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WSJT-X/boost/libs/math/reporting/accuracy/bindings.hpp

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// Copyright John Maddock 2015.
// Use, modification and distribution are subject to the
// Boost Software License, Version 1.0. (See accompanying file
// LICENSE_1_0.txt or copy at http://www.boost.org/LICENSE_1_0.txt)
#ifndef BOOST_MATH_BINDINGS
#define BOOST_MATH_BINDINGS
#define ERROR_REPORTING_MODE
#if TEST_LIBSTDCXX
#include <tr1/cmath>
#include <stdexcept>
#define TEST_LIBRARY_NAME "<tr1/cmath>"
#define LOG1P_FUNCTION_TO_TEST std::tr1::log1p
#define EXPM1_FUNCTION_TO_TEST std::tr1::log1p
#define CBRT_FUNCTION_TO_TEST std::tr1::cbrt
#define ERF_FUNCTION_TO_TEST std::tr1::erf
#define ERFC_FUNCTION_TO_TEST std::tr1::erfc
#define LGAMMA_FUNCTION_TO_TEST std::tr1::lgamma
#define TGAMMA_FUNCTION_TO_TEST std::tr1::tgamma
#define BESSEL_I_FUNCTION_TO_TEST std::tr1::cyl_bessel_i
#define BESSEL_IN_FUNCTION_TO_TEST std::tr1::cyl_bessel_i
#define BESSEL_J_FUNCTION_TO_TEST std::tr1::cyl_bessel_j
#define BESSEL_JN_FUNCTION_TO_TEST std::tr1::cyl_bessel_j
#define BESSEL_JS_FUNCTION_TO_TEST std::tr1::sph_bessel
#define BESSEL_K_FUNCTION_TO_TEST std::tr1::cyl_bessel_k
#define BESSEL_KN_FUNCTION_TO_TEST std::tr1::cyl_bessel_k
#define BESSEL_Y_FUNCTION_TO_TEST std::tr1::cyl_neumann
#define BESSEL_YN_FUNCTION_TO_TEST std::tr1::cyl_neumann
#define BESSEL_YS_FUNCTION_TO_TEST std::tr1::sph_neumann
#define BETA_FUNCTION_TO_TEST std::tr1::beta
#define ELLINT_1_FUNCTION_TO_TEST std::tr1::ellint_1
#define ELLINT_1C_FUNCTION_TO_TEST std::tr1::comp_ellint_1
#define ELLINT_2_FUNCTION_TO_TEST std::tr1::ellint_2
#define ELLINT_2C_FUNCTION_TO_TEST std::tr1::comp_ellint_2
#define ELLINT_3_FUNCTION_TO_TEST std::tr1::ellint_3
#define ELLINT_3C_FUNCTION_TO_TEST std::tr1::comp_ellint_3
#define EI_FUNCTION_TO_TEST std::tr1::expint
#define LAGUERRE_FUNCTION_TO_TEST std::tr1::laguerre
#define ASSOC_LAGUERRE_FUNCTION_TO_TEST std::tr1::assoc_laguerre
inline long double legendre_p_binder(int i, long double d)
{
if(i < 0)
throw std::domain_error("order parameters less than 0 not supported in TR1");
return std::tr1::legendre(i, d);
}
inline long double assoc_legendre_p_binder(int i, int j, long double d)
{
if((i < 0) || (j < 0))
throw std::domain_error("order parameters less than 0 not supported in TR1");
return std::tr1::assoc_legendre(i, j, d);
}
#define LEGENDRE_P_FUNCTION_TO_TEST legendre_p_binder
#define LEGENDRE_PA_FUNCTION_TO_TEST assoc_legendre_p_binder
#define ZETA_FUNCTION_TO_TEST std::tr1::riemann_zeta
#define TYPE_TO_TEST long double
#elif defined(TEST_C99)
#include <math.h>
#define TEST_LIBRARY_NAME "<math.h>"
#ifdef _MSC_VER
#define LOG1P_FUNCTION_TO_TEST ::log1p
#define EXPM1_FUNCTION_TO_TEST ::expm1
#define CBRT_FUNCTION_TO_TEST ::cbrt
#define ERF_FUNCTION_TO_TEST ::erf
#define ERFC_FUNCTION_TO_TEST ::erfc
#define LGAMMA_FUNCTION_TO_TEST ::lgamma
#define TGAMMA_FUNCTION_TO_TEST ::tgamma
#define BESSEL_JN_FUNCTION_TO_TEST ::jn
#define BESSEL_YN_FUNCTION_TO_TEST ::yn
#define TYPE_TO_TEST double
#else
#define LOG1P_FUNCTION_TO_TEST ::log1pl
#define EXPM1_FUNCTION_TO_TEST ::expm1l
#define CBRT_FUNCTION_TO_TEST ::cbrtl
#define ERF_FUNCTION_TO_TEST ::erfl
#define ERFC_FUNCTION_TO_TEST ::erfcl
#define LGAMMA_FUNCTION_TO_TEST ::lgammal
#define TGAMMA_FUNCTION_TO_TEST ::tgammal
//#define BESSEL_JN_FUNCTION_TO_TEST ::jnl
//#define BESSEL_JN_FUNCTION_TO_TEST ::ynl
#define TYPE_TO_TEST long double
#endif
#elif defined(TEST_GSL)
#include <stdexcept>
#include <gsl/gsl_sf.h>
#include <gsl/gsl_errno.h>
#include <gsl/gsl_version.h>
#define TEST_LIBRARY_NAME "GSL " GSL_VERSION
void gsl_handler(const char * reason, const char * file, int line, int gsl_errno)
{
if(gsl_errno == GSL_ERANGE) return; // handle zero or infinity in our test code.
