Classes
class	D0
class	D1
class	D2
class	D3
class	P0
class	P1
class	P2
class	P3
class	Q0
class	Q1
class	Q2
class	Q3
class	BetaGenerator
class	BinomGenerator
class	CauchyGenerator
class	CauchyGenerator_1
class	CauchyGenerator_0
class	ChisqGenerator
class	ExpGenerator
class	ExpGenerator__rate1
class	FGenerator_Finite_Finite
class	FGenerator_NotFinite_Finite
class	FGenerator_Finite_NotFinite
class	GammaGenerator
class	GeomGenerator
class	HyperGenerator
class	LNormGenerator
class	LNormGenerator_1
class	LNormGenerator_0
class	LogisGenerator
class	LogisGenerator_1
class	LogisGenerator_0
class	NBinomGenerator
class	NBinomGenerator_Mu
class	NChisqGenerator
class	NormGenerator
class	NormGenerator__sd1
class	NormGenerator__mean0
class	NormGenerator__mean0__sd1
class	PoissonGenerator
class	SignRankGenerator
class	TGenerator
class	UnifGenerator
class	UnifGenerator__0__1
class	WeibullGenerator
class	WeibullGenerator__scale1
class	WilcoxGenerator

Functions
double	dcauchy_0 (double x, int give_log)
double	dcauchy_1 (double x, double location, int give_log)
double	pcauchy_0 (double x, int lower_tail, int log_p)
double	pcauchy_1 (double x, double location, int lower_tail, int log_p)
double	qcauchy_0 (double p, int lower_tail, int log_p)
double	qcauchy_1 (double p, double location, int lower_tail, int log_p)
double	d_exp_0 (double x, int give_log)
double	q_exp_0 (double p, int lower_tail, int log_p)
double	p_exp_0 (double x, int lower_tail, int log_p)
double	dgamma_1 (double x, double shape, int log_p)
double	pgamma_1 (double x, double alph, int lower_tail, int log_p)
double	qgamma_1 (double p, double alpha, int lower_tail, int log_p)
double	dlnorm_0 (double x, int log_p)
double	dlnorm_1 (double x, double meanlog, int log_p)
double	plnorm_0 (double x, int lower_tail, int log_p)
double	plnorm_1 (double x, double meanlog, int lower_tail, int log_p)
double	qlnorm_0 (double p, int lower_tail, int log_p)
double	qlnorm_1 (double p, double meanlog, int lower_tail, int log_p)
double	dlogis_0 (double x, int give_log)
double	dlogis_1 (double x, double location, int give_log)
double	plogis_0 (double x, int lower_tail, int log_p)
double	plogis_1 (double x, double location, int lower_tail, int log_p)
double	qlogis_0 (double p, int lower_tail, int log_p)
double	qlogis_1 (double p, double location, int lower_tail, int log_p)
double	dnorm_1 (double x, double mu, int give_log)
double	dnorm_0 (double x, int give_log)
double	pnorm_1 (double x, double mu, int lower_tail, int log_p)
double	pnorm_0 (double x, int lower_tail, int log_p)
double	qnorm_1 (double p, double mu, int lower_tail, int log_p)
double	qnorm_0 (double p, int lower_tail, int log_p)
double	dunif_1 (double x, double a, int give_log)
double	dunif_0 (double x, int give_log)
double	punif_1 (double x, double a, int lower_tail, int log_p)
double	punif_0 (double x, int lower_tail, int log_p)
double	qunif_1 (double p, double a, int lower_tail, int log_p)
double	qunif_0 (double p, int lower_tail, int log_p)
double	dweibull_1 (double x, double shape, int give_log)
double	pweibull_1 (double x, double shape, int lower_tail, int log_p)
double	qweibull_1 (double p, double shape, int lower_tail, int log_p)

Function Documentation

◆ d_exp_0()

double Rcpp::stats::d_exp_0	(	double	x,
		int	give_log )

inline

Definition at line 30 of file exp.h.

References give_log, and R_D__0.

◆ dcauchy_0()

double Rcpp::stats::dcauchy_0	(	double	x,
		int	give_log )

inline

Definition at line 28 of file cauchy.h.

References give_log.

◆ dcauchy_1()

double Rcpp::stats::dcauchy_1	(	double	x,
		double	location,
		int	give_log )

inline

Definition at line 32 of file cauchy.h.

References give_log.

◆ dgamma_1()

double Rcpp::stats::dgamma_1	(	double	x,
		double	shape,
		int	log_p )

inline

Definition at line 30 of file gamma.h.

