Lines Matching refs:type
38 machines with different inherent data sizes (word sizes), so each type
44 To address this problem, @theglibc{} contains C type definitions
67 size, the corresponding above type does not exist.
110 minimum possible values for each integer data type. The macro names
116 Those macros for integer type widths come from TS 18661-1:2014.
150 This is a structure type used to hold the result returned by the @code{div}
168 result in a structure of type @code{div_t}.
186 This is a structure type used to hold the result returned by the @code{ldiv}
198 type @code{long int} rather than @code{int}.)
205 arguments are of type @code{long int} and the result is returned as a
206 structure of type @code{ldiv_t}.
211 This is a structure type used to hold the result returned by the @code{lldiv}
223 type @code{long long int} rather than @code{int}.)
230 arguments are of type @code{long long int} and the result is returned as
231 a structure of type @code{lldiv_t}.
238 This is a structure type used to hold the result returned by the @code{imaxdiv}
250 type @code{intmax_t} rather than @code{int}.)
252 See @ref{Integers} for a description of the @code{intmax_t} type.
260 arguments are of type @code{intmax_t} and the result is returned as
261 a structure of type @code{imaxdiv_t}.
263 See @ref{Integers} for a description of the @code{intmax_t} type.
318 @deftypefn {Macro} int fpclassify (@emph{float-type} @var{x})
322 which returns a value of type @code{int}. The possible values are:
359 @deftypefn {Macro} int iscanonical (@emph{float-type} @var{x})
370 correspond to any valid value of the type. In ISO C terms these are
375 @deftypefn {Macro} int isfinite (@emph{float-type} @var{x})
386 floating-point type.
389 @deftypefn {Macro} int isnormal (@emph{float-type} @var{x})
400 @deftypefn {Macro} int isnan (@emph{float-type} @var{x})
411 @deftypefn {Macro} int issignaling (@emph{float-type} @var{x})
418 @deftypefn {Macro} int issubnormal (@emph{float-type} @var{x})
425 @deftypefn {Macro} int iszero (@emph{float-type} @var{x})
436 not have to worry about the type of their argument.
848 the bit mask returned by @code{fetestexcept}. The type may not even be
870 type without loss of accuracy. These are known as @dfn{domain errors},
935 precision, and then rounded to fit into the destination type. This
1054 a variable of type @code{fenv_t} to store information. This type is
1057 of this type directly.
1094 having type @code{fenv_t *}.
1250 See @ref{Integers} for a description of the @code{intmax_t} type.
1630 outside the range of a signed or unsigned (depending on the return type
1631 of the function) type of width @var{width} bits (or outside the range of
1632 the return type, if @var{width} is larger), or if @var{x} is infinite or
1750 @deftypefun int signbit (@emph{float-type} @var{x})
1773 @var{x} and the result depends on the type of the result. If
1806 subnormal number in the type of @var{x} the function returns @code{-0}. If
1808 number in the type of @var{x}. If @var{x} is NaN, NaN is returned.
1825 subnormal number in the type of @var{x} the function returns @code{+0}. If
1827 number in the type of @var{x}. If @var{x} is NaN, NaN is returned.
1917 given type, the object pointed to by @var{x} is set to positive zero and
1934 NaN of the given type, the object pointed to by @var{x} is set to
1957 floating-point type. The macros are guaranteed to evaluate their
2280 intermediate result is not rounded to the destination type. This can
2313 @math{@var{x} + @var{y}}, rounded once to the return type of the
2314 function without any intermediate rounding to the type of the
2332 @math{@var{x} - @var{y}}, rounded once to the return type of the
2333 function without any intermediate rounding to the type of the
2351 @math{@var{x} * @var{y}}, rounded once to the return type of the
2352 function without any intermediate rounding to the type of the
2370 @math{@var{x} / @var{y}}, rounded once to the return type of the
2371 function without any intermediate rounding to the type of the
2389 square root of @var{x}, rounded once to the return type of the
2390 function without any intermediate rounding to the type of the
2410 type of the function without any intermediate rounding to the type of
2421 with a new type qualifier, @code{complex}. It is a keyword if and only
2448 the type of that value is @code{complex}.
2468 The result is not of type @code{float imaginary} but instead @code{float}.
2641 of type @code{long int}.
2820 See @ref{Integers} for a description of the @code{intmax_t} type. The
2839 See @ref{Integers} for a description of the @code{intmax_t} type. The
2966 value of type @code{double}.
3053 double} is a separate type).
3063 These functions are like @code{strtod}, except for the return type.
3154 These functions are like @code{strfromd}, except for the type of