throw std::domain_error(reason);
}
struct gsl_error_handler_setter
{
gsl_error_handler_t * old_handler;
gsl_error_handler_setter()
{
old_handler = gsl_set_error_handler(gsl_handler);
}
~gsl_error_handler_setter()
{
gsl_set_error_handler(old_handler);
}
};
static const gsl_error_handler_setter handler;
inline double gsl_bessel_ys(unsigned i, double d)
{
return gsl_sf_bessel_yl(i, d);
}
inline double gsl_bessel_js(unsigned i, double d)
{
return gsl_sf_bessel_jl(i, d);
}
//#define CBRT_FUNCTION_TO_TEST boost::cbrt
#define ERF_FUNCTION_TO_TEST gsl_sf_erf
#define ERFC_FUNCTION_TO_TEST gsl_sf_erfc
//#define ERF_INV_FUNCTION_TO_TEST boost::math::erf_inv
//#define ERFC_INV_FUNCTION_TO_TEST boost::math::erfc_inv
#define LGAMMA_FUNCTION_TO_TEST gsl_sf_lngamma
#define TGAMMA_FUNCTION_TO_TEST gsl_sf_gamma
//#define TGAMMA1PM1_FUNCTION_TO_TEST boost::math::tgamma1pm1
#define BESSEL_I_FUNCTION_TO_TEST gsl_sf_bessel_Inu
#define BESSEL_IN_FUNCTION_TO_TEST gsl_sf_bessel_In
//#define BESSEL_IP_FUNCTION_TO_TEST boost::math::cyl_bessel_i_prime
//#define BESSEL_IPN_FUNCTION_TO_TEST boost::math::cyl_bessel_i_prime
#define BESSEL_J_FUNCTION_TO_TEST gsl_sf_bessel_Jnu
#define BESSEL_JN_FUNCTION_TO_TEST gsl_sf_bessel_Jn
#define BESSEL_JS_FUNCTION_TO_TEST gsl_bessel_js
//#define BESSEL_JP_FUNCTION_TO_TEST boost::math::cyl_bessel_j_prime
//#define BESSEL_JPN_FUNCTION_TO_TEST boost::math::cyl_bessel_j_prime
//#define BESSEL_JPS_FUNCTION_TO_TEST boost::math::sph_bessel_prime
#define BESSEL_K_FUNCTION_TO_TEST gsl_sf_bessel_Knu
#define BESSEL_KN_FUNCTION_TO_TEST gsl_sf_bessel_Kn
//#define BESSEL_KP_FUNCTION_TO_TEST boost::math::cyl_bessel_k_prime
//#define BESSEL_KPN_FUNCTION_TO_TEST boost::math::cyl_bessel_k_prime
#define BESSEL_Y_FUNCTION_TO_TEST gsl_sf_bessel_Ynu
#define BESSEL_YN_FUNCTION_TO_TEST gsl_sf_bessel_Yn
#define BESSEL_YS_FUNCTION_TO_TEST gsl_bessel_ys
//#define BESSEL_YP_FUNCTION_TO_TEST boost::math::cyl_neumann_prime
//#define BESSEL_YNP_FUNCTION_TO_TEST boost::math::cyl_neumann_prime
//#define BESSEL_YSP_FUNCTION_TO_TEST boost::math::sph_neumann_prime
#define BETA_FUNCTION_TO_TEST gsl_sf_beta
//#define BINOMIAL_FUNCTION_TO_TEST boost::math::binomial_coefficient<T>
inline double RC(double a, double b)
{
return gsl_sf_ellint_RC(a, b, GSL_PREC_DOUBLE);
}
inline double RD(double a, double b, double c)
{
return gsl_sf_ellint_RD(a, b, c, GSL_PREC_DOUBLE);
}
inline double RF(double a, double b, double c)
{
return gsl_sf_ellint_RF(a, b, c, GSL_PREC_DOUBLE);
}
inline double RJ(double a, double b, double c, double d)
{
return gsl_sf_ellint_RJ(a, b, c, d, GSL_PREC_DOUBLE);
}
#define ELLINT_RC_FUNCTION_TO_TEST RC
#define ELLINT_RD_FUNCTION_TO_TEST RD
#define ELLINT_RF_FUNCTION_TO_TEST RF
//#define ELLINT_RG_FUNCTION_TO_TEST boost::math::ellint_rg
#define ELLINT_RJ_FUNCTION_TO_TEST RJ
#define DIGAMMA_FUNCTION_TO_TEST gsl_sf_psi
inline double ellintK(double a) { return gsl_sf_ellint_Kcomp(a, GSL_PREC_DOUBLE); }
inline double ellintE(double a) { return gsl_sf_ellint_Ecomp(a, GSL_PREC_DOUBLE); }
inline double ellintP(double a, double b) { return gsl_sf_ellint_Pcomp(a, -b, GSL_PREC_DOUBLE); }
inline double ellintF(double a, double b) { return gsl_sf_ellint_F(b, a, GSL_PREC_DOUBLE); }
inline double ellintE2(double a, double b) { return gsl_sf_ellint_E(b, a, GSL_PREC_DOUBLE); }
inline double ellintP3(double a, double b, double c) { return gsl_sf_ellint_P(c, a, -b, GSL_PREC_DOUBLE); }
inline double ellintD2(double a, double b) { return gsl_sf_ellint_D(b, a, 0.0, GSL_PREC_DOUBLE); }
#define ELLINT_1_FUNCTION_TO_TEST ellintF
