#ifndef SPROUT_MATH_QUOTIENT_HPP #define SPROUT_MATH_QUOTIENT_HPP #include #include #include #include #include #include #include #include #include #include #include namespace sprout { namespace math { namespace detail { template inline SPROUT_CONSTEXPR T quotient_impl(T x, T y) { return sprout::math::iround(x / y); } template< typename R = int, typename FloatType, typename sprout::enabler_if::value && std::is_integral::value>::type = sprout::enabler > inline SPROUT_CONSTEXPR R quotient(FloatType x, FloatType y) { return sprout::math::isnan(y) || sprout::math::isnan(x) ? R(0) : x == 0 && y != 0 ? R(0) : x == std::numeric_limits::infinity() || x == -std::numeric_limits::infinity() || y == 0 ? R(0) : y == std::numeric_limits::infinity() || y == -std::numeric_limits::infinity() ? R(0) : static_cast(sprout::math::detail::quotient_impl( static_cast::type>(x), static_cast::type>(y) )) ; } template< typename R = int, typename ArithmeticType1, typename ArithmeticType2, typename sprout::enabler_if< std::is_arithmetic::value && std::is_arithmetic::value && std::is_integral::value >::type = sprout::enabler > inline SPROUT_CONSTEXPR R quotient(ArithmeticType1 x, ArithmeticType2 y) { typedef typename sprout::float_promote::type type; return sprout::math::detail::quotient(static_cast(x), static_cast(y)); } } // namespace detail using sprout::math::detail::quotient; } // namespace math using sprout::math::quotient; } // namespace sprout #endif // #ifndef SPROUT_MATH_QUOTIENT_HPP