gnumeric 1.12.35-1.1 / usr / include / libspreadsheet-1.12 / spreadsheet / complex.h

/* vim: set sw=8: -*- Mode: C; tab-width: 8; indent-tabs-mode: t; c-basic-offset: 8 -*- */
#ifndef _GNM_COMPLEX_H_
# define _GNM_COMPLEX_H_

#include "numbers.h"
#include <goffice/goffice.h>
#include <math.h>

G_BEGIN_DECLS

#ifdef GNM_WITH_LONG_DOUBLE
#define gnm_complex GOComplexl
#define gnm_complex_init go_complex_initl
#define gnm_complex_add go_complex_addl
#define gnm_complex_sub go_complex_subl
#define gnm_complex_mul go_complex_mull
#define gnm_complex_div go_complex_divl
#define gnm_complex_mod go_complex_modl
#define gnm_complex_angle go_complex_anglel
#define gnm_complex_angle_pi go_complex_angle_pil
#define gnm_complex_real go_complex_reall
#define gnm_complex_real_p go_complex_real_pl
#define gnm_complex_zero_p go_complex_zero_pl
#define gnm_complex_conj go_complex_conjl
#define gnm_complex_exp go_complex_expl
#define gnm_complex_ln go_complex_lnl
#define gnm_complex_sqrt go_complex_sqrtl
#define gnm_complex_sin go_complex_sinl
#define gnm_complex_cos go_complex_cosl
#define gnm_complex_tan go_complex_tanl
#define gnm_complex_pow go_complex_powl
#define gnm_complex_powx go_complex_powxl
#define gnm_complex_scale_real go_complex_scale_reall
#define gnm_complex_to_polar go_complex_to_polarl
#define gnm_complex_from_polar go_complex_from_polarl
#define gnm_complex_from_polar_pi go_complex_from_polar_pil
#else
#define gnm_complex GOComplex
#define gnm_complex_init go_complex_init
#define gnm_complex_add go_complex_add
#define gnm_complex_sub go_complex_sub
#define gnm_complex_mul go_complex_mul
#define gnm_complex_div go_complex_div
#define gnm_complex_mod go_complex_mod
#define gnm_complex_angle go_complex_angle
#define gnm_complex_angle_pi go_complex_angle_pi
#define gnm_complex_real go_complex_real
#define gnm_complex_real_p go_complex_real_p
#define gnm_complex_zero_p go_complex_zero_p
#define gnm_complex_conj go_complex_conj
#define gnm_complex_exp go_complex_exp
#define gnm_complex_ln go_complex_ln
#define gnm_complex_sqrt go_complex_sqrt
#define gnm_complex_sin go_complex_sin
#define gnm_complex_cos go_complex_cos
#define gnm_complex_tan go_complex_tan
#define gnm_complex_pow go_complex_pow
#define gnm_complex_powx go_complex_powx
#define gnm_complex_scale_real go_complex_scale_real
#define gnm_complex_to_polar go_complex_to_polar
#define gnm_complex_from_polar go_complex_from_polar
#define gnm_complex_from_polar_pi go_complex_from_polar_pi
#endif

/* ------------------------------------------------------------------------- */

char *gnm_complex_to_string (gnm_complex const *src, char imunit);

int gnm_complex_from_string (gnm_complex *dst, char const *src, char *imunit);

int gnm_complex_invalid_p (gnm_complex const *src);

/* ------------------------------------------------------------------------- */
// Value interface

static inline gnm_complex
gnm_complex_f1_ (void (*f) (gnm_complex *, gnm_complex const *),
		 gnm_complex a1)
{
	gnm_complex res;
	f (&res, &a1);
	return res;
}

static inline gnm_complex
gnm_complex_f2_ (void (*f) (gnm_complex *, gnm_complex const *, gnm_complex const *),
		 gnm_complex a1, gnm_complex a2)
{
	gnm_complex res;
	f (&res, &a1, &a2);
	return res;
}

