Vespucci
1.0.0
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Functions | |
std::complex< double > | w (std::complex< double > z, double relerr=0) |
double | w_im (double x) |
std::complex< double > | erfcx (std::complex< double > z, double relerr=0) |
double | erfcx (double x) |
std::complex< double > | erf (std::complex< double > z, double relerr=0) |
double | erf (double x) |
std::complex< double > | erfi (std::complex< double > z, double relerr=0) |
double | erfi (double x) |
std::complex< double > | erfc (std::complex< double > z, double relerr=0) |
double | erfc (double x) |
std::complex< double > | Dawson (std::complex< double > z, double relerr=0) |
double | Dawson (double x) |
std::complex<double> Faddeeva::Dawson | ( | std::complex< double > | z, |
double | relerr = 0 |
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double Faddeeva::Dawson | ( | double | x | ) |
Definition at line 467 of file Faddeeva.cpp.
std::complex<double> Faddeeva::erf | ( | std::complex< double > | z, |
double | relerr = 0 |
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) |
double Faddeeva::erf | ( | double | x | ) |
Definition at line 280 of file Faddeeva.cpp.
std::complex<double> Faddeeva::erfc | ( | std::complex< double > | z, |
double | relerr = 0 |
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) |
double Faddeeva::erfc | ( | double | x | ) |
Definition at line 418 of file Faddeeva.cpp.
std::complex<double> Faddeeva::erfcx | ( | std::complex< double > | z, |
double | relerr = 0 |
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) |
double Faddeeva::erfcx | ( | double | x | ) |
Definition at line 1422 of file Faddeeva.cpp.
std::complex<double> Faddeeva::erfi | ( | std::complex< double > | z, |
double | relerr = 0 |
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) |
double Faddeeva::erfi | ( | double | x | ) |
Definition at line 411 of file Faddeeva.cpp.
std::complex<double> Faddeeva::w | ( | std::complex< double > | z, |
double | relerr = 0 |
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) |
double Faddeeva::w_im | ( | double | x | ) |
Definition at line 1864 of file Faddeeva.cpp.