static __inline cuComplex cuCfmaf(cuComplex x, cuComplex y, cuComplex d)
{
float real_res;
float imag_res;
real_res = cuCrealf(x) * cuCrealf(y) + cuCrealf(d);
imag_res = cuCrealf(x) * cuCimagf(y) + cuCimagf(d);
real_res = -(cuCimagf(x) * cuCimagf(y)) + real_res;
imag_res = cuCimagf(x) * cuCrealf(y) + imag_res;
return make_cuComplex(real_res, imag_res);
}
static __inline cuFloatComplex cuCdivf(cuFloatComplex x, cuFloatComplex y)
{
cuFloatComplex quot;
float s = fabsf(cuCrealf(y)) + fabsf(cuCimagf(y));
float oos = 1.000000000000000000000000e+00f / s;
float ars = cuCrealf(x) * oos;
float ais = cuCimagf(x) * oos;
float brs = cuCrealf(y) * oos;
float bis = cuCimagf(y) * oos;
s = brs * brs + bis * bis;
oos = 1.000000000000000000000000e+00f / s;
quot = make_cuFloatComplex((ars * brs + ais * bis) * oos, (ais * brs - ars * bis) * oos);
return quot;
}
static __inline float cuCabsf(cuFloatComplex x)
{
float v;
float w;
float t;
float a = cuCrealf(x);
float b = cuCimagf(x);
a = fabsf(a);
b = fabsf(b);
if (a > b)
{
v = a;
w = b;
}
else
{
v = b;
w = a;
}
t = w / v;
t = 1.000000000000000000000000e+00f + t * t;
t = v * sqrtf(t);
if ((v == 0.000000000000000000000000e+00f || v > 3.402823466385288598117042e+38f) || w > 3.402823466385288598117042e+38f)
{
t = v + w;
}
return t;
}
__SDH__ float real(cfloat c) { return cuCrealf(c); }
static __inline cuDoubleComplex cuComplexFloatToDouble(cuFloatComplex c)
{
return make_cuDoubleComplex((double)cuCrealf(c), (double)cuCimagf(c));
}
static __inline cuFloatComplex cuCmulf(cuFloatComplex x, cuFloatComplex y)
{
cuFloatComplex prod;
prod = make_cuFloatComplex(cuCrealf(x) * cuCrealf(y) - cuCimagf(x) * cuCimagf(y), cuCrealf(x) * cuCimagf(y) + cuCimagf(x) * cuCrealf(y));
return prod;
}
static __inline cuFloatComplex cuCsubf(cuFloatComplex x, cuFloatComplex y)
{
return make_cuFloatComplex(cuCrealf(x) - cuCrealf(y), cuCimagf(x) - cuCimagf(y));
}
static __inline cuFloatComplex cuConjf(cuFloatComplex x)
{
return make_cuFloatComplex(cuCrealf(x), -cuCimagf(x));
}