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XLPack 7.0
XLPack Numerical Library (C API) Reference Manual
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Functions | |
void | cacos_sub (doublecomplex z, doublecomplex *acosz) |
acos(z) of complex number | |
void | cacosh_sub (doublecomplex z, doublecomplex *acoshz) |
acosh(z) of complex number | |
void | casin_sub (doublecomplex z, doublecomplex *asinz) |
asin(z) of complex number | |
void | casinh_sub (doublecomplex z, doublecomplex *asinhz) |
asinh(z) of complex number | |
void | catan_sub (doublecomplex z, doublecomplex *atanz) |
atan(z) of complex number | |
void | catanh_sub (doublecomplex z, doublecomplex *atanhz) |
atanh(z) of complex number | |
void | ccos_sub (doublecomplex z, doublecomplex *cosz) |
cos(z) of complex number | |
void | ccosh_sub (doublecomplex z, doublecomplex *coshz) |
cosh(z) of complex number | |
doublecomplex | ccot (doublecomplex z) |
cot(z) of complex number | |
void | ccot_sub (doublecomplex z, doublecomplex *cotz) |
cot(z) of complex number | |
void | cexp_sub (doublecomplex z, doublecomplex *expz) |
exp(z) of complex number | |
doublecomplex | cexpm1 (doublecomplex z) |
exp(z) - 1 of complex number | |
void | cexpm1_sub (doublecomplex z, doublecomplex *expm1z) |
exp(z)-1 of complex number | |
doublecomplex | clog1p (doublecomplex z) |
Evaluate ln(1+z) accurate in the sense of relative error | |
void | clog1p_sub (doublecomplex z, doublecomplex *log1pz) |
Evaluate ln(1+z) accurate in the sense of relative error | |
void | clog_sub (doublecomplex z, doublecomplex *logz) |
ln(z) of complex number | |
void | _csin_sub (doublecomplex z, doublecomplex *sinz) |
sin(z) of complex number | |
void | csinh_sub (doublecomplex z, doublecomplex *sinhz) |
sinh(z) of complex number | |
void | ctan_sub (doublecomplex z, doublecomplex *tanz) |
tan(z) of complex number | |
void | ctanh_sub (doublecomplex z, doublecomplex *tanhz) |
tanh(z) of complex number | |
This is the group of C4. Elementary function (complex transcendental function) routines.