/usr/include/boost/math/special_functions
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detail/-0755rm
acosh.hpp36930644editdlrm
airy.hpp162700644editdlrm
asinh.hpp39350644editdlrm
atanh.hpp41040644editdlrm
bernoulli.hpp53890644editdlrm
bessel.hpp284050644editdlrm
bessel_iterators.hpp68930644editdlrm
bessel_prime.hpp132380644editdlrm
beta.hpp525940644editdlrm
binomial.hpp25080644editdlrm
cardinal_b_spline.hpp47960644editdlrm
cbrt.hpp52000644editdlrm
chebyshev.hpp47600644editdlrm
chebyshev_transform.hpp62090644editdlrm
cos_pi.hpp23280644editdlrm
daubechies_scaling.hpp150360644editdlrm
daubechies_wavelet.hpp96710644editdlrm
digamma.hpp223180644editdlrm
ellint_1.hpp67000644editdlrm
ellint_2.hpp63770644editdlrm
ellint_3.hpp120480644editdlrm
ellint_d.hpp59650644editdlrm
ellint_rc.hpp31350644editdlrm
ellint_rd.hpp62800644editdlrm
ellint_rf.hpp52550644editdlrm
ellint_rg.hpp41250644editdlrm
ellint_rj.hpp88620644editdlrm
erf.hpp566600644editdlrm
expint.hpp750660644editdlrm
expm1.hpp113350644editdlrm
factorials.hpp80540644editdlrm
fpclassify.hpp198710644editdlrm
gamma.hpp704880644editdlrm
gegenbauer.hpp20150644editdlrm
hankel.hpp69940644editdlrm
hermite.hpp17780644editdlrm
heuman_lambda.hpp28910644editdlrm
hypergeometric_0F1.hpp42830644editdlrm
hypergeometric_1F0.hpp23830644editdlrm
hypergeometric_1F1.hpp318540644editdlrm
hypergeometric_2F0.hpp61270644editdlrm
hypergeometric_pFq.hpp85180644editdlrm
hypot.hpp22460644editdlrm
jacobi.hpp18840644editdlrm
jacobi_elliptic.hpp101900644editdlrm
jacobi_zeta.hpp22730644editdlrm
laguerre.hpp36510644editdlrm
lambert_w.hpp959980644editdlrm
lanczos.hpp3129740644editdlrm
legendre.hpp112750644editdlrm
legendre_stieltjes.hpp69010644editdlrm
log1p.hpp162710644editdlrm
math_fwd.hpp736710644editdlrm
modf.hpp16280644editdlrm
next.hpp289610644editdlrm
nonfinite_num_facets.hpp185720644editdlrm
owens_t.hpp498870644editdlrm
polygamma.hpp32090644editdlrm
pow.hpp34260644editdlrm
powm1.hpp24420644editdlrm
prime.hpp915940644editdlrm
relative_difference.hpp54550644editdlrm
round.hpp43610644editdlrm
sign.hpp56480644editdlrm
sinc.hpp34090644editdlrm
sinhc.hpp46430644editdlrm
sin_pi.hpp23110644editdlrm
spherical_harmonic.hpp63580644editdlrm
sqrt1pm1.hpp11490644editdlrm
trigamma.hpp214110644editdlrm
trunc.hpp54500644editdlrm
ulp.hpp33240644editdlrm
zeta.hpp537760644editdlrm
Edit: /usr/include/boost/math/special_functions/polygamma.hpp (3209B)
/////////////////////////////////////////////////////////////////////////////// // Copyright 2013 Nikhar Agrawal // Copyright 2013 Christopher Kormanyos // Copyright 2014 John Maddock // Copyright 2013 Paul Bristow // Distributed under 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_POLYGAMMA_2013_07_30_HPP_ #define _BOOST_POLYGAMMA_2013_07_30_HPP_ #include #include #include namespace boost { namespace math { template inline typename tools::promote_args::type polygamma(const int n, T x, const Policy& pol) { // // Filter off special cases right at the start: // if(n == 0) return boost::math::digamma(x, pol); if(n == 1) return boost::math::trigamma(x, pol); // // We've found some standard library functions to misbehave if any FPU exception flags // are set prior to their call, this code will clear those flags, then reset them // on exit: // BOOST_FPU_EXCEPTION_GUARD // // The type of the result - the common type of T and U after // any integer types have been promoted to double: // typedef typename tools::promote_args::type result_type; // // The type used for the calculation. This may be a wider type than // the result in order to ensure full precision: // typedef typename policies::evaluation::type value_type; // // The type of the policy to forward to the actual implementation. // We disable promotion of float and double as that's [possibly] // happened already in the line above. Also reset to the default // any policies we don't use (reduces code bloat if we're called // multiple times with differing policies we don't actually use). // Also normalise the type, again to reduce code bloat in case we're // called multiple times with functionally identical policies that happen // to be different types. // typedef typename policies::normalise< Policy, policies::promote_float, policies::promote_double, policies::discrete_quantile<>, policies::assert_undefined<> >::type forwarding_policy; // // Whew. Now we can make the actual call to the implementation. // Arguments are explicitly cast to the evaluation type, and the result // passed through checked_narrowing_cast which handles things like overflow // according to the policy passed: // return policies::checked_narrowing_cast( detail::polygamma_imp(n, static_cast(x), forwarding_policy()), "boost::math::polygamma<%1%>(int, %1%)"); } template inline typename tools::promote_args::type polygamma(const int n, T x) { return boost::math::polygamma(n, x, policies::policy<>()); } } } // namespace boost::math #endif // _BOOST_BERNOULLI_2013_05_30_HPP_