-This is libquadmath.info, produced by makeinfo version 4.13 from
-/d/gcc-4.8.1/gcc-4.8.1/libquadmath/libquadmath.texi.
+This is libquadmath.info, produced by makeinfo version 5.1 from
+libquadmath.texi.
Copyright (C) 2010-2013 Free Software Foundation, Inc.
below. A copy of the license is included in the section entitled
"GNU Free Documentation License."
- (a) The FSF's Back-Cover Text is: "You have the freedom to copy
- and modify this GNU manual.
-
+ (a) The FSF's Back-Cover Text is: "You have the freedom to copy and
+ modify this GNU manual.
INFO-DIR-SECTION GNU Libraries
START-INFO-DIR-ENTRY
* libquadmath: (libquadmath). GCC Quad-Precision Math Library
below. A copy of the license is included in the section entitled
"GNU Free Documentation License."
- (a) The FSF's Back-Cover Text is: "You have the freedom to copy
- and modify this GNU manual.
+ (a) The FSF's Back-Cover Text is: "You have the freedom to copy and
+ modify this GNU manual.
\1f
File: libquadmath.info, Node: Top, Next: Typedef and constants, Up: (dir)
1 Typedef and constants
***********************
-The following data type has been defined via `typedef'.
+The following data type has been defined via 'typedef'.
-`__complex128': `__float128'-based complex number
+'__complex128': '__float128'-based complex number
The following macros are defined, which give the numeric limits of
-the `__float128' data type.
-
-`FLT128_MAX': largest finite number
+the '__float128' data type.
-`FLT128_MIN': smallest positive number with full precision
-
-`FLT128_EPSILON': difference between 1 and the next larger
+'FLT128_MAX': largest finite number
+'FLT128_MIN': smallest positive number with full precision
+'FLT128_EPSILON': difference between 1 and the next larger
representable number
-
-`FLT128_DENORM_MIN': smallest positive denormalized number
-
-`FLT128_MANT_DIG': number of digits in the mantissa (bit precision)
-
-`FLT128_MIN_EXP': maximal negative exponent
-
-`FLT128_MAX_EXP': maximal positive exponent
-
-`FLT128_DIG': number of decimal digits in the mantissa
-
-`FLT128_MIN_10_EXP': maximal negative decimal exponent
-
-`FLT128_MAX_10_EXP': maximal positive decimal exponent
-
- The following mathematical constants of type `__float128' are
+'FLT128_DENORM_MIN': smallest positive denormalized number
+'FLT128_MANT_DIG': number of digits in the mantissa (bit precision)
+'FLT128_MIN_EXP': maximal negative exponent
+'FLT128_MAX_EXP': maximal positive exponent
+'FLT128_DIG': number of decimal digits in the mantissa
+'FLT128_MIN_10_EXP': maximal negative decimal exponent
+'FLT128_MAX_10_EXP': maximal positive decimal exponent
+
+ The following mathematical constants of type '__float128' are
defined.
-`M_Eq': the constant e (Euler's number)
-
-`M_LOG2Eq': binary logarithm of 2
-
-`M_LOG10Eq': common, decimal logarithm of 2
-
-`M_LN2q': natural logarithm of 2
-
-`M_LN10q': natural logarithm of 10
-
-`M_PIq': pi
-
-`M_PI_2q': pi divided by two
-
-`M_PI_4q': pi divided by four
-
-`M_1_PIq': one over pi
-
-`M_2_PIq': one over two pi
-
-`M_2_SQRTPIq': two over square root of pi
-
-`M_SQRT2q': square root of 2
-
-`M_SQRT1_2q': one over square root of 2
+'M_Eq': the constant e (Euler's number)
+'M_LOG2Eq': binary logarithm of 2
+'M_LOG10Eq': common, decimal logarithm of 2
+'M_LN2q': natural logarithm of 2
+'M_LN10q': natural logarithm of 10
+'M_PIq': pi
+'M_PI_2q': pi divided by two
+'M_PI_4q': pi divided by four
+'M_1_PIq': one over pi
+'M_2_PIq': one over two pi
+'M_2_SQRTPIq': two over square root of pi
+'M_SQRT2q': square root of 2
+'M_SQRT1_2q': one over square root of 2
\1f
File: libquadmath.info, Node: Math Library Routines, Next: I/O Library Routines, Prev: Typedef and constants, Up: Top
The following mathematical functions are available:
-`acosq': arc cosine function
-
-`acoshq': inverse hyperbolic cosine function
-
-`asinq': arc sine function
-
-`asinhq': inverse hyperbolic sine function
-
-`atanq': arc tangent function
