[Top][All Lists]
[Date Prev][Date Next][Thread Prev][Thread Next][Date Index][Thread Index]
Re: Building guile 1.8.6 on Tru64 5.1b
From: |
Didier Godefroy |
Subject: |
Re: Building guile 1.8.6 on Tru64 5.1b |
Date: |
Tue, 21 Apr 2009 20:25:27 +0200 |
User-agent: |
Microsoft-Entourage/12.17.0.090302 |
>> numbers.c: In function 'scm_c_make_polar':
>> numbers.c:5356: warning: implicit declaration of function 'sincos'
>> numbers.c:5356: warning: incompatible implicit declaration of built-in
>> function 'sincos'
>
> I was about to suggest the same as Linas did, but a quick search led to
> this:
>
> https://bugs.freedesktop.org/show_bug.cgi?id=4401
Right. I saw that too.
Plus I haven't found a system header yet containing any sincos
> The attached patch is less radical than the Cairo one. Can you try it
> and report back?
Ok, I will test this now. I will report back about the result shortly.
In the mean time, I'm pasting below the man page from tru64 V5.1b:
> diff --git a/libguile/numbers.c b/libguile/numbers.c
> index 52dfb73..37435b5 100644
> --- a/libguile/numbers.c
> +++ b/libguile/numbers.c
> @@ -1,4 +1,4 @@
> -/* Copyright (C) 1995,1996,1997,1998,1999,2000,2001,2002,2003,2004,2005,
> 2006, 2007, 2008 Free Software Foundation, Inc.
> +/* Copyright (C) 1995,1996,1997,1998,1999,2000,2001,2002,2003,2004,2005,
> 2006, 2007, 2008, 2009 Free Software Foundation, Inc.
> *
> * Portions Copyright 1990, 1991, 1992, 1993 by AT&T Bell Laboratories
> * and Bellcore. See scm_divide.
> @@ -5352,7 +5352,12 @@ SCM
> scm_c_make_polar (double mag, double ang)
> {
> double s, c;
> -#if HAVE_SINCOS
> +
> + /* The sincos(3) function is undocumented an broken on Tru64. Thus we only
> + use it on Glibc-based systems that have it (it's a GNU extension). See
> + http://lists.gnu.org/archive/html/guile-user/2009-04/msg00033.html for
> + details. */
> +#if (defined HAVE_SINCOS) && (defined __GLIBC__) && (defined _GNU_SOURCE)
> sincos (ang, &s, &c);
> #else
> s = sin (ang);
sin(3) sin(3)
NAME
sin, sind, cos, cosd, tan, tand, cot, cotd, asin, asind, acos, acosd,
atan,
atand, atan2, atand2 - Trigonometric and inverse trigonometric functions
in
radian and degree calculations.
SYNOPSIS
#include <math.h>
double sin(
double x );
float sinf(
float x );
long double sinl(
long double x );
double sind(
double x );
float sindf(
float x );
long double sindl(
long double x,
float x );
double cos(
double x );
float cosf(
float x );
long double cosl(
long double x );
double cosd(
double x );
float cosdf(
float x );
long double cosdl(
long double x );
double tan(
double x );
float tanf(
float x );
long double tanl(
long double x );
double tand(
double x );
float tandf(
float x );
long double tandl(
long double x );
double cot(
double x );
float cotf(
float x );
long double cotl(
long double x );
double cotd(
double x );
float cotdf(
float x );
long double cotdl(
long double x );
double asin(
double x );
float asinf(
float x );
long double asinl(
long double x );
double asind(
double x );
float asindf(
float x );
long double asindl(
long double x );
double acos(
double x );
float acosf(
float x );
long double acosl(
long double x );
double acosd(
double x );
float acosdf(
float x );
long double acosdl(
long double x );
double atan(
double x );
float atanf(
float x );
long double atanl(
long double x );
double atand(
double x );
float atandf(
float x );
long double atandl(
long double x );
double atan2(
double y,
double x );
float atan2f(
float y,
float x );
long double atan2l(
long double y,
long double x );
double atand2(
double y,
double x );
float atand2f(
float y,
float x );
long double atand2l(
long double y,
long double x );
LIBRARY
Math Library (libm)
STANDARDS
Interfaces documented on this reference page conform to industry standards
as follows:
acos(): XPG4
asin(): XPG4
atan(): XPG4
atan2(): XPG4
cos(): XPG4
sin(): XPG4
tan(): XPG4
Refer to the standards(5) reference page for more information about indus-
try standards and associated tags.
DESCRIPTION
The sin(), sinf(), and sinl() functions compute the sine of x, measured in
radians.
The sind(), sindf(), and sindl() functions compute the sine of x, measured
in degrees.
The cos(), cosf(), and cosl() functions compute the cosine of x, measured
in radians.
The cosd(), cosdf(), and cosdl() functions compute the cosine of x, meas-
ured in degrees.