#define ELLINT_1C_FUNCTION_TO_TEST ellintK
#define ELLINT_2_FUNCTION_TO_TEST ellintE2
#define ELLINT_2C_FUNCTION_TO_TEST ellintE
#define ELLINT_3_FUNCTION_TO_TEST ellintP3
#define ELLINT_3C_FUNCTION_TO_TEST ellintP
#define ELLINT_D2_FUNCTION_TO_TEST ellintD2
//#define ELLINT_D1_FUNCTION_TO_TEST boost::math::ellint_d
#define EI_FUNCTION_TO_TEST gsl_sf_expint_Ei
#define EN_FUNCTION_TO_TEST gsl_sf_expint_En
//#define HERMITE_FUNCTION_TO_TEST boost::math::hermite
//#define HEUMAN_LAMBDA_FUNCTION_TO_TEST boost::math::heuman_lambda
//#define BETA_INC_FUNCTION_TO_TEST boost::math::beta
//#define BETAC_INC_FUNCTION_TO_TEST boost::math::betac
#define IBETA_FUNCTION_TO_TEST gsl_sf_beta_inc
//#define IBETAC_FUNCTION_TO_TEST boost::math::ibetac
//#define IBETA_INV_FUNCTION_TO_TEST boost::math::ibeta_inv
//#define IBETAC_INV_FUNCTION_TO_TEST boost::math::ibetac_inv
//#define IBETA_INVA_FUNCTION_TO_TEST boost::math::ibeta_inva
//#define IBETAC_INVA_FUNCTION_TO_TEST boost::math::ibetac_inva
//#define IBETA_INVB_FUNCTION_TO_TEST boost::math::ibeta_invb
//#define IBETAC_INVB_FUNCTION_TO_TEST boost::math::ibetac_invb
#define IGAMMA_FUNCTION_TO_TEST gsl_sf_gamma_inc
//#define IGAMMAL_FUNCTION_TO_TEST boost::math::tgamma_lower
#define GAMMAP_FUNCTION_TO_TEST gsl_sf_gamma_inc_P
#define GAMMAQ_FUNCTION_TO_TEST gsl_sf_gamma_inc_Q
//#define GAMMAP_INV_FUNCTION_TO_TEST boost::math::gamma_p_inv
//#define GAMMAQ_INV_FUNCTION_TO_TEST boost::math::gamma_q_inv
//#define GAMMAP_INVA_FUNCTION_TO_TEST boost::math::gamma_p_inva
//#define GAMMAQ_INVA_FUNCTION_TO_TEST boost::math::gamma_q_inva
inline double sn(double k, double u)
{
double s, c, d;
gsl_sf_elljac_e(u, k * k, &s, &c, &d);
return s;
}
inline double cn(double k, double u)
{
double s, c, d;
gsl_sf_elljac_e(u, k * k, &s, &c, &d);
return c;
}
inline double dn(double k, double u)
{
double s, c, d;
gsl_sf_elljac_e(u, k * k, &s, &c, &d);
return d;
}
#define SN_FUNCTION_TO_TEST sn
#define CN_FUNCTION_TO_TEST cn
#define DN_FUNCTION_TO_TEST dn
//#define JACOBI_ZETA_FUNCTION_TO_TEST boost::math::jacobi_zeta
inline double laguerre(unsigned n, unsigned m, double x){ return gsl_sf_laguerre_n(n, m, x); }
inline double laguerre_0(unsigned n, double x){ return gsl_sf_laguerre_n(n, 0, x); }
#define LAGUERRE_FUNCTION_TO_TEST laguerre_0
#define ASSOC_LAGUERRE_FUNCTION_TO_TEST laguerre
inline double legendre_q(unsigned n, double x) { return gsl_sf_legendre_Ql(n, x); }
#define LEGENDRE_P_FUNCTION_TO_TEST gsl_sf_legendre_Pl
#define LEGENDRE_Q_FUNCTION_TO_TEST legendre_q
#define LEGENDRE_PA_FUNCTION_TO_TEST gsl_sf_legendre_Plm
#define POLYGAMMA_FUNCTION_TO_TEST gsl_sf_psi_n
//#define TGAMMA_RATIO_FUNCTION_TO_TEST boost::math::tgamma_ratio
//#define TGAMMA_DELTA_RATIO_FUNCTION_TO_TEST boost::math::tgamma_delta_ratio
//#define SIN_PI_RATIO_FUNCTION_TO_TEST boost::math::sin_pi
//#define COS_PI_RATIO_FUNCTION_TO_TEST boost::math::cos_pi
#define TRIGAMMA_RATIO_FUNCTION_TO_TEST gsl_sf_psi_1
#define ZETA_FUNCTION_TO_TEST gsl_sf_zeta
#define TYPE_TO_TEST double
#elif defined(TEST_RMATH)
#define MATHLIB_STANDALONE
#include <Rmath.h>
#undef trunc
#define TEST_LIBRARY_NAME "Rmath " R_VERSION_STRING
#define LOG1P_FUNCTION_TO_TEST log1p
#define EXPM1_FUNCTION_TO_TEST expm1
//#define CBRT_FUNCTION_TO_TEST boost::math::cbrt
//#define ERF_FUNCTION_TO_TEST boost::math::erf
//#define ERFC_FUNCTION_TO_TEST boost::math::erfc
//#define ERF_INV_FUNCTION_TO_TEST boost::math::erf_inv
//#define ERFC_INV_FUNCTION_TO_TEST boost::math::erfc_inv
#define LGAMMA_FUNCTION_TO_TEST lgammafn
#define TGAMMA_FUNCTION_TO_TEST gammafn
