ParaMonte Fortran 2.0.0 Parallel Monte Carlo and Machine Learning LibrarySee the latest version documentation.
pm_distKolm.F90 File Reference

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## Data Types

type  pm_distKolm::distKolm_type
This is the derived type for signifying distributions that are of type Kolmogorov as defined in the description of pm_distKolm. More...

interface  pm_distKolm::getKolmPDF
Generate and return the Probability Density Function (PDF) of the Kolmogorov distribution for an input x within the support of the distribution $$X \in [0, +\infty)$$. More...

interface  pm_distKolm::setKolmPDF
Return the Probability Density Function (PDF) of the Kolmogorov distribution for an input x within the support of the distribution $$X \in [0, +\infty)$$. More...

interface  pm_distKolm::getKolmCDF
Generate and return the Cumulative Distribution Function (CDF) of the Kolmogorov distribution for an input x within the support of the distribution $$X \in [0, +\infty)$$. More...

interface  pm_distKolm::setKolmCDF
Return the Cumulative Distribution Function (CDF) of the Kolmogorov distribution for an input x within the support of the distribution $$X \in [0, +\infty)$$. More...

interface  pm_distKolm::getKolmQuan
Generate and return a scalar (or array of arbitrary rank) of the quantile corresponding to the specified CDF of Kolmogorov distribution. More...

interface  pm_distKolm::setKolmQuan
Return a scalar (or array of arbitrary rank) of the quantile corresponding to the specified CDF of Kolmogorov distribution. More...

interface  pm_distKolm::getKolmRand
Generate and return a scalar (or array of arbitrary rank) of the random value(s) from the Kolmogorov distribution.
More...

interface  pm_distKolm::setKolmRand
Return a scalar (or array of arbitrary rank) of the random value(s) from the Kolmogorov distribution. More...

## Modules

module  pm_distKolm
This module contains classes and procedures for computing various statistical quantities related to the Kolmogorov distribution.

## Variables

character(*, SK), parameter pm_distKolm::MODULE_NAME = "@pm_distKolm"