FM / distributions

/usr/include/boost/math/distributions

Name	Size	Mode	Actions
detail/	-	0755	rm
arcsine.hpp	18797	0644	edit dl rm
bernoulli.hpp	12143	0644	edit dl rm
beta.hpp	18807	0644	edit dl rm
binomial.hpp	28654	0644	edit dl rm
cauchy.hpp	12310	0644	edit dl rm
chi_squared.hpp	12242	0644	edit dl rm
complement.hpp	5978	0644	edit dl rm
empirical_cumulative_distribution_function.hpp	1886	0644	edit dl rm
exponential.hpp	8944	0644	edit dl rm
extreme_value.hpp	10491	0644	edit dl rm
find_location.hpp	6713	0644	edit dl rm
find_scale.hpp	9674	0644	edit dl rm
fisher_f.hpp	14391	0644	edit dl rm
fwd.hpp	5461	0644	edit dl rm
gamma.hpp	10660	0644	edit dl rm
geometric.hpp	21156	0644	edit dl rm
hyperexponential.hpp	21887	0644	edit dl rm
hypergeometric.hpp	12220	0644	edit dl rm
inverse_chi_squared.hpp	15202	0644	edit dl rm
inverse_gamma.hpp	15389	0644	edit dl rm
inverse_gaussian.hpp	19760	0644	edit dl rm
laplace.hpp	10580	0644	edit dl rm
logistic.hpp	11273	0644	edit dl rm
lognormal.hpp	11714	0644	edit dl rm
negative_binomial.hpp	26139	0644	edit dl rm
non_central_beta.hpp	35837	0644	edit dl rm
non_central_chi_squared.hpp	40704	0644	edit dl rm
non_central_f.hpp	15848	0644	edit dl rm
non_central_t.hpp	47973	0644	edit dl rm
normal.hpp	10768	0644	edit dl rm
pareto.hpp	15516	0644	edit dl rm
poisson.hpp	20267	0644	edit dl rm
rayleigh.hpp	10344	0644	edit dl rm
skew_normal.hpp	25646	0644	edit dl rm
students_t.hpp	18476	0644	edit dl rm
triangular.hpp	18407	0644	edit dl rm
uniform.hpp	12963	0644	edit dl rm
weibull.hpp	12081	0644	edit dl rm

Edit: /usr/include/boost/math/distributions/complement.hpp (5978B)

//  (C) Copyright John Maddock 2006.
//  (C) Copyright Paul A. Bristow 2006.
//  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_STATS_COMPLEMENT_HPP
#define BOOST_STATS_COMPLEMENT_HPP

//
// This code really defines our own tuple type.
// It would be nice to reuse boost::math::tuple
// while retaining our own type safety, but it's
// not clear if that's possible.  In any case this
// code is *very* lightweight.
//
namespace boost{ namespace math{

template <class Dist, class RealType>
struct complemented2_type
{
   complemented2_type(
      const Dist& d, 
      const RealType& p1)
      : dist(d), 
        param(p1) {}

const Dist& dist;
   const RealType& param;

private:
   complemented2_type& operator=(const complemented2_type&);
};

template <class Dist, class RealType1, class RealType2>
struct complemented3_type
{
   complemented3_type(
      const Dist& d, 
      const RealType1& p1,
      const RealType2& p2)
      : dist(d), 
        param1(p1), 
        param2(p2) {}

const Dist& dist;
   const RealType1& param1;
   const RealType2& param2;
private:
   complemented3_type& operator=(const complemented3_type&);
};

template <class Dist, class RealType1, class RealType2, class RealType3>
struct complemented4_type
{
   complemented4_type(
      const Dist& d, 
      const RealType1& p1,
      const RealType2& p2,
      const RealType3& p3)
      : dist(d), 
        param1(p1), 
        param2(p2), 
        param3(p3) {}

const Dist& dist;
   const RealType1& param1;
   const RealType2& param2;
   const RealType3& param3;
private:
   complemented4_type& operator=(const complemented4_type&);
};

template <class Dist, class RealType1, class RealType2, class RealType3, class RealType4>
struct complemented5_type
{
   complemented5_type(
      const Dist& d, 
      const RealType1& p1,
      const RealType2& p2,
      const RealType3& p3,
      const RealType4& p4)
      : dist(d), 
        param1(p1), 
        param2(p2), 
        param3(p3), 
        param4(p4) {}

