GNU Octave
4.0.0
A high-level interpreted language, primarily intended for numerical computations, mostly compatible with Matlab
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#include "Faddeeva.h"
#include <float.h>
#include <math.h>
Go to the source code of this file.
Macros | |
#define | _GNU_SOURCE |
#define | C(a, b) ((a) + I*(b)) |
#define | FADDEEVA(name) Faddeeva_ ## name |
#define | FADDEEVA_RE(name) Faddeeva_ ## name ## _re |
#define | Inf (1./0.) |
#define | NaN (0./0.) |
#define | USE_CONTINUED_FRACTION 1 |
Typedefs | |
typedef double complex | cmplx |
Functions | |
static cmplx | cpolar (double r, double t) |
static double | erfcx_y100 (double y100) |
cmplx | Faddeeva_Dawson (cmplx z, double relerr) |
double | Faddeeva_Dawson_re (double x) |
cmplx | Faddeeva_erf (cmplx z, double relerr) |
double | Faddeeva_erf_re (double x) |
cmplx | Faddeeva_erfc (cmplx z, double relerr) |
double | Faddeeva_erfc_re (double x) |
cmplx | Faddeeva_erfcx (cmplx z, double relerr) |
double | Faddeeva_erfcx_re (double x) |
cmplx | Faddeeva_erfi (cmplx z, double relerr) |
double | Faddeeva_erfi_re (double x) |
cmplx | Faddeeva_w (cmplx z, double relerr) |
double | Faddeeva_w_im (double x) |
static double | sinc (double x, double sinx) |
static double | sinh_taylor (double x) |
static double | sqr (double x) |
static double | w_im_y100 (double y100, double x) |
Variables | |
static const double | expa2n2 [] |
#define _GNU_SOURCE |
Definition at line 221 of file Faddeeva.cc.
#define C | ( | a, | |
b | |||
) | ((a) + I*(b)) |
Definition at line 255 of file Faddeeva.cc.
Referenced by cpolar(), Faddeeva_Dawson(), Faddeeva_erf(), Faddeeva_erfc(), Faddeeva_erfcx(), Faddeeva_erfi(), Faddeeva_w(), Fbsxfun(), G__glpk__(), G__voronoi__(), kron(), and xpow().
#define FADDEEVA | ( | name | ) | Faddeeva_ ## name |
Definition at line 228 of file Faddeeva.cc.
Referenced by Faddeeva_Dawson(), Faddeeva_Dawson_re(), Faddeeva_erf(), Faddeeva_erfc(), Faddeeva_erfcx(), Faddeeva_erfi(), Faddeeva_erfi_re(), and Faddeeva_w().
#define FADDEEVA_RE | ( | name | ) | Faddeeva_ ## name ## _re |
Definition at line 229 of file Faddeeva.cc.
Referenced by Faddeeva_Dawson(), Faddeeva_erf(), Faddeeva_erf_re(), Faddeeva_erfc(), Faddeeva_erfc_re(), and Faddeeva_w().
#define Inf (1./0.) |
Definition at line 256 of file Faddeeva.cc.
Referenced by Faddeeva_erf(), Faddeeva_erfc(), Faddeeva_erfi_re(), and install_data_fcns().
#define NaN (0./0.) |
Definition at line 257 of file Faddeeva.cc.
Referenced by Faddeeva_Dawson(), Faddeeva_erf(), Faddeeva_w(), install_data_fcns(), and w_im_y100().
#define USE_CONTINUED_FRACTION 1 |
Definition at line 226 of file Faddeeva.cc.
Definition at line 1013 of file Faddeeva.cc.
Referenced by Faddeeva_erfcx_re().
Definition at line 474 of file Faddeeva.cc.
References C, Faddeeva::erfcx(), FADDEEVA, FADDEEVA_RE, NaN, Faddeeva::w(), Faddeeva::w_im(), and x.
Definition at line 467 of file Faddeeva.cc.
References FADDEEVA, Faddeeva::w_im(), and x.
Definition at line 312 of file Faddeeva.cc.
References C, Faddeeva::erf(), FADDEEVA, FADDEEVA_RE, Inf, NaN, Faddeeva::w(), Faddeeva::w_im(), and x.
Definition at line 280 of file Faddeeva.cc.
References Faddeeva::erf(), Faddeeva::erfcx(), FADDEEVA_RE, and x.
Definition at line 433 of file Faddeeva.cc.
References C, Faddeeva::erfcx(), FADDEEVA, FADDEEVA_RE, Inf, Faddeeva::w(), Faddeeva::w_im(), and x.
Definition at line 418 of file Faddeeva.cc.
References Faddeeva::erfc(), Faddeeva::erfcx(), FADDEEVA_RE, and x.
Definition at line 274 of file Faddeeva.cc.
References C, FADDEEVA, and Faddeeva::w().
Definition at line 1422 of file Faddeeva.cc.
References erfcx_y100(), and x.
Definition at line 404 of file Faddeeva.cc.
References C, Faddeeva::erf(), and FADDEEVA.
Definition at line 411 of file Faddeeva.cc.
References FADDEEVA, Inf, Faddeeva::w_im(), and x.
Definition at line 680 of file Faddeeva.cc.
References a2, C, c1, cpolar(), Faddeeva::erfcx(), FADDEEVA, FADDEEVA_RE, floor(), NaN, sinc(), sinh_taylor(), sqr(), Faddeeva::w_im(), wi, and x.
Definition at line 1864 of file Faddeeva.cc.
References w_im_y100(), and x.
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Definition at line 623 of file Faddeeva.cc.