//#define TGAMMA1PM1_FUNCTION_TO_TEST boost::math::tgamma1pm1
inline double I(double n, double x) { return bessel_i(x, n, 1); }
inline double K(double n, double x) { return bessel_k(x, n, 1); }
inline double J(double n, double x) { return bessel_j(x, n); }
inline double Y(double n, double x) { return bessel_y(x, n); }
#define BESSEL_I_FUNCTION_TO_TEST I
#define BESSEL_IN_FUNCTION_TO_TEST I
//#define BESSEL_IP_FUNCTION_TO_TEST boost::math::cyl_bessel_i_prime
//#define BESSEL_IPN_FUNCTION_TO_TEST boost::math::cyl_bessel_i_prime
#define BESSEL_J_FUNCTION_TO_TEST J
#define BESSEL_JN_FUNCTION_TO_TEST J
//#define BESSEL_JS_FUNCTION_TO_TEST boost::math::sph_bessel
//#define BESSEL_JP_FUNCTION_TO_TEST boost::math::cyl_bessel_j_prime
//#define BESSEL_JPN_FUNCTION_TO_TEST boost::math::cyl_bessel_j_prime
//#define BESSEL_JPS_FUNCTION_TO_TEST boost::math::sph_bessel_prime
#define BESSEL_K_FUNCTION_TO_TEST K
#define BESSEL_KN_FUNCTION_TO_TEST K
//#define BESSEL_KP_FUNCTION_TO_TEST boost::math::cyl_bessel_k_prime
//#define BESSEL_KPN_FUNCTION_TO_TEST boost::math::cyl_bessel_k_prime
#define BESSEL_Y_FUNCTION_TO_TEST Y
#define BESSEL_YN_FUNCTION_TO_TEST Y
//#define BESSEL_YS_FUNCTION_TO_TEST boost::math::sph_neumann
//#define BESSEL_YP_FUNCTION_TO_TEST boost::math::cyl_neumann_prime
//#define BESSEL_YNP_FUNCTION_TO_TEST boost::math::cyl_neumann_prime
//#define BESSEL_YSP_FUNCTION_TO_TEST boost::math::sph_neumann_prime
#define BETA_FUNCTION_TO_TEST beta
//#define BINOMIAL_FUNCTION_TO_TEST boost::math::binomial_coefficient<T>
//#define ELLINT_RC_FUNCTION_TO_TEST boost::math::ellint_rc
//#define ELLINT_RD_FUNCTION_TO_TEST boost::math::ellint_rd
//#define ELLINT_RF_FUNCTION_TO_TEST boost::math::ellint_rf
//#define ELLINT_RG_FUNCTION_TO_TEST boost::math::ellint_rg
//#define ELLINT_RJ_FUNCTION_TO_TEST boost::math::ellint_rj
#define DIGAMMA_FUNCTION_TO_TEST digamma
//#define ELLINT_1_FUNCTION_TO_TEST boost::math::ellint_1
//#define ELLINT_1C_FUNCTION_TO_TEST boost::math::ellint_1
//#define ELLINT_2_FUNCTION_TO_TEST boost::math::ellint_2
//#define ELLINT_2C_FUNCTION_TO_TEST boost::math::ellint_2
//#define ELLINT_3_FUNCTION_TO_TEST boost::math::ellint_3
//#define ELLINT_3C_FUNCTION_TO_TEST boost::math::ellint_3
//#define ELLINT_D2_FUNCTION_TO_TEST boost::math::ellint_d
//#define ELLINT_D1_FUNCTION_TO_TEST boost::math::ellint_d
//#define EI_FUNCTION_TO_TEST boost::math::expint
//#define EN_FUNCTION_TO_TEST boost::math::expint
//#define HERMITE_FUNCTION_TO_TEST boost::math::hermite
//#define HEUMAN_LAMBDA_FUNCTION_TO_TEST boost::math::heuman_lambda
inline double ibeta(double a, double b, double x) { return pbeta(x, a, b, 1, 0); }
inline double ibetac(double a, double b, double x) { return pbeta(x, a, b, 0, 0); }
inline double ibeta_inv(double a, double b, double x) { return qbeta(x, a, b, 1, 0); }
inline double ibetac_inv(double a, double b, double x) { return qbeta(x, a, b, 0, 0); }
//#define BETA_INC_FUNCTION_TO_TEST boost::math::beta
//#define BETAC_INC_FUNCTION_TO_TEST boost::math::betac
#define IBETA_FUNCTION_TO_TEST ibeta
#define IBETAC_FUNCTION_TO_TEST ibetac
#define IBETA_INV_FUNCTION_TO_TEST ibeta_inv
#define IBETAC_INV_FUNCTION_TO_TEST ibetac_inv
//#define IBETA_INVA_FUNCTION_TO_TEST boost::math::ibeta_inva
//#define IBETAC_INVA_FUNCTION_TO_TEST boost::math::ibetac_inva
//#define IBETA_INVB_FUNCTION_TO_TEST boost::math::ibeta_invb
//#define IBETAC_INVB_FUNCTION_TO_TEST boost::math::ibetac_invb
inline double gamma_p(double a, double x) { return pgamma(x, a, 1.0, 1, 0); }
