ParaMonte Fortran 2.0.0
Parallel Monte Carlo and Machine Learning Library
See the latest version documentation. |
This is the derived type for generating test integrand objects of the Probability Density Function of the GenExpGamma distribution. More...
Public Member Functions | |
procedure | get => getIntGenExpGammaPDF |
Public Member Functions inherited from pm_quadTest::integrand_type | |
procedure(get_proc), deferred | get |
The function member returning the value of the unweighted integrand (whether Cauchy/sin/cos/algebraically types of weights) at a specified input point x . More... | |
Public Attributes | |
real(RKH) | kappa |
The shape parameter of the GenExpGamma distribution. More... | |
real(RKH) | invOmega |
The inverse of the scale parameter of the GenExpGamma distribution. More... | |
real(RKH) | logSigma |
The location parameter of the GenExpGamma distribution. More... | |
real(RKH) | logPDFNF |
The natural logarithm of the normalization factor of the GenExpGamma distribution. More... | |
Public Attributes inherited from pm_quadTest::integrand_type | |
real(RKH) | lb |
The scalar of type real of the highest kind supported by the library RKH, containing the lower limit of integration. More... | |
real(RKH) | ub |
The scalar of type real of the highest kind supported by the library RKH, containing the upper limit of integration. More... | |
real(RKH) | integral |
The scalar of type real of the highest kind supported by the library RKH, containing the true result of integration. More... | |
real(RKH), dimension(:), allocatable | break |
The scalar of type real of the highest kind supported by the library RKH, containing the points of difficulties of integration. More... | |
type(wcauchy_type), allocatable | wcauchy |
The scalar of type wcauchy_type, containing the Cauchy singularity of the integrand. More... | |
character(:, SK), allocatable | desc |
The scalar allocatable character of default kind SK containing a description of the integrand and integration limits and difficulties. More... | |
This is the derived type for generating test integrand objects of the Probability Density Function of the GenExpGamma distribution.
The full integrand is the PDF of the GenExpGamma distribution as defined in the documentation of pm_distGenExpGamma, with an integral value of 1
over its full support \(x \in (-\infty, +\infty)\).
[in] | lb | : The input scalar of type real of kind RKH, containing the lower limit of integration.(optional, default = getInfNeg(real(0,kind(lb))) |
[in] | ub | : The input scalar of the same type and kind as lb , containing the upper limit of integration.(optional, default = getInfPos(real(0,kind(ub))) |
[in] | kappa | : The input scalar of the same type and kind as lb , representing the shape parameter of the GenExpGamma distribution.(optional, default = 1. ) |
[in] | invOmega | : The input scalar of the same type and kind as lb , representing the inverse of the scale parameter of the GenExpGamma distribution.(optional, default = 1. ) |
[in] | logSigma | : The input scalar of the same type and kind as lb , representing the location parameter of the GenExpGamma distribution.(optional, default = 0 ) |
Possible calling interfaces ⛓
Final Remarks ⛓
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Definition at line 1349 of file pm_quadTest.F90.
procedure pm_quadTest::intGenExpGammaPDF_type::get |
Definition at line 1355 of file pm_quadTest.F90.
References pm_kind::RKH.
real(RKH) pm_quadTest::intGenExpGammaPDF_type::invOmega |
The inverse of the scale parameter of the GenExpGamma distribution.
Definition at line 1351 of file pm_quadTest.F90.
real(RKH) pm_quadTest::intGenExpGammaPDF_type::kappa |
The shape parameter of the GenExpGamma distribution.
Definition at line 1350 of file pm_quadTest.F90.
real(RKH) pm_quadTest::intGenExpGammaPDF_type::logPDFNF |
The natural logarithm of the normalization factor of the GenExpGamma distribution.
Definition at line 1353 of file pm_quadTest.F90.
real(RKH) pm_quadTest::intGenExpGammaPDF_type::logSigma |
The location parameter of the GenExpGamma distribution.
Definition at line 1352 of file pm_quadTest.F90.