Closed form distributions, based on the incomplete gamma function#
- !!!Boost: Chi Distribution
- Boost: Chi-Squared distribution
Ctx.chi_squared_pdf()Ctx.chi_squared_cdf()Ctx.chi_squared_qtf()ctx.dist_chi_squareddist_chi_squared.pdf()dist_chi_squared.cdf()dist_chi_squared.sf()dist_chi_squared.qtf()dist_chi_squared.isf()dist_chi_squared.c_x()dist_chi_squared.m_x()dist_chi_squared.k_x()dist_chi_squared.moments()dist_chi_squared.cumulants()ctx.chi_squared_recurrence()ctx.chi_squared_gp()ctx.chi_squared_ecf()ctx.chi_squared_ecf_inv()ctx.chi_squared_spa()ctx.chi_squared_spa_inv()
- Boost: Gamma (Pearson Type III, Erlang) distribution
- Boost: Inverse chisquared distribution
Ctx.invchisquared_pdf()Ctx.invchisquared_cdf()Ctx.invchisquared_qtf()ctx.dist_invchisquareddist_invchisquared.pdf()dist_invchisquared.cdf()dist_invchisquared.sf()dist_invchisquared.qtf()dist_invchisquared.isf()dist_invchisquared.c_x()dist_invchisquared.m_x()dist_invchisquared.k_x()dist_invchisquared.moments()dist_invchisquared.cumulants()
- Boost: Inverse Gamma (Pearson Type V) distribution
- !!!Boost: Maxwell Distribution
- !!!Boost: Nakagami distribution
- Amoroso distribution
- Distribution of the logarithm of a \(\chi^2\) random variable
ctx.dist_logrv_chisquareddist_logrv_chisquared.pdf()dist_logrv_chisquared.cdf()dist_logrv_chisquared.sf()dist_logrv_chisquared.qtf()dist_logrv_chisquared.isf()dist_logrv_chisquared.c_x()dist_logrv_chisquared.m_x()dist_logrv_chisquared.k_x()dist_logrv_chisquared.moments()dist_logrv_chisquared.cumulants()ctx.logrv_chisquared_ecf()ctx.logrv_chisquared_ecf_inv()
- Hypoexponential (Generalized Erlang) Distribution
ctx.dist_hypoexponentialdist_hypoexponential.pdf()dist_hypoexponential.cdf()dist_hypoexponential.sf()dist_hypoexponential.qtf()dist_hypoexponential.isf()dist_hypoexponential.c_x()dist_hypoexponential.m_x()dist_hypoexponential.k_x()dist_hypoexponential.moments()dist_hypoexponential.cumulants()
- Lindley distribution (generalized)
- Skew exponential power distribution
- Stacy (generalized gamma) distribution