inline double gamma_q(double a, double x) { return pgamma(x, a, 1.0, 0, 0); }
inline double gamma_p_inv(double a, double x) { return qgamma(x, a, 1.0, 1, 0); }
inline double gamma_q_inv(double a, double x) { return qgamma(x, a, 1.0, 0, 0); }
//#define IGAMMA_FUNCTION_TO_TEST boost::math::tgamma
//#define IGAMMAL_FUNCTION_TO_TEST boost::math::tgamma_lower
#define GAMMAP_FUNCTION_TO_TEST gamma_p
#define GAMMAQ_FUNCTION_TO_TEST gamma_q
#define GAMMAP_INV_FUNCTION_TO_TEST gamma_p_inv
#define GAMMAQ_INV_FUNCTION_TO_TEST gamma_q_inv
//#define GAMMAP_INVA_FUNCTION_TO_TEST boost::math::gamma_p_inva
//#define GAMMAQ_INVA_FUNCTION_TO_TEST boost::math::gamma_q_inva
//#define SN_FUNCTION_TO_TEST boost::math::jacobi_sn
//#define CN_FUNCTION_TO_TEST boost::math::jacobi_cn
//#define DN_FUNCTION_TO_TEST boost::math::jacobi_dn
//#define JACOBI_ZETA_FUNCTION_TO_TEST boost::math::jacobi_zeta
//#define LAGUERRE_FUNCTION_TO_TEST boost::math::laguerre
//#define ASSOC_LAGUERRE_FUNCTION_TO_TEST boost::math::laguerre
//#define LEGENDRE_P_FUNCTION_TO_TEST boost::math::legendre_p
//#define LEGENDRE_Q_FUNCTION_TO_TEST boost::math::legendre_q
//#define LEGENDRE_PA_FUNCTION_TO_TEST boost::math::legendre_p
inline double polygamma(int n, double x) { return psigamma(x, n); }
#define POLYGAMMA_FUNCTION_TO_TEST polygamma
//#define TGAMMA_RATIO_FUNCTION_TO_TEST boost::math::tgamma_ratio
//#define TGAMMA_DELTA_RATIO_FUNCTION_TO_TEST boost::math::tgamma_delta_ratio
//#define SIN_PI_RATIO_FUNCTION_TO_TEST sinpi
//#define COS_PI_RATIO_FUNCTION_TO_TEST cospi
#define TRIGAMMA_RATIO_FUNCTION_TO_TEST trigamma
//#define ZETA_FUNCTION_TO_TEST boost::math::zeta
//#define SQRT1PM1_FUNCTION_TO_TEST boost::math::sqrt1pm1
//#define POWM1_FUNCTION_TO_TEST boost::math::powm1
//#define OWENS_T_FUNCTION_TO_TEST boost::math::owens_t
//#define SPHERICAL_HARMONIC_R_FUNCTION_TO_TEST boost::math::spherical_harmonic_r
//#define SPHERICAL_HARMONIC_I_FUNCTION_TO_TEST boost::math::spherical_harmonic_i
template <class T> T do_nc_beta_cdf(T a, T b, T nc, T x){ return pnbeta(x, a, b, nc, 1, 0); }
template <class T> T do_nc_beta_ccdf(T a, T b, T nc, T x){ return pnbeta(x, a, b, nc, 0, 0); }
template <class T> T do_nc_chi_squared_cdf(T df, T nc, T x){ return pnchisq(x, df, nc, 1, 0); }
template <class T> T do_nc_chi_squared_ccdf(T df, T nc, T x){ return pnchisq(x, df, nc, 0, 0); }
template <class T> T do_nc_t_cdf(T df, T nc, T x){ return pnt(x, df, nc, 1, 0); }
template <class T> T do_nc_t_ccdf(T df, T nc, T x){ return pnt(x, df, nc, 0, 0); }
#define NC_BETA_CDF_FUNCTION_TO_TEST do_nc_beta_cdf
#define NC_BETA_CCDF_FUNCTION_TO_TEST do_nc_beta_ccdf
#define NC_CHI_SQUARED_CDF_FUNCTION_TO_TEST do_nc_chi_squared_cdf
#define NC_CHI_SQUARED_CCDF_FUNCTION_TO_TEST do_nc_chi_squared_ccdf
#define NC_T_CDF_FUNCTION_TO_TEST do_nc_t_cdf
#define NC_T_CCDF_FUNCTION_TO_TEST do_nc_t_ccdf
#define TYPE_TO_TEST double
#elif defined(TEST_CEPHES)
#define TEST_LIBRARY_NAME "Cephes"
#define TYPE_TO_TEST double
extern "C" {
double log1p(double) throw();
double expm1(double) throw();
double cbrt(double) throw();
double erf(double) throw();
double erfc(double) throw();
double gamma(double) throw();
double lgam(double) throw();
double iv(double, double) throw();
double jv(double, double) throw();
double jn(int, double) throw();
double kn(int, double) throw();
double yn(int, double) throw();
double beta(double, double)throw();
double psi(double);
double ellik(double, double);
double ellpk(double);
double ellie(double, double);
double ellpe(double);
double ei(double);
// Can't get any sensible values from Cephes expn???
