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WSJT-X/boost/libs/math/test/octonion_test.cpp

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// test file for octonion.hpp
// (C) Copyright Hubert Holin 2001.
// 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)
#include <iomanip>
#include <boost/mpl/list.hpp>
#include <boost/test/unit_test.hpp>
#include <boost/test/unit_test_log.hpp>
#include <boost/math/octonion.hpp>
template<typename T>
struct string_type_name;
#define DEFINE_TYPE_NAME(Type) \
template<> struct string_type_name<Type> \
{ \
static char const * _() \
{ \
return #Type; \
} \
}
DEFINE_TYPE_NAME(float);
DEFINE_TYPE_NAME(double);
#ifndef BOOST_MATH_NO_LONG_DOUBLE_MATH_FUNCTIONS
DEFINE_TYPE_NAME(long double);
#endif
#ifndef BOOST_MATH_NO_LONG_DOUBLE_MATH_FUNCTIONS
typedef boost::mpl::list<float,double,long double> test_types;
#else
typedef boost::mpl::list<float,double> test_types;
#endif
// Apple GCC 4.0 uses the "double double" format for its long double,
// which means that epsilon is VERY small but useless for
// comparisons. So, don't do those comparisons.
#if (defined(__APPLE_CC__) && defined(__GNUC__) && __GNUC__ == 4) || defined(BOOST_MATH_NO_LONG_DOUBLE_MATH_FUNCTIONS)
typedef boost::mpl::list<float,double> near_eps_test_types;
#else
typedef boost::mpl::list<float,double,long double> near_eps_test_types;
#endif
#if BOOST_WORKAROUND(__GNUC__, < 3)
// gcc 2.x ignores function scope using declarations,
// put them in the scope of the enclosing namespace instead:
using ::std::sqrt;
using ::std::atan;
using ::std::log;
using ::std::exp;
using ::std::cos;
using ::std::sin;
using ::std::tan;
using ::std::cosh;
using ::std::sinh;
using ::std::tanh;
using ::std::numeric_limits;
using ::boost::math::abs;
#endif /* BOOST_WORKAROUND(__GNUC__, < 3) */
#ifdef BOOST_NO_STDC_NAMESPACE
using ::sqrt;
using ::atan;
using ::log;
using ::exp;
using ::cos;
using ::sin;
using ::tan;
using ::cosh;
using ::sinh;
using ::tanh;
#endif /* BOOST_NO_STDC_NAMESPACE */
#ifdef BOOST_NO_ARGUMENT_DEPENDENT_LOOKUP
using ::boost::math::real;
using ::boost::math::unreal;
using ::boost::math::sup;
using ::boost::math::l1;
using ::boost::math::abs;
using ::boost::math::norm;
using ::boost::math::conj;
using ::boost::math::exp;
using ::boost::math::pow;
using ::boost::math::cos;
using ::boost::math::sin;
using ::boost::math::tan;
using ::boost::math::cosh;
using ::boost::math::sinh;
using ::boost::math::tanh;
using ::boost::math::sinc_pi;
using ::boost::math::sinhc_pi;
#endif /* BOOST_NO_ARGUMENT_DEPENDENT_LOOKUP */
// Provide standard floating point abs() overloads if older Microsoft
// library is used with _MSC_EXTENSIONS defined. This code also works
// for the Intel compiler using the Microsoft library.
#if defined(_MSC_EXTENSIONS) && defined(_MSC_VER) && _MSC_VER < 1310
inline float abs(float v)
{
return(fabs(v));
}
inline double abs(double v)
{
return(fabs(v));
}
inline long double abs(long double v)
{
return(fabs(v));
}
#endif /* BOOST_WORKAROUND(BOOST_MSVC) */
// explicit (if ludicrous) instanciation
#if !BOOST_WORKAROUND(__GNUC__, < 3)
template class ::boost::math::octonion<int>;
#else
// gcc doesn't like the absolutely-qualified namespace
template class boost::math::octonion<int>;
#endif /* !BOOST_WORKAROUND(__GNUC__) */
namespace
{
template<typename T>
::boost::math::octonion<T> index_i_element(int idx)
{
return(
::boost::math::octonion<T>(
(idx == 0) ?
static_cast<T>(1) :
static_cast<T>(0),
(idx == 1) ?
static_cast<T>(1) :
static_cast<T>(0),
(idx == 2) ?
static_cast<T>(1) :
static_cast<T>(0),
(idx == 3) ?
