qradem <qradem-func-ref1>` quantile function of the Rademacher distribution
:ref:`rradem <rradem-func-ref1>` random sampling function of the Rademacher distribution
.. toctree::
   :maxdepth: 2

   t

:ref:`dt <dt-func-ref1>` density function of the t-distribution
:ref:`pt <pt-func-ref1>` distribution function of the t-distribution
:ref:`qt <qt-func-ref1>` quantile function of the t-distribution
:ref:`rt <rt-func-ref1>` random sampling function of the t-distribution
.. toctree::
   :maxdepth: 2

   uniform

:ref:`dunif <dunif-func-ref1>` density function of the Uniform distribution
:ref:`punif <punif-func-ref1>` distribution function of the Uniform distribution
:ref:`qnorm <qunif-func-ref1>` quantile function of the Uniform distribution
:ref:`runif <runif-func-ref1>` random sampling function of the Uniform distribution
.. toctree::
   :maxdepth: 2

   weibull

:ref:`dweibull <dweibull-func-ref1>` density function of the Weibull distribution
:ref:`pweibull <pweibull-func-ref1>` distribution function of the Weibull distribution
:ref:`qweibull <qweibull-func-ref1>` quantile function of the Weibull distribution
:ref:`rweibull <rweibull-func-ref1>` random sampling function of the Weibull distribution
.. toctree::
   :maxdepth: 2

   wishart

:ref:`dwish <dwish-func-ref1>` density function of the Wishart distribution
:ref:`rwish <rwish-func-ref1>` random sampling function of the Wishart distribution