//double expn(double, double);
double incbet(double, double, double);
double incbi(double, double, double);
double igam(double, double);
double igamc(double, double);
double igami(double, double);
double ellpj(double u, double m, double *sn, double *cn, double *dn, double *phi);
double zetac(double);
}
inline double ellint_1(double k, double phi) { return ellik(phi, k * k); }
inline double ellint_2(double k, double phi) { return ellie(phi, k * k); }
inline double ellint_1(double k) { return ellpk(k * k); }
inline double ellint_2(double k) { return ellpe(k * k); }
inline double sn(double k, double u)
{
double sn, cn, dn, phi;
ellpj(u, k * k, &sn, &cn, &dn, &phi);
return sn;
}
inline double cn(double k, double u)
{
double sn, cn, dn, phi;
ellpj(u, k * k, &sn, &cn, &dn, &phi);
return cn;
}
inline double dn(double k, double u)
{
double sn, cn, dn, phi;
ellpj(u, k * k, &sn, &cn, &dn, &phi);
return dn;
}
#define LOG1P_FUNCTION_TO_TEST log1p
#define EXPM1_FUNCTION_TO_TEST expm1
#define CBRT_FUNCTION_TO_TEST cbrt
#define ERF_FUNCTION_TO_TEST erf
#define ERFC_FUNCTION_TO_TEST erfc
//#define ERF_INV_FUNCTION_TO_TEST boost::math::erf_inv
//#define ERFC_INV_FUNCTION_TO_TEST boost::math::erfc_inv
#define LGAMMA_FUNCTION_TO_TEST lgam
#define TGAMMA_FUNCTION_TO_TEST gamma
//#define TGAMMA1PM1_FUNCTION_TO_TEST boost::math::tgamma1pm1
#define BESSEL_I_FUNCTION_TO_TEST iv
#define BESSEL_IN_FUNCTION_TO_TEST iv
//#define BESSEL_IP_FUNCTION_TO_TEST boost::math::cyl_bessel_i_prime
//#define BESSEL_IPN_FUNCTION_TO_TEST boost::math::cyl_bessel_i_prime
#define BESSEL_J_FUNCTION_TO_TEST jv
#define BESSEL_JN_FUNCTION_TO_TEST jn
//#define BESSEL_JS_FUNCTION_TO_TEST boost::math::sph_bessel
//#define BESSEL_JP_FUNCTION_TO_TEST boost::math::cyl_bessel_j_prime
//#define BESSEL_JPN_FUNCTION_TO_TEST boost::math::cyl_bessel_j_prime
//#define BESSEL_JPS_FUNCTION_TO_TEST boost::math::sph_bessel_prime
//#define BESSEL_K_FUNCTION_TO_TEST boost::math::cyl_bessel_k
#define BESSEL_KN_FUNCTION_TO_TEST kn
//#define BESSEL_KP_FUNCTION_TO_TEST boost::math::cyl_bessel_k_prime
//#define BESSEL_KPN_FUNCTION_TO_TEST boost::math::cyl_bessel_k_prime
//#define BESSEL_Y_FUNCTION_TO_TEST boost::math::cyl_neumann
#define BESSEL_YN_FUNCTION_TO_TEST yn
//#define BESSEL_YS_FUNCTION_TO_TEST boost::math::sph_neumann
//#define BESSEL_YP_FUNCTION_TO_TEST boost::math::cyl_neumann_prime
//#define BESSEL_YNP_FUNCTION_TO_TEST boost::math::cyl_neumann_prime
//#define BESSEL_YSP_FUNCTION_TO_TEST boost::math::sph_neumann_prime
#define BETA_FUNCTION_TO_TEST beta
//#define BINOMIAL_FUNCTION_TO_TEST boost::math::binomial_coefficient<T>
//#define ELLINT_RC_FUNCTION_TO_TEST boost::math::ellint_rc
//#define ELLINT_RD_FUNCTION_TO_TEST boost::math::ellint_rd
//#define ELLINT_RF_FUNCTION_TO_TEST boost::math::ellint_rf
//#define ELLINT_RG_FUNCTION_TO_TEST boost::math::ellint_rg
//#define ELLINT_RJ_FUNCTION_TO_TEST boost::math::ellint_rj
#define DIGAMMA_FUNCTION_TO_TEST psi
#define ELLINT_1_FUNCTION_TO_TEST ellint_1
// Can't seem to get sensible answers from Cephes complete elliptic integrals???
//#define ELLINT_1C_FUNCTION_TO_TEST ellint_1
#define ELLINT_2_FUNCTION_TO_TEST ellint_2
//#define ELLINT_2C_FUNCTION_TO_TEST ellint_2
//#define ELLINT_3_FUNCTION_TO_TEST boost::math::ellint_3
//#define ELLINT_3C_FUNCTION_TO_TEST boost::math::ellint_3
//#define ELLINT_D2_FUNCTION_TO_TEST boost::math::ellint_d
//#define ELLINT_D1_FUNCTION_TO_TEST boost::math::ellint_d
#define EI_FUNCTION_TO_TEST ei
//#define EN_FUNCTION_TO_TEST expn
//#define HERMITE_FUNCTION_TO_TEST boost::math::hermite
//#define HEUMAN_LAMBDA_FUNCTION_TO_TEST boost::math::heuman_lambda
//#define BETA_INC_FUNCTION_TO_TEST incbet
//#define BETAC_INC_FUNCTION_TO_TEST boost::math::betac
#define IBETA_FUNCTION_TO_TEST incbet
//#define IBETAC_FUNCTION_TO_TEST boost::math::ibetac
#define IBETA_INV_FUNCTION_TO_TEST incbi