static_cast<T>(1) :
static_cast<T>(0),
(idx == 4) ?
static_cast<T>(1) :
static_cast<T>(0),
(idx == 5) ?
static_cast<T>(1) :
static_cast<T>(0),
(idx == 6) ?
static_cast<T>(1) :
static_cast<T>(0),
(idx == 7) ?
static_cast<T>(1) :
static_cast<T>(0)
));
}
}
void octonion_manual_test()
{
// tests for evaluation by humans
// using default constructor
::boost::math::octonion<float> o0;
::boost::math::octonion<float> oa[2];
// using constructor "O seen as R^8"
::boost::math::octonion<float> o1(1,2,3,4,5,6,7,8);
::std::complex<double> c0(9,10);
// using constructor "O seen as C^4"
::boost::math::octonion<double> o2(c0);
::boost::math::quaternion<long double> q0(11,12,13,14);
// using constructor "O seen as H^2"
::boost::math::octonion<long double> o3(q0);
// using UNtemplated copy constructor
::boost::math::octonion<float> o4(o1);
// using templated copy constructor
::boost::math::octonion<long double> o5(o2);
// using UNtemplated assignment operator
o5 = o3;
oa[0] = o0;
// using templated assignment operator
o5 = o2;
oa[1] = o5;
float f0(15);
// using converting assignment operator
o0 = f0;
// using converting assignment operator
o2 = c0;
// using converting assignment operator
o5 = q0;
// using += (const T &)
o4 += f0;
// using += (const ::std::complex<T> &)
o2 += c0;
// using += (const ::boost::math::quaternion<T> &)
o3 += q0;
// using += (const quaternion<X> &)
o5 += o4;
// using -= (const T &)
o1 -= f0;
// using -= (const ::std::complex<T> &)
o2 -= c0;
// using -= (const ::boost::math::quaternion<T> &)
o5 -= q0;
// using -= (const octonion<X> &)
o3 -= o4;
double d0(16);
::std::complex<double> c1(17,18);
::boost::math::quaternion<double> q1(19,20,21,22);
// using *= (const T &)
o2 *= d0;
// using *= (const ::std::complex<T> &)
o2 *= c1;
// using *= (const ::boost::math::quaternion<T> &)
o2 *= q1;
// using *= (const octonion<X> &)
o2 *= o4;
long double l0(23);
::std::complex<long double> c2(24,25);
// using /= (const T &)
o5 /= l0;
// using /= (const ::std::complex<T> &)
o5 /= c2;
// using /= (const quaternion<X> &)
o5 /= q0;
// using /= (const octonion<X> &)
o5 /= o5;
// using + (const T &, const octonion<T> &)
::boost::math::octonion<float> o6 = f0+o0;
// using + (const octonion<T> &, const T &)
::boost::math::octonion<float> o7 = o0+f0;
// using + (const ::std::complex<T> &, const quaternion<T> &)
::boost::math::octonion<double> o8 = c0+o2;
// using + (const octonion<T> &, const ::std::complex<T> &)
::boost::math::octonion<double> o9 = o2+c0;
// using + (const ::boost::math::quaternion<T>, const octonion<T> &)
::boost::math::octonion<long double> o10 = q0+o3;
// using + (const octonion<T> &, const ::boost::math::quaternion<T> &)
::boost::math::octonion<long double> o11 = o3+q0;
// using + (const quaternion<T> &,const quaternion<T> &)
::boost::math::octonion<float> o12 = o0+o4;
// using - (const T &, const octonion<T> &)
o6 = f0-o0;
// using - (const octonion<T> &, const T &)
o7 = o0-f0;
// using - (const ::std::complex<T> &, const octonion<T> &)
o8 = c0-o2;
// using - (const octonion<T> &, const ::std::complex<T> &)
o9 = o2-c0;
// using - (const quaternion<T> &,const octonion<T> &)
o10 = q0-o3;
// using - (const octonion<T> &,const quaternion<T> &)
o11 = o3-q0;
