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WSJT-X/boost/libs/math/test/test_instances/test_instances.hpp

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// Copyright John Maddock 2011.
// 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)
namespace boost{ namespace math{
typedef policies::policy<policies::overflow_error<policies::throw_on_error> > overflow_policy;
#ifdef TEST_GROUP_1
// Beta functions.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
beta(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b); // Beta function (2 arguments).
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
beta(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, policies::policy<>); // Beta function (3 arguments).
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
beta(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE); // Beta function (3 arguments).
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
beta(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol); // Beta function (3 arguments).
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
betac(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
betac(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE x); // Incomplete beta function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol); // Incomplete beta function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE x); // Incomplete beta complement function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol); // Incomplete beta complement function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE p, BOOST_MATH_TEST_TYPE* py);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE p, BOOST_MATH_TEST_TYPE* py, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE p); // Incomplete beta inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE p, const policies::policy<>&); // Incomplete beta inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_inva(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE p); // Incomplete beta inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_inva(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE p, const policies::policy<>&); // Incomplete beta inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_invb(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE p); // Incomplete beta inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_invb(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE p, const policies::policy<>&); // Incomplete beta inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE q, BOOST_MATH_TEST_TYPE* py);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE q, BOOST_MATH_TEST_TYPE* py, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE q); // Incomplete beta complement inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE q, const policies::policy<>&); // Incomplete beta complement inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac_inva(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE q); // Incomplete beta complement inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac_inva(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE q, const policies::policy<>&); // Incomplete beta complement inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac_invb(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE q); // Incomplete beta complement inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibetac_invb(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE q, const policies::policy<>&); // Incomplete beta complement inverse function.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_derivative(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE x); // derivative of incomplete beta
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ibeta_derivative(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol); // derivative of incomplete beta
#endif
#ifdef TEST_GROUP_2
// erf & erfc error functions.
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type erf(BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type erf(BOOST_MATH_TEST_TYPE z, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type erfc(BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type erfc(BOOST_MATH_TEST_TYPE z, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type erf_inv(BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type erf_inv(BOOST_MATH_TEST_TYPE z, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type erfc_inv(BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type erfc_inv(BOOST_MATH_TEST_TYPE z, const policies::policy<>& pol);
#endif
#ifdef TEST_GROUP_3
// Polynomials:
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
legendre_next(unsigned l, BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE Pl, BOOST_MATH_TEST_TYPE Plm1);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
legendre_p(int l, BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
legendre_p(int l, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
legendre_q(unsigned l, BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
legendre_q(unsigned l, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
legendre_next(unsigned l, unsigned m, BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE Pl, BOOST_MATH_TEST_TYPE Plm1);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
legendre_p(int l, int m, BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
legendre_p(int l, int m, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
laguerre_next(unsigned n, BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE Ln, BOOST_MATH_TEST_TYPE Lnm1);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
laguerre_next(unsigned n, unsigned l, BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE Pl, BOOST_MATH_TEST_TYPE Plm1);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
laguerre(unsigned n, BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
laguerre(unsigned n, unsigned m, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol);
template laguerre_result<int, BOOST_MATH_TEST_TYPE>::type
laguerre(unsigned n, int m, BOOST_MATH_TEST_TYPE x);
template laguerre_result<unsigned, BOOST_MATH_TEST_TYPE>::type
laguerre(unsigned n, unsigned m, BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
hermite(unsigned n, BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type
hermite(unsigned n, BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
hermite_next(unsigned n, BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE Hn, BOOST_MATH_TEST_TYPE Hnm1);
template std::complex<BOOST_MATH_TEST_TYPE>
spherical_harmonic(unsigned n, int m, BOOST_MATH_TEST_TYPE theta, BOOST_MATH_TEST_TYPE phi);
template std::complex<BOOST_MATH_TEST_TYPE>
spherical_harmonic(unsigned n, int m, BOOST_MATH_TEST_TYPE theta, BOOST_MATH_TEST_TYPE phi, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
spherical_harmonic_r(unsigned n, int m, BOOST_MATH_TEST_TYPE theta, BOOST_MATH_TEST_TYPE phi);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
spherical_harmonic_r(unsigned n, int m, BOOST_MATH_TEST_TYPE theta, BOOST_MATH_TEST_TYPE phi, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
spherical_harmonic_i(unsigned n, int m, BOOST_MATH_TEST_TYPE theta, BOOST_MATH_TEST_TYPE phi);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