References ML_POSINF, and R_D__0.

◆ dlnorm_0()

double Rcpp::stats::dlnorm_0	(	double	x,
		int	log_p )

inline

Definition at line 30 of file lnorm.h.

References R_D__0.

◆ dlnorm_1()

double Rcpp::stats::dlnorm_1	(	double	x,
		double	meanlog,
		int	log_p )

inline

Definition at line 47 of file lnorm.h.

References R_D__0.

◆ dlogis_0()

double Rcpp::stats::dlogis_0	(	double	x,
		int	give_log )

inline

Definition at line 28 of file logis.h.

References give_log.

◆ dlogis_1()

double Rcpp::stats::dlogis_1	(	double	x,
		double	location,
		int	give_log )

inline

Definition at line 40 of file logis.h.

References give_log.

◆ dnorm_0()

double Rcpp::stats::dnorm_0	(	double	x,
		int	give_log )

inline

Definition at line 43 of file norm.h.

References give_log, and R_D__0.

◆ dnorm_1()

double Rcpp::stats::dnorm_1	(	double	x,
		double	mu,
		int	give_log )

inline

Definition at line 28 of file norm.h.

References give_log, ML_NAN, and R_D__0.

◆ dunif_0()

double Rcpp::stats::dunif_0	(	double	x,
		int	give_log )

inline

Definition at line 34 of file unif.h.

References give_log, and R_D__0.

◆ dunif_1()

double Rcpp::stats::dunif_1	(	double	x,
		double	a,
		int	give_log )

inline

Definition at line 30 of file unif.h.

References give_log.

◆ dweibull_1()

double Rcpp::stats::dweibull_1	(	double	x,
		double	shape,
		int	give_log )

inline

Definition at line 30 of file weibull.h.

References give_log, ML_POSINF, Rcpp::pow(), and R_D__0.

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◆ p_exp_0()

double Rcpp::stats::p_exp_0	(	double	x,
		int	lower_tail,
		int	log_p )

inline

Definition at line 54 of file exp.h.

References R_D_exp, and R_DT_0.

◆ pcauchy_0()

double Rcpp::stats::pcauchy_0	(	double	x,
		int	lower_tail,
		int	log_p )

inline

Definition at line 36 of file cauchy.h.

◆ pcauchy_1()

double Rcpp::stats::pcauchy_1	(	double	x,
		double	location,
		int	lower_tail,
		int	log_p )

inline

Definition at line 40 of file cauchy.h.

◆ pgamma_1()

double Rcpp::stats::pgamma_1	(	double	x,
		double	alph,
		int	lower_tail,
		int	log_p )

inline

Definition at line 56 of file gamma.h.

◆ plnorm_0()

double Rcpp::stats::plnorm_0	(	double	x,
		int	lower_tail,
		int	log_p )

inline

Definition at line 65 of file lnorm.h.

References pnorm_0(), and R_DT_0.

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◆ plnorm_1()

double Rcpp::stats::plnorm_1	(	double	x,
		double	meanlog,
		int	lower_tail,
		int	log_p )

inline

Definition at line 76 of file lnorm.h.

References pnorm_1(), and R_DT_0.

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◆ plogis_0()

double Rcpp::stats::plogis_0	(	double	x,
		int	lower_tail,
		int	log_p )

inline

Definition at line 54 of file logis.h.

References R_P_bounds_Inf_01.

◆ plogis_1()

double Rcpp::stats::plogis_1	(	double	x,
		double	location,
		int	lower_tail,
		int	log_p )

inline

Definition at line 69 of file logis.h.

References R_P_bounds_Inf_01.

◆ pnorm_0()

double Rcpp::stats::pnorm_0	(	double	x,
		int	lower_tail,
		int	log_p )

inline

Definition at line 78 of file norm.h.

References R_DT_0, and R_DT_1.

Referenced by plnorm_0().

◆ pnorm_1()

double Rcpp::stats::pnorm_1	(	double	x,
		double	mu,
		int	lower_tail,
		int	log_p )

inline

Definition at line 56 of file norm.h.

References ML_NAN, R_DT_0, and R_DT_1.

Referenced by plnorm_1().

◆ punif_0()

double Rcpp::stats::punif_0	(	double	x,
		int	lower_tail,
		int	log_p )

inline

Definition at line 50 of file unif.h.

References R_D_val, R_DT_0, and R_DT_1.

◆ punif_1()

double Rcpp::stats::punif_1	(	double	x,
		double	a,
		int	lower_tail,
		int	log_p )

inline

Definition at line 46 of file unif.h.