// using - (const octonion<T> &,const octonion<T> &)
o12 = o0-o4;
// using * (const T &, const octonion<T> &)
o6 = f0*o0;
// using * (const octonion<T> &, const T &)
o7 = o0*f0;
// using * (const ::std::complex<T> &, const octonion<T> &)
o8 = c0*o2;
// using * (const octonion<T> &, const ::std::complex<T> &)
o9 = o2*c0;
// using * (const quaternion<T> &,const octonion<T> &)
o10 = q0*o3;
// using * (const octonion<T> &,const quaternion<T> &)
o11 = o3*q0;
// using * (const octonion<T> &,const octonion<T> &)
o12 = o0*o4;
// using / (const T &, const octonion<T> &)
o6 = f0/o0;
// using / (const octonion<T> &, const T &)
o7 = o0/f0;
// using / (const ::std::complex<T> &, const octonion<T> &)
o8 = c0/o2;
// using / (const octonion<T> &, const ::std::complex<T> &)
o9 = o2/c0;
// using / (const ::boost::math::quaternion<T> &, const octonion<T> &)
o10 = q0/o3;
// using / (const octonion<T> &, const ::boost::math::quaternion<T> &)
o11 = o3/q0;
// using / (const octonion<T> &,const octonion<T> &)
o12 = o0/o4;
// using + (const octonion<T> &)
o4 = +o0;
// using - (const octonion<T> &)
o0 = -o4;
// using == (const T &, const octonion<T> &)
f0 == o0;
// using == (const octonion<T> &, const T &)
o0 == f0;
// using == (const ::std::complex<T> &, const octonion<T> &)
c0 == o2;
// using == (const octonion<T> &, const ::std::complex<T> &)
o2 == c0;
// using == (const ::boost::math::quaternion<T> &, const octonion<T> &)
q0 == o3;
// using == (const octonion<T> &, const ::boost::math::quaternion<T> &)
o3 == q0;
// using == (const octonion<T> &,const octonion<T> &)
o0 == o4;
// using != (const T &, const octonion<T> &)
f0 != o0;
// using != (const octonion<T> &, const T &)
o0 != f0;
// using != (const ::std::complex<T> &, const octonion<T> &)
c0 != o2;
// using != (const octonion<T> &, const ::std::complex<T> &)
o2 != c0;
// using != (const ::boost::math::quaternion<T> &, const octonion<T> &)
q0 != o3;
// using != (const octonion<T> &, const ::boost::math::quaternion<T> &)
o3 != q0;
// using != (const octonion<T> &,const octonion<T> &)
o0 != o4;
BOOST_TEST_MESSAGE("Please input an octonion...");
#ifdef BOOST_INTERACTIVE_TEST_INPUT_ITERATOR
::std::cin >> o0;
if (::std::cin.fail())
{
BOOST_TEST_MESSAGE("You have entered nonsense!");
}
else
{
BOOST_TEST_MESSAGE("You have entered the octonion " << o0 << " .");
}
#else
::std::istringstream bogus("(1,2,3,4,5,6,7,8)");
bogus >> o0;
BOOST_TEST_MESSAGE("You have entered the octonion " << o0 << " .");
#endif
BOOST_TEST_MESSAGE("For this octonion:");
BOOST_TEST_MESSAGE( "the value of the real part is "
<< real(o0));
BOOST_TEST_MESSAGE( "the value of the unreal part is "
<< unreal(o0));
BOOST_TEST_MESSAGE( "the value of the sup norm is "
<< sup(o0));
BOOST_TEST_MESSAGE( "the value of the l1 norm is "
<< l1(o0));
BOOST_TEST_MESSAGE( "the value of the magnitude (euclidian norm) is "
<< abs(o0));
BOOST_TEST_MESSAGE( "the value of the (Cayley) norm is "
<< norm(o0));
BOOST_TEST_MESSAGE( "the value of the conjugate is "
<< conj(o0));
BOOST_TEST_MESSAGE( "the value of the exponential is "
<< exp(o0));
BOOST_TEST_MESSAGE( "the value of the cube is "
<< pow(o0,3));
BOOST_TEST_MESSAGE( "the value of the cosinus is "
<< cos(o0));
