Files
file	fnft_numtypes.h

Macros
#define	FNFT_EPSILON DBL_EPSILON

#define	FNFT_NAN NAN

#define	FNFT_INF INFINITY

#define	FNFT_FABS(X) fabs(X)

#define	FNFT_SQRT(X) sqrt(X)

#define	FNFT_COS(X) cos(X)

#define	FNFT_SIN(X) sin(X)

#define	FNFT_SINH(X) sinh(X)

#define	FNFT_COSH(X) cosh(X)

#define	FNFT_TANH(X) tanh(X)

#define	FNFT_ATAN(X) atan(X)

#define	FNFT_LOG(X) log(X)

#define	FNFT_LOG2(X) log2(X)

#define	FNFT_POW(X, Y) pow(X, Y)

#define	FNFT_GAMMA(X) tgamma(X)

#define	FNFT_PI acos(-1.0)

#define	FNFT_FLOOR(X) floor(X)

#define	FNFT_ROUND(X) round(X)

#define	FNFT_CEIL(X) ceil(X)

#define	FNFT_HYPOT(X, Y) hypot(X,Y)

#define	FNFT_CREAL(X) creal(X)

#define	FNFT_CIMAG(X) cimag(X)

#define	FNFT_CABS(X) cabs(X)

#define	FNFT_CARG(X) carg(X)

#define	FNFT_CONJ(X) conj(X)

#define	FNFT_CPOW(X, Y) cpow(X,Y)

#define	FNFT_CEXP(X) cexp(X)

#define	FNFT_CLOG(X) clog(X)

#define	FNFT_CSQRT(X) csqrt(X)

#define	FNFT_CSINH(X) csinh(X)

#define	FNFT_CCOSH(X) ccosh(X)

#define	FNFT_CSIN(X) csin(X)

#define	FNFT_CCOS(X) ccos(X)

#define	FNFT_ATANH(X) atanh(X)

Typedefs
typedef double	FNFT_REAL

typedef double complex	FNFT_COMPLEX

typedef int32_t	FNFT_INT

typedef size_t	FNFT_UINT

Detailed Description

This module contains macros to work with the numerical data types FNFT_INT, FNFT_UINT, FNFT_REAL and FNFT_COMPLEX. The purpose of these macros is to make changing one of these data types as simple as possible.

Macro Definition Documentation

◆ FNFT_ATAN

#define FNFT_ATAN ( X ) atan(X)

Arc tangent of a FNFT_REAL.

◆ FNFT_ATANH

#define FNFT_ATANH ( X ) atanh(X)

Complex arc hyperbolic tangent of a FNFT_COMPLEX.

◆ FNFT_CABS

#define FNFT_CABS ( X ) cabs(X)

Absolute value of a FNFT_COMPLEX.

◆ FNFT_CARG

#define FNFT_CARG ( X ) carg(X)

Argument of a FNFT_COMPLEX.

◆ FNFT_CCOS

#define FNFT_CCOS ( X ) ccos(X)

Complex cosine of a FNFT_COMPLEX.

◆ FNFT_CCOSH

#define FNFT_CCOSH ( X ) ccosh(X)

Complex hyperbolic cosine of a FNFT_COMPLEX.

◆ FNFT_CEIL

#define FNFT_CEIL ( X ) ceil(X)

Rounds a FNFT_REAL) to the nearest larger or equal integer (expressed as a FNFT_REAL).

◆ FNFT_CEXP

#define FNFT_CEXP ( X ) cexp(X)

Complex exponential of a FNFT_COMPLEX.

◆ FNFT_CIMAG

#define FNFT_CIMAG ( X ) cimag(X)

Imaginary part of a FNFT_COMPLEX.

◆ FNFT_CLOG

#define FNFT_CLOG ( X ) clog(X)

Complex natural logarithm of a FNFT_COMPLEX.

◆ FNFT_CONJ

#define FNFT_CONJ ( X ) conj(X)

Complex conjugate of a FNFT_COMPLEX.

◆ FNFT_COS

#define FNFT_COS ( X ) cos(X)

Cosine of a FNFT_REAL.

◆ FNFT_COSH

#define FNFT_COSH ( X ) cosh(X)

Cosh of a FNFT_REAL.

◆ FNFT_CPOW

#define FNFT_CPOW	(	X,
		Y
	)	cpow(X,Y)

Power X^Y of two FNFT_COMPLEX.

◆ FNFT_CREAL

#define FNFT_CREAL ( X ) creal(X)

Real part of a FNFT_COMPLEX.

◆ FNFT_CSIN

#define FNFT_CSIN ( X ) csin(X)

Complex sine of a FNFT_COMPLEX.

◆ FNFT_CSINH

#define FNFT_CSINH ( X ) csinh(X)

Complex hyperbolic sine of a FNFT_COMPLEX.

◆ FNFT_CSQRT

#define FNFT_CSQRT ( X ) csqrt(X)

Complex square root of a FNFT_COMPLEX.

◆ FNFT_EPSILON

#define FNFT_EPSILON DBL_EPSILON

Machine precision of FNFT_REAL.

◆ FNFT_FABS

#define FNFT_FABS ( X ) fabs(X)

Absolute value of a FNFT_REAL.

◆ FNFT_FLOOR

#define FNFT_FLOOR ( X ) floor(X)

Rounds a FNFT_REAL) to the nearest smaller or equal integer (expressed as a FNFT_REAL).

◆ FNFT_GAMMA

#define FNFT_GAMMA ( X ) tgamma(X)

Gamma function of a FNFT_REAL.

◆ FNFT_HYPOT

#define FNFT_HYPOT	(	X,
		Y
	)	hypot(X,Y)

Computes sqrt(X*X+Y*Y) for two FNFT_REAL.

◆ FNFT_INF

#define FNFT_INF INFINITY

INFINITY for FNFT_REAL.

◆ FNFT_LOG

#define FNFT_LOG ( X ) log(X)

Natural logarithm of a FNFT_REAL.

◆ FNFT_LOG2

#define FNFT_LOG2 ( X ) log2(X)

Base two logarithm of a FNFT_REAL.

◆ FNFT_NAN

#define FNFT_NAN NAN

Not-a-number for FNFT_REAL.

◆ FNFT_PI

#define FNFT_PI acos(-1.0)

FNFT_REAL) that contains \( \pi \) up to machine precision.

◆ FNFT_POW

#define FNFT_POW	(	X,
		Y
	)	pow(X, Y)

Power X^Y of two FNFT_REAL.

◆ FNFT_ROUND

#define FNFT_ROUND ( X ) round(X)

Rounds a FNFT_REAL) to the nearest integer (expressed as a FNFT_REAL).

◆ FNFT_SIN

#define FNFT_SIN ( X ) sin(X)

Sine of a FNFT_REAL.

◆ FNFT_SINH

#define FNFT_SINH ( X ) sinh(X)

Sinh of a FNFT_REAL.

◆ FNFT_SQRT

#define FNFT_SQRT ( X ) sqrt(X)

Square root of a FNFT_REAL.

◆ FNFT_TANH

#define FNFT_TANH ( X ) tanh(X)

Tanh of a FNFT_REAL.

Typedef Documentation

◆ FNFT_COMPLEX

typedef double complex FNFT_COMPLEX

The complex floating point data type used by FNFT.

◆ FNFT_INT

typedef int32_t FNFT_INT

The signed integer used by FNFT.

◆ FNFT_REAL

typedef double FNFT_REAL

The floating point data type used by FNFT.

◆ FNFT_UINT

typedef size_t FNFT_UINT

The unsigned integer used by FNFT.

Files

Macros

Typedefs