fmin.hpp

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#pragma once
 
#include <sycl/sycl.hpp>
 
// dpctl tensor headers
#include "utils/math_utils.hpp"
#include "utils/type_utils.hpp"
 
namespace dpnp::kernels::fmin
{
namespace mu_ns = dpctl::tensor::math_utils;
namespace tu_ns = dpctl::tensor::type_utils;
 
template <typename argT1, typename argT2, typename resT>
struct FminFunctor
{
    using supports_sg_loadstore = std::negation<
        std::disjunction<tu_ns::is_complex<argT1>, tu_ns::is_complex<argT2>>>;
    using supports_vec =
        std::conjunction<std::is_same<argT1, argT2>,
                         std::disjunction<std::is_floating_point<argT1>,
                                          std::is_same<argT1, sycl::half>>>;
 
    resT operator()(const argT1 &in1, const argT2 &in2) const
    {
        if constexpr (std::is_integral_v<argT1> && std::is_integral_v<argT2>) {
            return in1 <= in2 ? in1 : in2;
        }
        else if constexpr (tu_ns::is_complex<argT1>::value &&
                           tu_ns::is_complex<argT2>::value)
        {
            static_assert(std::is_same_v<argT1, argT2>);
 
            using realT = typename argT1::value_type;
            const realT in2r = std::real(in2);
            const realT in2i = std::imag(in2);
 
            if (sycl::isnan(in2r) || sycl::isnan(in2i) ||
                mu_ns::less_equal_complex<argT1>(in1, in2))
            {
                return in1;
            }
            return in2;
        }
        else {
            return sycl::fmin(in1, in2);
        }
    }
 
    template <int vec_sz>
    sycl::vec<resT, vec_sz>
        operator()(const sycl::vec<argT1, vec_sz> &in1,
                   const sycl::vec<argT2, vec_sz> &in2) const
    {
        return sycl::fmin(in1, in2);
    }
};
} // namespace dpnp::kernels::fmin