The tan(), tanf(), and tanl() functions compute the tangent of x, measured
in radians.
The tand(), tandf(), and tandl() functions compute the tangent of x, meas-
ured in degrees.
The cot(), cotf(), and cotl() functions compute the cotangent of x, meas-
ured in radians.
The cotd(), cotdf(), and cotdl() functions compute the cotangent of x,
measured in degrees.
The asin(), asinf(), and asinl() functions compute the principal value of
the arc sine of x in the interval [-pi/2,pi/2] radians. The value of x
must
be in the domain [-1,1].
The asind(), asindf(), and asindl() functions compute the principal value
of the arc sine of x in the interval [-90,90] degrees. The value of x must
be in the domain [-1,1].
The acos(), acosf(), and acosl() functions compute the principal value of
the arc cosine of x in the interval [0,pi] radians. The value of x must be
in the domain [-1,1].
The acosd(), acosdf(), and acosdl() functions compute the principal value
of the arc cosine of x in the interval [0,180] degrees. The value of x
must
be in the domain [-1,1].
The atan(), atanf(), and atanl() functions compute the principal value of
the arc tangent of x in the interval [-pi/2,pi/2] radians.
The atand(), atandf(), and atandl() functions compute the principal value
of the arc tangent of x in the interval [-90,90] degrees.
The atan2(), atan2f(), and atan2l() functions compute the principal value
of the arc tangent of y/x, in the interval [-pi,pi] radians. The sign of
atan2 and atan2f is determined by the sign of y. The value of atan2(y,x)
is
computed as follows where f is the number of fraction bits associated with
the data type.
________________________________________________________________
Value of Input Arguments Angle Returned
________________________________________________________________
x = 0 or y/x > 2**(f+1) pi/2 * (sign y)
x > 0 and y/x <= 2**(f+1) atan(y/x)
x < 0 and y/x <= 2**(f+1) pi * (sign y) + atan(y/x)
________________________________________________________________
The atand2(), atand2f(), and atand2l() functions compute the principal
value of the arc tangent of y/x in the interval [-180,180] degrees. The
sign of atand2() and atand2f() is determined by the sign of y.
The following table describes function behavior in response to exceptional
arguments:
__________________________________________________________________________
Function Exceptional Argument Routine Behavior
__________________________________________________________________________
sin(), sinf(), sinl() |x| = infinity Invalid argument
sind(), sindf(), sindl() |x| = infinity Invalid argument
sind(), sindf(), sindl() |x| < (180/pi) * min_float Underflow
cos(), cosf(), cosl() |x| = infinity Invalid argument
cosd(), cosdf(), cosdl() |x| = infinity Invalid argument
tan(), tanf(), tanl() |x| = infinity Invalid argument
tand(), tandf(), tandl() |x| = infinity Invalid argument
tand(), tandf(), tandl() |x| < (180/pi) * min_float Underflow
tand(), tandf(), tandl() x = (2n+1) * 90 Overflow
cot(), cotf(), cotl() x = 0 Overflow
cotd(), cotdf(), cotdl() |x| = multiples of 180 Overflow
degrees
asin(), asinf(), asinl() |x| > 1 Invalid argument
asind(), asindf(), |x| > 1 Invalid argument
asindl()
acos(), acosf(), acosl() |x| > 1 Invalid argument
acosd(), acosdf(), |x| > 1 Invalid argument
acosdl()
atan2(), atan2f(), x = y = 0 Invalid argument
atan2l()
atan2(), atan2f(), |x| = |y| = infinity Invalid argument
atan2l()
atand2(), atand2f(), x = y = 0 Invalid argument
atand2l()
atand2(), atand2f(), |x| = |y| = infinity Invalid argument
atand2l()
__________________________________________________________________________
The following table lists boundary values used by these functions:
___________________________________________________________________
Value Name Data Type Hexadecimal Value Decimal Value
___________________________________________________________________
(180/pi) S_FLOAT 00000039 8.028849e-44
*
min_float
T_FLOAT 0000000000000039 2.830787630910868e-322
___________________________________________________________________
--
Didier Godefroy
mailto:address@hidden
- Re: Building guile 1.8.6 on Tru64 5.1b, (continued)
- Re: Building guile 1.8.6 on Tru64 5.1b, Ludovic Courtès, 2009/04/18
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/19
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Linas Vepstas, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Ludovic Courtès, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Ludovic Courtès, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Ludovic Courtès, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Ludovic Courtès, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b,
Didier Godefroy <=
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Ludovic Courtès, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Ludovic Courtès, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Ludovic Courtès, 2009/04/21
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/22
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/22
- Re: Building guile 1.8.6 on Tru64 5.1b, Ludovic Courtès, 2009/04/22
- Re: Building guile 1.8.6 on Tru64 5.1b, Didier Godefroy, 2009/04/22