BOOST_TEST_MESSAGE( "the value of the sinus is "
<< sin(o0));
BOOST_TEST_MESSAGE( "the value of the tangent is "
<< tan(o0));
BOOST_TEST_MESSAGE( "the value of the hyperbolic cosinus is "
<< cosh(o0));
BOOST_TEST_MESSAGE( "the value of the hyperbolic sinus is "
<< sinh(o0));
BOOST_TEST_MESSAGE( "the value of the hyperbolic tangent is "
<< tanh(o0));
#ifdef BOOST_NO_TEMPLATE_TEMPLATES
BOOST_TEST_MESSAGE( "no template templates, can't compute cardinal functions");
#else /* BOOST_NO_TEMPLATE_TEMPLATES */
BOOST_TEST_MESSAGE( "the value of the Sinus Cardinal (of index pi) is "
<< sinc_pi(o0));
BOOST_TEST_MESSAGE( "the value of "
<< "the Hyperbolic Sinus Cardinal (of index pi) is "
<< sinhc_pi(o0));
#endif /* BOOST_NO_TEMPLATE_TEMPLATES */
BOOST_TEST_MESSAGE(" ");
float rho = ::std::sqrt(4096.0f);
float theta = ::std::atan(1.0f);
float phi1 = ::std::atan(1.0f);
float phi2 = ::std::atan(1.0f);
float phi3 = ::std::atan(1.0f);
float phi4 = ::std::atan(1.0f);
float phi5 = ::std::atan(1.0f);
float phi6 = ::std::atan(1.0f);
BOOST_TEST_MESSAGE( "The value of the octonion represented "
<< "in spherical form by "
<< "rho = " << rho << " , theta = " << theta
<< " , phi1 = " << phi1 << " , phi2 = " << phi2
<< " , phi3 = " << phi3 << " , phi4 = " << phi4
<< " , phi5 = " << phi5 << " , phi6 = " << phi6
<< " is "
<< ::boost::math::spherical(rho, theta,
phi1, phi2, phi3, phi4, phi5, phi6));
float rho1 = 1;
float rho2 = 2;
float rho3 = ::std::sqrt(2.0f);
float rho4 = ::std::sqrt(8.0f);
float theta1 = 0;
float theta2 = ::std::atan(1.0f)*2;
float theta3 = ::std::atan(1.0f);
float theta4 = ::std::atan(::std::sqrt(3.0f));
BOOST_TEST_MESSAGE( "The value of the octonion represented "
<< "in multipolar form by "
<< "rho1 = " << rho1 << " , theta1 = " << theta1
<< " , rho2 = " << rho2 << " , theta2 = " << theta2
<< "rho3 = " << rho3 << " , theta3 = " << theta3
<< " , rho4 = " << rho4 << " , theta4 = " << theta4
<< " is "
<< ::boost::math::multipolar(rho1, theta1, rho2, theta2,
rho3, theta3, rho4, theta4));
float r = ::std::sqrt(2.0f);
float angle = ::std::atan(1.0f);
float h1 = 3;
float h2 = 4;
float h3 = 5;
float h4 = 6;
float h5 = 7;
float h6 = 8;
BOOST_TEST_MESSAGE( "The value of the octonion represented "
<< "in cylindrical form by "
<< "r = " << r << " , angle = " << angle
<< " , h1 = " << h1 << " , h2 = " << h2
<< " , h3 = " << h3 << " , h4 = " << h4
<< " , h5 = " << h5 << " , h6 = " << h6
<< " is " << ::boost::math::cylindrical(r, angle,
h1, h2, h3, h4, h5, h6));
double real_1(1);
::std::complex<double> complex_1(1);
::std::complex<double> complex_i(0,1);
::boost::math::quaternion<double> quaternion_1(1);
::boost::math::quaternion<double> quaternion_i(0,1);
::boost::math::quaternion<double> quaternion_j(0,0,1);
::boost::math::quaternion<double> quaternion_k(0,0,0,1);
::boost::math::octonion<double> octonion_1(1);
::boost::math::octonion<double> octonion_i(0,1);
::boost::math::octonion<double> octonion_j(0,0,1);
::boost::math::octonion<double> octonion_k(0,0,0,1);
::boost::math::octonion<double> octonion_e_prime(0,0,0,0,1);
::boost::math::octonion<double> octonion_i_prime(0,0,0,0,0,1);
::boost::math::octonion<double> octonion_j_prime(0,0,0,0,0,0,1);
::boost::math::octonion<double> octonion_k_prime(0,0,0,0,0,0,0,1);