◆ pweibull_1()

double Rcpp::stats::pweibull_1	(	double	x,
		double	shape,
		int	lower_tail,
		int	log_p )

inline

Definition at line 49 of file weibull.h.

References Rcpp::pow(), R_D_exp, and R_DT_0.

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◆ q_exp_0()

double Rcpp::stats::q_exp_0	(	double	p,
		int	lower_tail,
		int	log_p )

inline

Definition at line 42 of file exp.h.

References R_DT_0, and R_DT_Clog.

◆ qcauchy_0()

double Rcpp::stats::qcauchy_0	(	double	p,
		int	lower_tail,
		int	log_p )

inline

Definition at line 44 of file cauchy.h.

◆ qcauchy_1()

double Rcpp::stats::qcauchy_1	(	double	p,
		double	location,
		int	lower_tail,
		int	log_p )

inline

Definition at line 47 of file cauchy.h.

◆ qgamma_1()

double Rcpp::stats::qgamma_1	(	double	p,
		double	alpha,
		int	lower_tail,
		int	log_p )

inline

Definition at line 59 of file gamma.h.

◆ qlnorm_0()

double Rcpp::stats::qlnorm_0	(	double	p,
		int	lower_tail,
		int	log_p )

inline

Definition at line 87 of file lnorm.h.

References ML_POSINF, and R_Q_P01_boundaries.

◆ qlnorm_1()

double Rcpp::stats::qlnorm_1	(	double	p,
		double	meanlog,
		int	lower_tail,
		int	log_p )

inline

Definition at line 97 of file lnorm.h.

References ML_POSINF, and R_Q_P01_boundaries.

◆ qlogis_0()

double Rcpp::stats::qlogis_0	(	double	p,
		int	lower_tail,
		int	log_p )

inline

Definition at line 84 of file logis.h.

References ML_NEGINF, ML_POSINF, and R_Q_P01_boundaries.

◆ qlogis_1()

double Rcpp::stats::qlogis_1	(	double	p,
		double	location,
		int	lower_tail,
		int	log_p )

inline

Definition at line 106 of file logis.h.

References ML_NEGINF, ML_POSINF, and R_Q_P01_boundaries.

◆ qnorm_0()

double Rcpp::stats::qnorm_0	(	double	p,
		int	lower_tail,
		int	log_p )

inline

Definition at line 103 of file norm.h.

◆ qnorm_1()

double Rcpp::stats::qnorm_1	(	double	p,
		double	mu,
		int	lower_tail,
		int	log_p )

inline

Definition at line 98 of file norm.h.

◆ qunif_0()

double Rcpp::stats::qunif_0	(	double	p,
		int	lower_tail,
		int	log_p )

inline

Definition at line 79 of file unif.h.

References R_DT_qIv, and R_Q_P01_check.

◆ qunif_1()

double Rcpp::stats::qunif_1	(	double	p,
		double	a,
		int	lower_tail,
		int	log_p )

inline

Definition at line 65 of file unif.h.

References R_DT_qIv, and R_Q_P01_check.

◆ qweibull_1()

double Rcpp::stats::qweibull_1	(	double	p,
		double	shape,
		int	lower_tail,
		int	log_p )

inline

Definition at line 67 of file weibull.h.

References ML_POSINF, R_DT_Clog, and R_Q_P01_boundaries.

Classes

Functions

Function Documentation

◆ d_exp_0()

◆ dcauchy_0()

◆ dcauchy_1()

◆ dgamma_1()

◆ dlnorm_0()

◆ dlnorm_1()

◆ dlogis_0()

◆ dlogis_1()

◆ dnorm_0()

◆ dnorm_1()

◆ dunif_0()

◆ dunif_1()

◆ dweibull_1()

◆ p_exp_0()

◆ pcauchy_0()

◆ pcauchy_1()

◆ pgamma_1()

◆ plnorm_0()

◆ plnorm_1()

◆ plogis_0()

◆ plogis_1()

◆ pnorm_0()

◆ pnorm_1()

◆ punif_0()

◆ punif_1()

◆ pweibull_1()

◆ q_exp_0()

◆ qcauchy_0()

◆ qcauchy_1()

◆ qgamma_1()

◆ qlnorm_0()

◆ qlnorm_1()

◆ qlogis_0()

◆ qlogis_1()

◆ qnorm_0()

◆ qnorm_1()

◆ qunif_0()

◆ qunif_1()

◆ qweibull_1()