#define GNM_CRE(c) (+(c).re)
#define GNM_CIM(c) (+(c).im)
static inline gnm_complex GNM_CMAKE (gnm_float re, gnm_float im)
{
	gnm_complex res;
	res.re = re;
	res.im = im;
	return res;
}
#define GNM_CREAL(r) (GNM_CMAKE((r),0))
#define GNM_CREALP(c) (GNM_CIM((c)) == 0)
#define GNM_CZEROP(c) (GNM_CEQ((c),GNM_C0))
#define GNM_C0 (GNM_CREAL (0))
#define GNM_C1 (GNM_CREAL (1))
#define GNM_CI (GNM_CMAKE (0, 1))
#define GNM_CNAN (GNM_CMAKE (gnm_nan, gnm_nan))

static inline gboolean GNM_CEQ(gnm_complex c1, gnm_complex c2)
{
	return c1.re == c2.re && c1.im == c2.im;
}

static inline gnm_complex GNM_CPOLAR (gnm_float mod, gnm_float angle)
{
	gnm_complex res;
	gnm_complex_from_polar (&res, mod, angle);
	return res;
}
static inline gnm_complex GNM_CPOLARPI (gnm_float mod, gnm_float angle)
{
	gnm_complex res;
	gnm_complex_from_polar_pi (&res, mod, angle);
	return res;
}
static inline gnm_float GNM_CARG (gnm_complex c) { return gnm_complex_angle (&c); }
static inline gnm_float GNM_CARGPI (gnm_complex c) { return gnm_complex_angle_pi (&c); }
static inline gnm_float GNM_CABS (gnm_complex c) { return gnm_complex_mod (&c); }

#define GNM_CADD(c1,c2) (gnm_complex_f2_ (gnm_complex_add, (c1), (c2)))
#define GNM_CSUB(c1,c2) (gnm_complex_f2_ (gnm_complex_sub, (c1), (c2)))
#define GNM_CMUL(c1,c2) (gnm_complex_f2_ (gnm_complex_mul, (c1), (c2)))
#define GNM_CMUL3(c1,c2,c3) GNM_CMUL(GNM_CMUL(c1,c2),c3)
#define GNM_CMUL4(c1,c2,c3,c4) GNM_CMUL(GNM_CMUL(GNM_CMUL(c1,c2),c3),c4)
#define GNM_CDIV(c1,c2) (gnm_complex_f2_ (gnm_complex_div, (c1), (c2)))
#define GNM_CPOW(c1,c2) (gnm_complex_f2_ (gnm_complex_pow, (c1), (c2)))
static inline gnm_complex GNM_CPOWX(gnm_complex c1, gnm_complex c2, gnm_float *e)
{
	gnm_complex res;
	gnm_complex_powx (&res, e, &c1, &c2);
	return res;
}

#define GNM_CCONJ(c1) (gnm_complex_f1_ (gnm_complex_conj, (c1)))
#define GNM_CSQRT(c1) (gnm_complex_f1_ (gnm_complex_sqrt, (c1)))
#define GNM_CEXP(c1) (gnm_complex_f1_ (gnm_complex_exp, (c1)))
#define GNM_CLN(c1)  (gnm_complex_f1_ (gnm_complex_ln, (c1)))
#define GNM_CSIN(c1) (gnm_complex_f1_ (gnm_complex_sin, (c1)))
#define GNM_CCOS(c1) (gnm_complex_f1_ (gnm_complex_cos, (c1)))
#define GNM_CTAN(c1) (gnm_complex_f1_ (gnm_complex_tan, (c1)))
#define GNM_CINV(c1) (GNM_CDIV (GNM_C1, (c1)))
static inline gnm_complex GNM_CNEG(gnm_complex c)
{
	return GNM_CMAKE (-c.re, -c.im);
}

static inline gnm_complex GNM_CSCALE(gnm_complex c, gnm_float s)
{
	return GNM_CMAKE (c.re * s, c.im * s);
}
static inline gnm_complex GNM_CLDEXP(gnm_complex c, gnm_float e)
{
	int ie = (int)CLAMP (e, G_MININT, G_MAXINT);
	return GNM_CMAKE (gnm_ldexp (c.re, ie), gnm_ldexp (c.im, ie));
}

static inline gnm_complex GNM_CEXPPI(gnm_complex c)
{
	return GNM_CPOLARPI (gnm_exp (c.re), c.im);
}

/* ------------------------------------------------------------------------- */

G_END_DECLS

#endif /* _GNM_COMPLEX_H_ */