//#define IBETAC_INV_FUNCTION_TO_TEST boost::math::ibetac_inv
//#define IBETA_INVA_FUNCTION_TO_TEST boost::math::ibeta_inva
//#define IBETAC_INVA_FUNCTION_TO_TEST boost::math::ibetac_inva
//#define IBETA_INVB_FUNCTION_TO_TEST boost::math::ibeta_invb
//#define IBETAC_INVB_FUNCTION_TO_TEST boost::math::ibetac_invb
//#define IGAMMA_FUNCTION_TO_TEST boost::math::tgamma
//#define IGAMMAL_FUNCTION_TO_TEST boost::math::tgamma_lower
#define GAMMAP_FUNCTION_TO_TEST igam
#define GAMMAQ_FUNCTION_TO_TEST igamc
//#define GAMMAP_INV_FUNCTION_TO_TEST boost::math::gamma_p_inv
#define GAMMAQ_INV_FUNCTION_TO_TEST igami
//#define GAMMAP_INVA_FUNCTION_TO_TEST boost::math::gamma_p_inva
//#define GAMMAQ_INVA_FUNCTION_TO_TEST boost::math::gamma_q_inva
#define SN_FUNCTION_TO_TEST sn
#define CN_FUNCTION_TO_TEST cn
#define DN_FUNCTION_TO_TEST dn
#define ZETA_FUNCTION_TO_TEST zetac
#else
#include <boost/math/distributions/non_central_beta.hpp>
#include <boost/math/distributions/non_central_chi_squared.hpp>
#include <boost/math/distributions/non_central_t.hpp>
#define TEST_LIBRARY_NAME "boost"
#define LOG1P_FUNCTION_TO_TEST boost::math::log1p
#define EXPM1_FUNCTION_TO_TEST boost::math::expm1
#define CBRT_FUNCTION_TO_TEST boost::math::cbrt
#define ERF_FUNCTION_TO_TEST boost::math::erf
#define ERFC_FUNCTION_TO_TEST boost::math::erfc
#define ERF_INV_FUNCTION_TO_TEST boost::math::erf_inv
#define ERFC_INV_FUNCTION_TO_TEST boost::math::erfc_inv
#define LGAMMA_FUNCTION_TO_TEST boost::math::lgamma
#define TGAMMA_FUNCTION_TO_TEST boost::math::tgamma
#define TGAMMA1PM1_FUNCTION_TO_TEST boost::math::tgamma1pm1
#define BESSEL_I_FUNCTION_TO_TEST boost::math::cyl_bessel_i
#define BESSEL_IN_FUNCTION_TO_TEST boost::math::cyl_bessel_i
#define BESSEL_IP_FUNCTION_TO_TEST boost::math::cyl_bessel_i_prime
#define BESSEL_IPN_FUNCTION_TO_TEST boost::math::cyl_bessel_i_prime
#define BESSEL_J_FUNCTION_TO_TEST boost::math::cyl_bessel_j
#define BESSEL_JN_FUNCTION_TO_TEST boost::math::cyl_bessel_j
#define BESSEL_JS_FUNCTION_TO_TEST boost::math::sph_bessel
#define BESSEL_JP_FUNCTION_TO_TEST boost::math::cyl_bessel_j_prime
#define BESSEL_JPN_FUNCTION_TO_TEST boost::math::cyl_bessel_j_prime
#define BESSEL_JPS_FUNCTION_TO_TEST boost::math::sph_bessel_prime
#define BESSEL_K_FUNCTION_TO_TEST boost::math::cyl_bessel_k
#define BESSEL_KN_FUNCTION_TO_TEST boost::math::cyl_bessel_k
#define BESSEL_KP_FUNCTION_TO_TEST boost::math::cyl_bessel_k_prime
#define BESSEL_KPN_FUNCTION_TO_TEST boost::math::cyl_bessel_k_prime
#define BESSEL_Y_FUNCTION_TO_TEST boost::math::cyl_neumann
#define BESSEL_YN_FUNCTION_TO_TEST boost::math::cyl_neumann
#define BESSEL_YS_FUNCTION_TO_TEST boost::math::sph_neumann
#define BESSEL_YP_FUNCTION_TO_TEST boost::math::cyl_neumann_prime
#define BESSEL_YNP_FUNCTION_TO_TEST boost::math::cyl_neumann_prime
#define BESSEL_YSP_FUNCTION_TO_TEST boost::math::sph_neumann_prime
#define BETA_FUNCTION_TO_TEST boost::math::beta
#define BINOMIAL_FUNCTION_TO_TEST boost::math::binomial_coefficient<T>
#define ELLINT_RC_FUNCTION_TO_TEST boost::math::ellint_rc
#define ELLINT_RD_FUNCTION_TO_TEST boost::math::ellint_rd
#define ELLINT_RF_FUNCTION_TO_TEST boost::math::ellint_rf
#define ELLINT_RG_FUNCTION_TO_TEST boost::math::ellint_rg
#define ELLINT_RJ_FUNCTION_TO_TEST boost::math::ellint_rj
#define DIGAMMA_FUNCTION_TO_TEST boost::math::digamma
#define ELLINT_1_FUNCTION_TO_TEST boost::math::ellint_1
#define ELLINT_1C_FUNCTION_TO_TEST boost::math::ellint_1
#define ELLINT_2_FUNCTION_TO_TEST boost::math::ellint_2
#define ELLINT_2C_FUNCTION_TO_TEST boost::math::ellint_2
#define ELLINT_3_FUNCTION_TO_TEST boost::math::ellint_3
#define ELLINT_3C_FUNCTION_TO_TEST boost::math::ellint_3
#define ELLINT_D2_FUNCTION_TO_TEST boost::math::ellint_d
#define ELLINT_D1_FUNCTION_TO_TEST boost::math::ellint_d
#define EI_FUNCTION_TO_TEST boost::math::expint
#define EN_FUNCTION_TO_TEST boost::math::expint
