MATH.H(3HEAD) Headers MATH.H(3HEAD)
NAME
math.h, math - mathematical declarations
SYNOPSIS
#include <math.h>DESCRIPTION
The <
math.h> header includes definitions for the following types:
float_t A real-floating type at least as wide as
float.
double_t A real-floating type at least as wide as
double, and at least
as wide as
float_t.
If
FLT_EVAL_METHOD equals 0,
float_t and
double_t are
float and
double,
respectively. If
FLT_EVAL_METHOD equals 1, they are both
double. If
FLT_EVAL_METHOD equals 2, they are both be
long double. Other values of
FLT_EVAL_METHOD are implementation-defined.
The <
math.h> header provides the following constants. The values are of
type
double and are accurate within the precision of the
double type.
M_E The base of natural logarithms (
e).
M_LOG2E The base-2 logarithm of
e.
M_LOG10E The base-10 logarithm of
e.
M_LN2 The natural logarithm of 2.
M_LN10 The natural logarithm of 10.
M_PI pi, the ratio of the circumference of a circle to its
diameter.
M_PI_2 pi/2.
M_PI_4 pi/4.
M_1_PI 1/pi
M_2_PI 2/pi
M_2_SQRTPI 2 over the square root of pi
M_SQRT2 The positive square root of 2.
M_SQRT1_2 The positive square root of 1/2.
The <
math.h> header defines the following symbolic constants:
MAXFLOAT The maximum value of a non-infinite single-precision
floating point number.
HUGE_VAL A positive
double expression, not necessarily representable
as a float. Used as an error value returned by the
mathematics library.
HUGE_VAL evaluates to +infinity on
systems supporting IEEE Std 754-1985.
HUGE_VALF A positive
float constant expression. Used as an error value
returned by the mathematics library.
HUGE_VALF evaluates to
+infinity on systems supporting IEEE Std 754-1985.
HUGE_VALL A positive
long double constant expression. Used as an error
value returned by the mathematics library.
HUGE_VALL evaluates to +infinity on systems supporting IEEE Std
754-1985.
INFINITY A constant expression of type
float representing positive or
unsigned infinity, if available; else a positive constant of
type
float that overflows at translation time.
NAN A constant expression of type float representing a quiet
NaN. This symbolic constant is only defined if the
implementation supports quiet NaNs for the
float type.
The following macros are defined for number classification. They
represent the mutually-exclusive kinds of floating-point values. They
expand to integer constant expressions with distinct values
FP_INFINITE
FP_NAN
FP_NORMAL
FP_SUBNORMAL
FP_ZERO
The following optional macros indicate whether the
fma() family of
functions are fast compared with direct code:
FP_FAST_FMA
FP_FAST_FMAF
FP_FAST_FMAL
The
FP_FAST_FMA macro is defined to indicate that the
fma() function
generally executes about as fast as, or faster than, a multiply and an
add of
double operands. The other macros have the equivalent meaning for
the
float and
long double versions.
The following macros expand to integer constant expressions whose values
are returned by
ilogb(
x) if
x is zero or NaN, respectively. The value of
FP_ILOGB0 is either {
INT_MIN} or -{
INT_MAX}. The value of
FP_ILOGBNAN is
either {
INT_MAX} or {
INT_MIN}.
FP_ILOGB0
FP_ILOGBNAN
The following macros expand to the integer constants 1 and 2,
respectively:
MATH_ERRNO
MATH_ERREXCEPT
The following macro expands to an expression that has type
int and the
value
MATH_ERREXCEPT:
math_errhandling
The value of the macro
math_errhandling is constant for the duration of
the program. If a macro definition is suppressed or a program defines an
identifier with the name
math_errhandling, the behavior is undefined.
The <
math.h> header defines the following external variable:
extern int signgam;
The <
math.h> header defines the structure and constants used by the
matherr(3M) error-handling mechanisms.
ATTRIBUTES
See
attributes(7) for descriptions of the following attributes:
+--------------------+-----------------+
| ATTRIBUTE TYPE | ATTRIBUTE VALUE |
+--------------------+-----------------+
|Interface Stability | Standard |
+--------------------+-----------------+
SEE ALSO
Intro(3),
fenv.h(3HEAD),
limits.h(3HEAD),
libm(3LIB),
matherr(3M),
attributes(7),
standards(7) May 19, 2022
MATH.H(3HEAD)