#include <IncompleteGammaComplement.h>
Static Public Member Functions | |
static float | ln (float a, float x) |
static float | value (float a, float x) |
Computes the complement Q(a,x)=1-P(a,x) of the incomplete gamma function. Computes its natural logarithm, useful for comparing very small values. source: Numerical Recipes
Definition at line 9 of file IncompleteGammaComplement.h.
float IncompleteGammaComplement::ln | ( | float | a, |
float | x | ||
) | [static] |
Definition at line 25 of file IncompleteGammaComplement.cc.
References create_public_lumi_plots::exp, GammaContinuedFraction(), GammaLn(), GammaSeries(), and create_public_lumi_plots::log.
Referenced by LnChiSquaredProbability().
{ if( x < 0.0 || a <= 0.0 ) edm::LogInfo("IncompleteGammaComplement")<< "IncompleteGammaComplement::invalid arguments"; if( x < (a+1.0) ) // take the complement of the series representation return log(1.-GammaSeries(a,x)*(exp(-x + a*log(x) - GammaLn(a)))); else // use the continued fraction representation return log(GammaContinuedFraction(a,x)) -x + a*log(x) - GammaLn(a); }
float IncompleteGammaComplement::value | ( | float | a, |
float | x | ||
) | [static] |
Definition at line 12 of file IncompleteGammaComplement.cc.
References create_public_lumi_plots::exp, GammaContinuedFraction(), GammaLn(), GammaSeries(), and create_public_lumi_plots::log.
Referenced by ChiSquaredProbability().
{ if( x < 0.0 || a <= 0.0 ) edm::LogInfo("IncompleteGammaComplement")<< "IncompleteGammaComplement::invalid arguments"; if( x < (a+1.0) ) // take the complement of the series representation return 1.-GammaSeries(a,x)*(exp(-x + a*log(x) - GammaLn(a))); else // use the continued fraction representation return GammaContinuedFraction(a,x)*(exp(-x + a*log(x) - GammaLn(a))); }