BOOST_TEST_MESSAGE(" ");
BOOST_TEST_MESSAGE( "Real 1: " << real_1
<< " ; Complex 1: " << complex_1
<< " ; Quaternion 1: " << quaternion_1
<< " ; Octonion 1: " << octonion_1 << " .");
BOOST_TEST_MESSAGE( "Complex i: " << complex_i
<< " ; Quaternion i: " << quaternion_i
<< " ; Octonion i : " << octonion_i << " .");
BOOST_TEST_MESSAGE( "Quaternion j: " << quaternion_j
<< " ; Octonion j: " << octonion_j << " .");
BOOST_TEST_MESSAGE( "Quaternion k: " << quaternion_k
<< " ; Octonion k: " << octonion_k << " .");
BOOST_TEST_MESSAGE( "Quaternion e\': " << octonion_e_prime << " .");
BOOST_TEST_MESSAGE( "Quaternion i\': " << octonion_i_prime << " .");
BOOST_TEST_MESSAGE( "Quaternion j\': " << octonion_j_prime << " .");
BOOST_TEST_MESSAGE( "Quaternion k\': " << octonion_k_prime << " .");
BOOST_TEST_MESSAGE(" ");
BOOST_TEST_MESSAGE( octonion_1*octonion_1 << " ; "
<< octonion_1*octonion_i << " ; "
<< octonion_1*octonion_j << " ; "
<< octonion_1*octonion_k << " ; "
<< octonion_1*octonion_e_prime << " ; "
<< octonion_1*octonion_i_prime << " ; "
<< octonion_1*octonion_j_prime << " ; "
<< octonion_1*octonion_k_prime << " ; ");
BOOST_TEST_MESSAGE( octonion_i*octonion_1 << " ; "
<< octonion_i*octonion_i << " ; "
<< octonion_i*octonion_j << " ; "
<< octonion_i*octonion_k << " ; "
<< octonion_i*octonion_e_prime << " ; "
<< octonion_i*octonion_i_prime << " ; "
<< octonion_i*octonion_j_prime << " ; "
<< octonion_i*octonion_k_prime << " ; ");
BOOST_TEST_MESSAGE( octonion_j*octonion_1 << " ; "
<< octonion_j*octonion_i << " ; "
<< octonion_j*octonion_j << " ; "
<< octonion_j*octonion_k << " ; "
<< octonion_j*octonion_e_prime << " ; "
<< octonion_j*octonion_i_prime << " ; "
<< octonion_j*octonion_j_prime << " ; "
<< octonion_j*octonion_k_prime << " ; ");
BOOST_TEST_MESSAGE( octonion_k*octonion_1 << " ; "
<< octonion_k*octonion_i << " ; "
<< octonion_k*octonion_j << " ; "
<< octonion_k*octonion_k << " ; "
<< octonion_k*octonion_e_prime << " ; "
<< octonion_k*octonion_i_prime << " ; "
<< octonion_k*octonion_j_prime << " ; "
<< octonion_k*octonion_k_prime << " ; ");
BOOST_TEST_MESSAGE( octonion_e_prime*octonion_1 << " ; "
<< octonion_e_prime*octonion_i << " ; "
<< octonion_e_prime*octonion_j << " ; "
<< octonion_e_prime*octonion_k << " ; "
<< octonion_e_prime*octonion_e_prime << " ; "
<< octonion_e_prime*octonion_i_prime << " ; "
<< octonion_e_prime*octonion_j_prime << " ; "
<< octonion_e_prime*octonion_k_prime << " ; ");
BOOST_TEST_MESSAGE( octonion_i_prime*octonion_1 << " ; "
<< octonion_i_prime*octonion_i << " ; "
<< octonion_i_prime*octonion_j << " ; "
<< octonion_i_prime*octonion_k << " ; "
<< octonion_i_prime*octonion_e_prime << " ; "
<< octonion_i_prime*octonion_i_prime << " ; "
<< octonion_i_prime*octonion_j_prime << " ; "
<< octonion_i_prime*octonion_k_prime << " ; ");
BOOST_TEST_MESSAGE( octonion_j_prime*octonion_1 << " ; "
<< octonion_j_prime*octonion_i << " ; "
<< octonion_j_prime*octonion_j << " ; "
<< octonion_j_prime*octonion_k << " ; "
<< octonion_j_prime*octonion_e_prime << " ; "
<< octonion_j_prime*octonion_i_prime << " ; "
<< octonion_j_prime*octonion_j_prime << " ; "
<< octonion_j_prime*octonion_k_prime << " ; ");
BOOST_TEST_MESSAGE( octonion_k_prime*octonion_1 << " ; "