spherical_harmonic_i(unsigned n, int m, BOOST_MATH_TEST_TYPE theta, BOOST_MATH_TEST_TYPE phi, const policies::policy<>& pol);
#endif
#ifdef TEST_GROUP_4
// Elliptic integrals:
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rf(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rf(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, BOOST_MATH_TEST_TYPE z, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rd(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rd(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, BOOST_MATH_TEST_TYPE z, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rc(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rc(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rj(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, BOOST_MATH_TEST_TYPE z, BOOST_MATH_TEST_TYPE p);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rj(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, BOOST_MATH_TEST_TYPE z, BOOST_MATH_TEST_TYPE p, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rg(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
ellint_rg(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, BOOST_MATH_TEST_TYPE z, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type ellint_2(BOOST_MATH_TEST_TYPE k);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type ellint_2(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type ellint_2(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type ellint_d(BOOST_MATH_TEST_TYPE k);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type ellint_d(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type ellint_d(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_zeta(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_zeta(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type heuman_lambda(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type heuman_lambda(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type ellint_1(BOOST_MATH_TEST_TYPE k);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type ellint_1(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type ellint_1(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE phi, const policies::policy<>& pol);
template detail::ellint_3_result<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type ellint_3(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE phi);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type ellint_3(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE phi, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type ellint_3(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE v);
#endif
#ifdef TEST_GROUP_5
// Gamma functions.
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type tgamma(BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type tgamma1pm1(BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type tgamma1pm1(BOOST_MATH_TEST_TYPE z, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type tgamma(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type tgamma(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE z, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type lgamma(BOOST_MATH_TEST_TYPE z, int* sign);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type lgamma(BOOST_MATH_TEST_TYPE z, int* sign, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type lgamma(BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type lgamma(BOOST_MATH_TEST_TYPE x, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type tgamma_lower(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type tgamma_lower(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE z, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_q(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_q(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE z, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_p(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_p(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE z, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type tgamma_delta_ratio(BOOST_MATH_TEST_TYPE z, BOOST_MATH_TEST_TYPE delta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type tgamma_delta_ratio(BOOST_MATH_TEST_TYPE z, BOOST_MATH_TEST_TYPE delta, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type tgamma_ratio(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type tgamma_ratio(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE b, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_p_derivative(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_p_derivative(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE x, const policies::policy<>&);
// gamma inverse.
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_p_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE p);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_p_inva(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE p, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_p_inva(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE p);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_p_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE p, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_q_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE q);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_q_inv(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE q, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_q_inva(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE q);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type gamma_q_inva(BOOST_MATH_TEST_TYPE a, BOOST_MATH_TEST_TYPE q, const policies::policy<>&);
// digamma:
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type digamma(BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type digamma(BOOST_MATH_TEST_TYPE x, const policies::policy<>&);
// trigamma:
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type trigamma(BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type trigamma(BOOST_MATH_TEST_TYPE x, const policies::policy<>&);
// polygamma:
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type polygamma(int, BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type polygamma(int, BOOST_MATH_TEST_TYPE x, const policies::policy<>&);
#endif
#ifdef TEST_GROUP_6
// Hypotenuse function sqrt(x ^ 2 + y ^ 2).
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
hypot(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
hypot(BOOST_MATH_TEST_TYPE x, BOOST_MATH_TEST_TYPE y, const policies::policy<>&);
// cbrt - cube root.
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type cbrt(BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type cbrt(BOOST_MATH_TEST_TYPE z, const policies::policy<>&);
// log1p is log(x + 1)
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type log1p(BOOST_MATH_TEST_TYPE);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type log1p(BOOST_MATH_TEST_TYPE, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type log1p<BOOST_MATH_TEST_TYPE, overflow_policy>(BOOST_MATH_TEST_TYPE, const overflow_policy&);
// log1pmx is log(x + 1) - x
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type log1pmx(BOOST_MATH_TEST_TYPE);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type log1pmx(BOOST_MATH_TEST_TYPE, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type log1pmx(BOOST_MATH_TEST_TYPE, const overflow_policy&);
// Exp (x) minus 1 functions.