#define HERMITE_FUNCTION_TO_TEST boost::math::hermite
#define HEUMAN_LAMBDA_FUNCTION_TO_TEST boost::math::heuman_lambda
#define BETA_INC_FUNCTION_TO_TEST boost::math::beta
#define BETAC_INC_FUNCTION_TO_TEST boost::math::betac
#define IBETA_FUNCTION_TO_TEST boost::math::ibeta
#define IBETAC_FUNCTION_TO_TEST boost::math::ibetac
#define IBETA_INV_FUNCTION_TO_TEST boost::math::ibeta_inv
#define IBETAC_INV_FUNCTION_TO_TEST boost::math::ibetac_inv
#define IBETA_INVA_FUNCTION_TO_TEST boost::math::ibeta_inva
#define IBETAC_INVA_FUNCTION_TO_TEST boost::math::ibetac_inva
#define IBETA_INVB_FUNCTION_TO_TEST boost::math::ibeta_invb
#define IBETAC_INVB_FUNCTION_TO_TEST boost::math::ibetac_invb
#define IGAMMA_FUNCTION_TO_TEST boost::math::tgamma
#define IGAMMAL_FUNCTION_TO_TEST boost::math::tgamma_lower
#define GAMMAP_FUNCTION_TO_TEST boost::math::gamma_p
#define GAMMAQ_FUNCTION_TO_TEST boost::math::gamma_q
#define GAMMAP_INV_FUNCTION_TO_TEST boost::math::gamma_p_inv
#define GAMMAQ_INV_FUNCTION_TO_TEST boost::math::gamma_q_inv
#define GAMMAP_INVA_FUNCTION_TO_TEST boost::math::gamma_p_inva
#define GAMMAQ_INVA_FUNCTION_TO_TEST boost::math::gamma_q_inva
#define SN_FUNCTION_TO_TEST boost::math::jacobi_sn
#define CN_FUNCTION_TO_TEST boost::math::jacobi_cn
#define DN_FUNCTION_TO_TEST boost::math::jacobi_dn
#define JACOBI_ZETA_FUNCTION_TO_TEST boost::math::jacobi_zeta
#define LAGUERRE_FUNCTION_TO_TEST boost::math::laguerre
#define ASSOC_LAGUERRE_FUNCTION_TO_TEST boost::math::laguerre
#define LEGENDRE_P_FUNCTION_TO_TEST boost::math::legendre_p
#define LEGENDRE_Q_FUNCTION_TO_TEST boost::math::legendre_q
#define LEGENDRE_PA_FUNCTION_TO_TEST boost::math::legendre_p
#define POLYGAMMA_FUNCTION_TO_TEST boost::math::polygamma
#define TGAMMA_RATIO_FUNCTION_TO_TEST boost::math::tgamma_ratio
#define TGAMMA_DELTA_RATIO_FUNCTION_TO_TEST boost::math::tgamma_delta_ratio
#define SIN_PI_RATIO_FUNCTION_TO_TEST boost::math::sin_pi
#define COS_PI_RATIO_FUNCTION_TO_TEST boost::math::cos_pi
#define TRIGAMMA_RATIO_FUNCTION_TO_TEST boost::math::trigamma
#define ZETA_FUNCTION_TO_TEST boost::math::zeta
#define SQRT1PM1_FUNCTION_TO_TEST boost::math::sqrt1pm1
#define POWM1_FUNCTION_TO_TEST boost::math::powm1
#define OWENS_T_FUNCTION_TO_TEST boost::math::owens_t
#define SPHERICAL_HARMONIC_R_FUNCTION_TO_TEST boost::math::spherical_harmonic_r
#define SPHERICAL_HARMONIC_I_FUNCTION_TO_TEST boost::math::spherical_harmonic_i
template <class T> T do_nc_beta_cdf(T a, T b, T nc, T x){ return cdf(boost::math::non_central_beta_distribution<T>(a, b, nc), x); }
template <class T> T do_nc_beta_ccdf(T a, T b, T nc, T x){ return cdf(complement(boost::math::non_central_beta_distribution<T>(a, b, nc), x)); }
template <class T> T do_nc_chi_squared_cdf(T df, T nc, T x){ return cdf(boost::math::non_central_chi_squared_distribution<T>(df, nc), x); }
template <class T> T do_nc_chi_squared_ccdf(T df, T nc, T x){ return cdf(complement(boost::math::non_central_chi_squared_distribution<T>(df, nc), x)); }
template <class T> T do_nc_t_cdf(T df, T nc, T x){ return cdf(boost::math::non_central_t_distribution<T>(df, nc), x); }
template <class T> T do_nc_t_ccdf(T df, T nc, T x){ return cdf(complement(boost::math::non_central_t_distribution<T>(df, nc), x)); }
#define NC_BETA_CDF_FUNCTION_TO_TEST do_nc_beta_cdf
#define NC_BETA_CCDF_FUNCTION_TO_TEST do_nc_beta_ccdf
#define NC_CHI_SQUARED_CDF_FUNCTION_TO_TEST do_nc_chi_squared_cdf
#define NC_CHI_SQUARED_CCDF_FUNCTION_TO_TEST do_nc_chi_squared_ccdf
#define NC_T_CDF_FUNCTION_TO_TEST do_nc_t_cdf
#define NC_T_CCDF_FUNCTION_TO_TEST do_nc_t_ccdf
#endif
#if defined(TYPE_TO_TEST) && !defined(NAME_OF_TYPE_TO_TEST)
#define NAME_OF_TYPE_TO_TEST BOOST_STRINGIZE(TYPE_TO_TEST)
#endif
//
// This include has to come at the end after all the setup is done:
//
#include "handle_test_result.hpp"
#endif
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