-
-`atanhq': inverse hyperbolic tangent function
-
-`atan2q': arc tangent function
-
-`cbrtq': cube root function
-
-`ceilq': ceiling value function
-
-`copysignq': copy sign of a number
-
-`coshq': hyperbolic cosine function
-
-`cosq': cosine function
-
-`erfq': error function
-
-`erfcq': complementary error function
-
-`expq': exponential function
-
-`expm1q': exponential minus 1 function
-
-`fabsq': absolute value function
-
-`fdimq': positive difference function
-
-`finiteq': check finiteness of value
-
-`floorq': floor value function
-
-`fmaq': fused multiply and add
-
-`fmaxq': determine maximum of two values
-
-`fminq': determine minimum of two values
-
-`fmodq': remainder value function
-
-`frexpq': extract mantissa and exponent
-
-`hypotq': Eucledian distance function
-
-`ilogbq': get exponent of the value
-
-`isinfq': check for infinity
-
-`isnanq': check for not a number
-
-`j0q': Bessel function of the first kind, first order
-
-`j1q': Bessel function of the first kind, second order
-
-`jnq': Bessel function of the first kind, N-th order
-
-`ldexpq': load exponent of the value
-
-`lgammaq': logarithmic gamma function
-
-`llrintq': round to nearest integer value
-
-`llroundq': round to nearest integer value away from zero
-
-`logq': natural logarithm function
-
-`log10q': base 10 logarithm function
-
-`log1pq': compute natural logarithm of the value plus one
-
-`log2q': base 2 logarithm function
-
-`lrintq': round to nearest integer value
-
-`lroundq': round to nearest integer value away from zero
-
-`modfq': decompose the floating-point number
-
-`nanq': return quiet NaN
-
-`nearbyintq': round to nearest integer
-
-`nextafterq': next representable floating-point number
-
-`powq': power function
-
-`remainderq': remainder function
-
-`remquoq': remainder and part of quotient
-
-`rintq': round-to-nearest integral value
-
-`roundq': round-to-nearest integral value, return `__float128'
-
-`scalblnq': compute exponent using `FLT_RADIX'
-
-`scalbnq': compute exponent using `FLT_RADIX'
-
-`signbitq': return sign bit
-
-`sincosq': calculate sine and cosine simulataneously
-
-`sinhq': hyperbolic sine function
-
-`sinq': sine function
-
-`sqrtq': square root function
-
-`tanq': tangent function
-
-`tanhq': hyperbolic tangent function
-
-`tgammaq': true gamma function
-
-`truncq': round to integer, towards zero
-
-`y0q': Bessel function of the second kind, first order
-
-`y1q': Bessel function of the second kind, second order
-
-`ynq': Bessel function of the second kind, N-th order
-
-`cabsq' complex absolute value function
-
-`cargq': calculate the argument
-
-`cimagq' imaginary part of complex number
-
-`crealq': real part of complex number
-
-`cacoshq': complex arc hyperbolic cosine function
-
-`cacosq': complex arc cosine function
-
-`casinhq': complex arc hyperbolic sine function
-
-`casinq': complex arc sine function
-
-`catanhq': complex arc hyperbolic tangent function
-
-`catanq': complex arc tangent function
-
-`ccosq' complex cosine function:
-
-`ccoshq': complex hyperbolic cosine function
-
-`cexpq': complex exponential function
-
-`cexpiq': computes the exponential function of "i" times a
+'acosq': arc cosine function
+'acoshq': inverse hyperbolic cosine function
+'asinq': arc sine function
+'asinhq': inverse hyperbolic sine function
+'atanq': arc tangent function
+'atanhq': inverse hyperbolic tangent function
+'atan2q': arc tangent function
+'cbrtq': cube root function
+'ceilq': ceiling value function
+'copysignq': copy sign of a number
+'coshq': hyperbolic cosine function
+'cosq': cosine function
+'erfq': error function
+'erfcq': complementary error function
+'expq': exponential function
+'expm1q': exponential minus 1 function
+'fabsq': absolute value function
+'fdimq': positive difference function
+'finiteq': check finiteness of value
+'floorq': floor value function
+'fmaq': fused multiply and add
+'fmaxq': determine maximum of two values