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type expm1(BOOST_MATH_TEST_TYPE);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type expm1(BOOST_MATH_TEST_TYPE, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type expm1(BOOST_MATH_TEST_TYPE, const overflow_policy&);
// Power - 1
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
powm1(const BOOST_MATH_TEST_TYPE a, const BOOST_MATH_TEST_TYPE z);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type
powm1(const BOOST_MATH_TEST_TYPE a, const BOOST_MATH_TEST_TYPE z, const policies::policy<>&);
// sqrt(1+x) - 1
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type sqrt1pm1(const BOOST_MATH_TEST_TYPE& val);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type sqrt1pm1(const BOOST_MATH_TEST_TYPE& val, const policies::policy<>&);
// sin_pi, cos_pi
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type sin_pi(const BOOST_MATH_TEST_TYPE val);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type sin_pi(const BOOST_MATH_TEST_TYPE val, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type cos_pi(const BOOST_MATH_TEST_TYPE val);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type cos_pi(const BOOST_MATH_TEST_TYPE val, const policies::policy<>&);
#endif
#ifdef TEST_GROUP_7
// Bessel functions:
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_j(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_j_prime(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_j(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_j_prime(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<int, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_j(int v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<int, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_j_prime(int v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type sph_bessel(unsigned v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type sph_bessel_prime(unsigned v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type sph_bessel(unsigned v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type sph_bessel_prime(unsigned v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_i(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_i_prime(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_i(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_i_prime(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<int, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_i(int v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<int, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_i_prime(int v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_k(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_k_prime(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_k(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_k_prime(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<int, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_k(int v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<int, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_bessel_k_prime(int v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_neumann(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_neumann_prime(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_neumann(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_neumann_prime(BOOST_MATH_TEST_TYPE v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<int, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_neumann(int v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<int, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type cyl_neumann_prime(int v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type sph_neumann(unsigned v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type sph_neumann_prime(unsigned v, BOOST_MATH_TEST_TYPE x, const policies::policy<> & pol);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type sph_neumann(unsigned v, BOOST_MATH_TEST_TYPE x);
template detail::bessel_traits<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE, policies::policy<> >::result_type sph_neumann_prime(unsigned v, BOOST_MATH_TEST_TYPE x);
#endif
#ifdef TEST_GROUP_8
// Airy Functions:
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type airy_ai(BOOST_MATH_TEST_TYPE x, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type airy_ai(BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type airy_bi(BOOST_MATH_TEST_TYPE x, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type airy_bi(BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type airy_ai_prime(BOOST_MATH_TEST_TYPE x, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type airy_ai_prime(BOOST_MATH_TEST_TYPE x);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type airy_bi_prime(BOOST_MATH_TEST_TYPE x, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type airy_bi_prime(BOOST_MATH_TEST_TYPE x);
#endif
#ifdef TEST_GROUP_9
// Exponential Integral
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type expint(unsigned n, BOOST_MATH_TEST_TYPE z, const policies::policy<> &);
template detail::expint_result<int, BOOST_MATH_TEST_TYPE>::type expint(int const z, BOOST_MATH_TEST_TYPE const u);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type expint(BOOST_MATH_TEST_TYPE z);
// Zeta:
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type zeta(BOOST_MATH_TEST_TYPE s, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type zeta(BOOST_MATH_TEST_TYPE s);
#endif
#ifdef TEST_GROUP_10
// Jacobi Functions:
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type jacobi_elliptic(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, BOOST_MATH_TEST_TYPE* pcn, BOOST_MATH_TEST_TYPE* pdn, const policies::policy<>&);
template tools::promote_args<BOOST_MATH_TEST_TYPE>::type jacobi_elliptic(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, BOOST_MATH_TEST_TYPE* pcn, BOOST_MATH_TEST_TYPE* pdn);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_sn(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_sn(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_cn(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_cn(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_dn(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_dn(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_cd(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_cd(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_dc(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_dc(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_ns(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_ns(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_sd(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_sd(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_ds(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_ds(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_nc(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_nc(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_nd(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_nd(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_sc(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_sc(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_cs(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta, const policies::policy<>& pol);
template tools::promote_args<BOOST_MATH_TEST_TYPE, BOOST_MATH_TEST_TYPE>::type jacobi_cs(BOOST_MATH_TEST_TYPE k, BOOST_MATH_TEST_TYPE theta);
#endif
}} // namespaces
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