DPQ (Density, Probability, Quantile) Distribution Computations using MPFR

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Documentation for package ‘DPQmpfr’ version 0.3-3

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DPQmpfr-package DPQ (Density, Probability, Quantile) Distribution Computations using MPFR
algdivM Compute log(gamma(b)/gamma(a+b)) Accurately, also via 'Rmpfr'
dbetaD94 Ding(1994) (non-central) Beta Distribution Functions
dhyperQ Exact Hypergeometric Distribution Probabilites
dntJKBm Non-central t-Distribution Density
DPQmpfr DPQ (Density, Probability, Quantile) Distribution Computations using MPFR
dtWVm Non-central t-Distribution Density
gam1M Compute 1/Gamma(x+1) - 1 Accurately
gamln1 Compute log( Gamma(x+1) ) Arbitrarily (MPFR) Accurately
ldexp Numeric / Mpfr Utilities for DPQmpfr
lgamma1pM Compute log( Gamma(x+1) ) Arbitrarily (MPFR) Accurately
pbetaD94 Ding(1994) (non-central) Beta Distribution Functions
pbeta_ser Beta Distribution Function - 'BPSER' Series Expansion from TOMS 708
phyperQ Exact Hypergeometric Distribution Probabilites
phyperQall Exact Hypergeometric Distribution Probabilites
pnormAsymp Asymptotic Approximations of Extreme Tail 'pnorm()' and 'qnorm()'
pnormL_LD10 Bounds for 1-Phi(.) - Mill's Ratio related Bounds for pnorm()
pnormU_S53 Bounds for 1-Phi(.) - Mill's Ratio related Bounds for pnorm()
qbBaha2017 Accurate qbeta() values from Baharev et al (2017)'s Program
qbetaD94 Ding(1994) (non-central) Beta Distribution Functions
qnormAsymp Asymptotic Approximations of Extreme Tail 'pnorm()' and 'qnorm()'
stirlerrM Stirling Formula Approximation Error
stirlerrSer Stirling Formula Approximation Error