+'fminq': determine minimum of two values
+'fmodq': remainder value function
+'frexpq': extract mantissa and exponent
+'hypotq': Eucledian distance function
+'ilogbq': get exponent of the value
+'isinfq': check for infinity
+'isnanq': check for not a number
+'j0q': Bessel function of the first kind, first order
+'j1q': Bessel function of the first kind, second order
+'jnq': Bessel function of the first kind, N-th order
+'ldexpq': load exponent of the value
+'lgammaq': logarithmic gamma function
+'llrintq': round to nearest integer value
+'llroundq': round to nearest integer value away from zero
+'logq': natural logarithm function
+'log10q': base 10 logarithm function
+'log1pq': compute natural logarithm of the value plus one
+'log2q': base 2 logarithm function
+'lrintq': round to nearest integer value
+'lroundq': round to nearest integer value away from zero
+'modfq': decompose the floating-point number
+'nanq': return quiet NaN
+'nearbyintq': round to nearest integer
+'nextafterq': next representable floating-point number
+'powq': power function
+'remainderq': remainder function
+'remquoq': remainder and part of quotient
+'rintq': round-to-nearest integral value
+'roundq': round-to-nearest integral value, return '__float128'
+'scalblnq': compute exponent using 'FLT_RADIX'
+'scalbnq': compute exponent using 'FLT_RADIX'
+'signbitq': return sign bit
+'sincosq': calculate sine and cosine simulataneously
+'sinhq': hyperbolic sine function
+'sinq': sine function
+'sqrtq': square root function
+'tanq': tangent function
+'tanhq': hyperbolic tangent function
+'tgammaq': true gamma function
+'truncq': round to integer, towards zero
+'y0q': Bessel function of the second kind, first order
+'y1q': Bessel function of the second kind, second order
+'ynq': Bessel function of the second kind, N-th order
+'cabsq' complex absolute value function
+'cargq': calculate the argument
+'cimagq' imaginary part of complex number
+'crealq': real part of complex number
+'cacoshq': complex arc hyperbolic cosine function
+'cacosq': complex arc cosine function
+'casinhq': complex arc hyperbolic sine function
+'casinq': complex arc sine function
+'catanhq': complex arc hyperbolic tangent function
+'catanq': complex arc tangent function
+'ccosq' complex cosine function:
+'ccoshq': complex hyperbolic cosine function
+'cexpq': complex exponential function
+'cexpiq': computes the exponential function of "i" times a
real value
-
-`clogq': complex natural logarithm
-
-`clog10q': complex base 10 logarithm
-
-`conjq': complex conjugate function
-
-`cpowq': complex power function
-
-`cprojq': project into Riemann Sphere
-
-`csinq': complex sine function
-
-`csinhq': complex hyperbolic sine function
-
-`csqrtq': complex square root
-
-`ctanq': complex tangent function
-
-`ctanhq': complex hyperbolic tangent function
+'clogq': complex natural logarithm
+'clog10q': complex base 10 logarithm
+'conjq': complex conjugate function
+'cpowq': complex power function
+'cprojq': project into Riemann Sphere
+'csinq': complex sine function
+'csinhq': complex hyperbolic sine function
+'csqrtq': complex square root
+'ctanq': complex tangent function
+'ctanhq': complex hyperbolic tangent function
\1f
File: libquadmath.info, Node: I/O Library Routines, Next: GNU Free Documentation License, Prev: Math Library Routines, Up: Top
* Menu:
-* `strtoflt128': strtoflt128, Convert from string
-* `quadmath_snprintf': quadmath_snprintf, Convert to string
+* 'strtoflt128': strtoflt128, Convert from string
+* 'quadmath_snprintf': quadmath_snprintf, Convert to string
\1f
File: libquadmath.info, Node: strtoflt128, Next: quadmath_snprintf, Up: I/O Library Routines
-3.1 `strtoflt128' -- Convert from string
+3.1 'strtoflt128' -- Convert from string
========================================
-The function `strtoflt128' converts a string into a `__float128' number.
+The function 'strtoflt128' converts a string into a '__float128' number.