const Dist& dist;
   const RealType1& param1;
   const RealType2& param2;
   const RealType3& param3;
   const RealType4& param4;
private:
   complemented5_type& operator=(const complemented5_type&);
};

template <class Dist, class RealType1, class RealType2, class RealType3, class RealType4, class RealType5>
struct complemented6_type
{
   complemented6_type(
      const Dist& d, 
      const RealType1& p1,
      const RealType2& p2,
      const RealType3& p3,
      const RealType4& p4,
      const RealType5& p5)
      : dist(d), 
        param1(p1), 
        param2(p2), 
        param3(p3), 
        param4(p4), 
        param5(p5) {}

const Dist& dist;
   const RealType1& param1;
   const RealType2& param2;
   const RealType3& param3;
   const RealType4& param4;
   const RealType5& param5;
private:
   complemented6_type& operator=(const complemented6_type&);
};

template <class Dist, class RealType1, class RealType2, class RealType3, class RealType4, class RealType5, class RealType6>
struct complemented7_type
{
   complemented7_type(
      const Dist& d, 
      const RealType1& p1,
      const RealType2& p2,
      const RealType3& p3,
      const RealType4& p4,
      const RealType5& p5,
      const RealType6& p6)
      : dist(d), 
        param1(p1), 
        param2(p2), 
        param3(p3), 
        param4(p4), 
        param5(p5), 
        param6(p6) {}

const Dist& dist;
   const RealType1& param1;
   const RealType2& param2;
   const RealType3& param3;
   const RealType4& param4;
   const RealType5& param5;
   const RealType6& param6;
private:
   complemented7_type& operator=(const complemented7_type&);
};

template <class Dist, class RealType>
inline complemented2_type<Dist, RealType> complement(const Dist& d, const RealType& r)
{
   return complemented2_type<Dist, RealType>(d, r);
}

template <class Dist, class RealType1, class RealType2>
inline complemented3_type<Dist, RealType1, RealType2> complement(const Dist& d, const RealType1& r1, const RealType2& r2)
{
   return complemented3_type<Dist, RealType1, RealType2>(d, r1, r2);
}

template <class Dist, class RealType1, class RealType2, class RealType3>
inline complemented4_type<Dist, RealType1, RealType2, RealType3> complement(const Dist& d, const RealType1& r1, const RealType2& r2, const RealType3& r3)
{
   return complemented4_type<Dist, RealType1, RealType2, RealType3>(d, r1, r2, r3);
}

template <class Dist, class RealType1, class RealType2, class RealType3, class RealType4>
inline complemented5_type<Dist, RealType1, RealType2, RealType3, RealType4> complement(const Dist& d, const RealType1& r1, const RealType2& r2, const RealType3& r3, const RealType4& r4)
{
   return complemented5_type<Dist, RealType1, RealType2, RealType3, RealType4>(d, r1, r2, r3, r4);
}

template <class Dist, class RealType1, class RealType2, class RealType3, class RealType4, class RealType5>
inline complemented6_type<Dist, RealType1, RealType2, RealType3, RealType4, RealType5> complement(const Dist& d, const RealType1& r1, const RealType2& r2, const RealType3& r3, const RealType4& r4, const RealType5& r5)
{
   return complemented6_type<Dist, RealType1, RealType2, RealType3, RealType4, RealType5>(d, r1, r2, r3, r4, r5);
}

template <class Dist, class RealType1, class RealType2, class RealType3, class RealType4, class RealType5, class RealType6>
inline complemented7_type<Dist, RealType1, RealType2, RealType3, RealType4, RealType5, RealType6> complement(const Dist& d, const RealType1& r1, const RealType2& r2, const RealType3& r3, const RealType4& r4, const RealType5& r5, const RealType6& r6)
{
   return complemented7_type<Dist, RealType1, RealType2, RealType3, RealType4, RealType5, RealType6>(d, r1, r2, r3, r4, r5, r6);
}

} // namespace math
} // namespace boost

#endif // BOOST_STATS_COMPLEMENT_HPP

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