<< octonion_k_prime*octonion_i << " ; "
<< octonion_k_prime*octonion_j << " ; "
<< octonion_k_prime*octonion_k << " ; "
<< octonion_k_prime*octonion_e_prime << " ; "
<< octonion_k_prime*octonion_i_prime << " ; "
<< octonion_k_prime*octonion_j_prime << " ; "
<< octonion_k_prime*octonion_k_prime << " ; ");
BOOST_TEST_MESSAGE(" ");
BOOST_TEST_MESSAGE("i\'*(e\'*j) : "
<< octonion_i_prime*(octonion_e_prime*octonion_j) << " ;");
BOOST_TEST_MESSAGE("(i\'*e\')*j : "
<< (octonion_i_prime*octonion_e_prime)*octonion_j << " ;");
BOOST_TEST_MESSAGE(" ");
}
BOOST_TEST_CASE_TEMPLATE_FUNCTION(multiplication_test, T)
{
#if BOOST_WORKAROUND(__GNUC__, < 3)
#else /* BOOST_WORKAROUND(__GNUC__, < 3) */
using ::std::numeric_limits;
using ::boost::math::abs;
#endif /* BOOST_WORKAROUND(__GNUC__, < 3) */
BOOST_TEST_MESSAGE("Testing multiplication for "
<< string_type_name<T>::_() << ".");
BOOST_REQUIRE_PREDICATE(::std::less_equal<T>(),
(abs(::boost::math::octonion<T>(1,0,0,0,0,0,0,0)*
::boost::math::octonion<T>(1,0,0,0,0,0,0,0)-
static_cast<T>(1)))
(numeric_limits<T>::epsilon()));
for (int idx = 1; idx < 8; ++idx)
{
::boost::math::octonion<T> toto = index_i_element<T>(idx);
BOOST_REQUIRE_PREDICATE(::std::less_equal<T>(),
(abs(toto*toto+static_cast<T>(1)))
(numeric_limits<T>::epsilon()));
}
}
BOOST_TEST_CASE_TEMPLATE_FUNCTION(exp_test, T)
{
#if BOOST_WORKAROUND(__GNUC__, < 3)
#else /* BOOST_WORKAROUND(__GNUC__, < 3) */
using ::std::numeric_limits;
using ::std::atan;
using ::boost::math::abs;
#endif /* BOOST_WORKAROUND(__GNUC__, < 3) */
BOOST_TEST_MESSAGE("Testing exp for "
<< string_type_name<T>::_() << ".");
for (int idx = 1; idx < 8; ++idx)
{
::boost::math::octonion<T> toto =
static_cast<T>(4)*atan(static_cast<T>(1))*index_i_element<T>(idx);
BOOST_CHECK_PREDICATE(::std::less_equal<T>(),
(abs(exp(toto)+static_cast<T>(1)))
(2*numeric_limits<T>::epsilon()));
}
}
boost::unit_test::test_suite * init_unit_test_suite(int, char *[])
{
::boost::unit_test::unit_test_log.
set_threshold_level(::boost::unit_test::log_messages);
boost::unit_test::test_suite * test =
BOOST_TEST_SUITE("octonion_test");
BOOST_TEST_MESSAGE("Results of octonion test.");
BOOST_TEST_MESSAGE(" ");
BOOST_TEST_MESSAGE("(C) Copyright Hubert Holin 2003-2005.");
BOOST_TEST_MESSAGE("Distributed under the Boost Software License, Version 1.0.");
BOOST_TEST_MESSAGE("(See accompanying file LICENSE_1_0.txt or copy at");
BOOST_TEST_MESSAGE("http://www.boost.org/LICENSE_1_0.txt)");
BOOST_TEST_MESSAGE(" ");
#define BOOST_OCTONION_COMMON_GENERATOR(fct) \
test->add(BOOST_TEST_CASE_TEMPLATE(fct##_test, test_types));
#define BOOST_OCTONION_COMMON_GENERATOR_NEAR_EPS(fct) \
test->add(BOOST_TEST_CASE_TEMPLATE(fct##_test, near_eps_test_types));
#define BOOST_OCTONION_TEST \
BOOST_OCTONION_COMMON_GENERATOR(multiplication) \
BOOST_OCTONION_COMMON_GENERATOR_NEAR_EPS(exp)
BOOST_OCTONION_TEST
#undef BOOST_OCTONION_TEST
#undef BOOST_OCTONION_COMMON_GENERATOR
#undef BOOST_OCTONION_COMMON_GENERATOR_NEAR_EPS
#ifdef BOOST_OCTONION_TEST_VERBOSE
test->add(BOOST_TEST_CASE(octonion_manual_test));
#endif /* BOOST_OCTONION_TEST_VERBOSE */
return test;
}
#undef DEFINE_TYPE_NAME
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