Syntax
- `__float128 strtoflt128 (const char *s, char **sp)'
+ '__float128 strtoflt128 (const char *s, char **sp)'
_Arguments_:
- S input string
- SP the address of the next character in the string
+ S input string
+ SP the address of the next character in the string
- The argument SP contains, if not `NULL', the address of the next
+ The argument SP contains, if not 'NULL', the address of the next
character following the parts of the string, which have been read.
Example
\1f
File: libquadmath.info, Node: quadmath_snprintf, Prev: strtoflt128, Up: I/O Library Routines
-3.2 `quadmath_snprintf' -- Convert to string
+3.2 'quadmath_snprintf' -- Convert to string
============================================
-The function `quadmath_snprintf' converts a `__float128' floating-point
-number into a string. It is a specialized alternative to `snprintf',
+The function 'quadmath_snprintf' converts a '__float128' floating-point
+number into a string. It is a specialized alternative to 'snprintf',
where the format string is restricted to a single conversion specifier
-with `Q' modifier and conversion specifier `e', `E', `f', `F', `g',
-`G', `a' or `A', with no extra characters before or after the
-conversion specifier. The `%m$' or `*m$' style must not be used in the
-format.
+with 'Q' modifier and conversion specifier 'e', 'E', 'f', 'F', 'g', 'G',
+'a' or 'A', with no extra characters before or after the conversion
+specifier. The '%m$' or '*m$' style must not be used in the format.
Syntax
- `int quadmath_snprintf (char *s, size_t size, const char *format,
+ 'int quadmath_snprintf (char *s, size_t size, const char *format,
...)'
_Arguments_:
- S output string
- SIZE byte size of the string, including tailing NUL
- FORMAT conversion specifier string
+ S output string
+ SIZE byte size of the string, including tailing NUL
+ FORMAT conversion specifier string
Note
On some targets when supported by the C library hooks are installed
- for `printf' family of functions, so that `printf ("%Qe", 1.2Q);'
+ for 'printf' family of functions, so that 'printf ("%Qe", 1.2Q);'
etc. works too.
Example
return 0;
}
-
\1f
File: libquadmath.info, Node: GNU Free Documentation License, Next: Reporting Bugs, Prev: I/O Library Routines, Up: Top
Version 1.3, 3 November 2008
Copyright (C) 2000, 2001, 2002, 2007, 2008 Free Software Foundation, Inc.
- `http://fsf.org/'
+ <http://fsf.org/>
Everyone is permitted to copy and distribute verbatim copies
of this license document, but changing it is not allowed.
free program should come with manuals providing the same freedoms
that the software does. But this License is not limited to
software manuals; it can be used for any textual work, regardless
- of subject matter or whether it is published as a printed book.
- We recommend this License principally for works whose purpose is
+ of subject matter or whether it is published as a printed book. We
+ recommend this License principally for works whose purpose is
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-
ADDENDUM: How to use this License for your documents
====================================================
Free Documentation License''.
If you have Invariant Sections, Front-Cover Texts and Back-Cover
-Texts, replace the "with...Texts." line with this:
+Texts, replace the "with...Texts." line with this:
with the Invariant Sections being LIST THEIR TITLES, with
the Front-Cover Texts being LIST, and with the Back-Cover Texts
situation.
If your document contains nontrivial examples of program code, we
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+recommend releasing these examples in parallel under your choice of free
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\1f
File: libquadmath.info, Node: Reporting Bugs, Prev: GNU Free Documentation License, Up: Top
****************
Bugs in the GCC Quad-Precision Math Library implementation should be
-reported via `http://gcc.gnu.org/bugs.html'.
+reported via <http://gcc.gnu.org/bugs.html>.
\1f
Tag Table:
-Node: Top\7f1670
-Node: Typedef and constants\7f2404
-Node: Math Library Routines\7f3844
-Node: I/O Library Routines\7f7649
-Node: strtoflt128\7f7974
-Node: quadmath_snprintf\7f8732
-Node: GNU Free Documentation License\7f10940
-Node: Reporting Bugs\7f36106
+Node: Top\7f1633
+Node: Typedef and constants\7f2367
+Node: Math Library Routines\7f3786
+Node: I/O Library Routines\7f7503
+Node: strtoflt128\7f7828
+Node: quadmath_snprintf\7f8588
+Node: GNU Free Documentation License\7f10798
+Node: Reporting Bugs\7f35944
\1f
End Tag Table
projects / platform / upstream / gcc48.git / blobdiff