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Update.
2002-01-09 Jakub Jelinek <jakub@redhat.com> * elf/elf.h (SHN_UNDEF): Remove duplicate definition. 2002-01-09 Jakub Jelinek <jakub@redhat.com> * sysdeps/alpha/fpu/e_sqrt.c (__ieee754_sqrt): Don't use multi-line string literals. (__full_ieee754_sqrt): Add __attribute_used__. 2002-01-10 Ulrich Drepper <drepper@redhat.com> * sysdeps/generic/group_member.c (__group_member): Also check groups[0] [PR libc/2781].
This commit is contained in:
Ulrich Drepper
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15
ChangeLog
15
ChangeLog
@ -1,3 +1,18 @@
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2002-01-09 Jakub Jelinek <jakub@redhat.com>
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* elf/elf.h (SHN_UNDEF): Remove duplicate definition.
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2002-01-09 Jakub Jelinek <jakub@redhat.com>
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* sysdeps/alpha/fpu/e_sqrt.c (__ieee754_sqrt): Don't use multi-line
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string literals.
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(__full_ieee754_sqrt): Add __attribute_used__.
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2002-01-10 Ulrich Drepper <drepper@redhat.com>
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* sysdeps/generic/group_member.c (__group_member): Also check
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groups[0] [PR libc/2781].
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2002-01-08 Ulrich Drepper <drepper@redhat.com>
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* Makefile (distribute): Add scripts/cpp.
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@ -415,10 +415,6 @@ typedef struct
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#define SYMINFO_NUM 2
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/* Special section index. */
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#define SHN_UNDEF 0 /* No section, undefined symbol. */
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/* How to extract and insert information held in the st_info field. */
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#define ELF32_ST_BIND(val) (((unsigned char) (val)) >> 4)
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@ -1,4 +1,4 @@
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/* Copyright (C) 1996, 1997, 1998 Free Software Foundation, Inc.
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/* Copyright (C) 1996, 1997, 1998, 2002 Free Software Foundation, Inc.
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Contributed by David Mosberger (davidm@cs.arizona.edu).
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This file is part of the GNU C Library.
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@ -17,6 +17,7 @@
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Software Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA
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02111-1307 USA. */
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#include <features.h>
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#if !defined(_IEEE_FP_INEXACT)
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@ -53,110 +54,110 @@ const static struct sqrt_data_struct {
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};
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asm ("\
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/* Define offsets into the structure defined in C above. */
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$DN = 0*8
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$UP = 1*8
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$HALF = 2*8
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$ALMOST_THREE_HALF = 3*8
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$NAN = 7*8
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$T2 = 8*8
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/* Stack variables. */
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$K = 0
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$Y = 8
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.text
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.align 5
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.globl __ieee754_sqrt
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.ent __ieee754_sqrt
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__ieee754_sqrt:
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ldgp $29, 0($27)
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subq $sp, 16, $sp
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/* Define offsets into the structure defined in C above. */ \n\
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$DN = 0*8 \n\
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$UP = 1*8 \n\
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$HALF = 2*8 \n\
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$ALMOST_THREE_HALF = 3*8 \n\
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$NAN = 7*8 \n\
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$T2 = 8*8 \n\
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\n\
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/* Stack variables. */ \n\
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$K = 0 \n\
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$Y = 8 \n\
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\n\
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.text \n\
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.align 5 \n\
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.globl __ieee754_sqrt \n\
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.ent __ieee754_sqrt \n\
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__ieee754_sqrt: \n\
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ldgp $29, 0($27) \n\
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subq $sp, 16, $sp \n\
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.frame $sp, 16, $26, 0\n"
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#ifdef PROF
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" lda $28, _mcount
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" lda $28, _mcount \n\
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jsr $28, ($28), _mcount\n"
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#endif
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" .prologue 1
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.align 4
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stt $f16, $K($sp) # e0 :
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mult $f31, $f31, $f31 # .. fm :
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lda $4, sqrt_data # e0 :
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fblt $f16, $fixup # .. fa :
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ldah $2, 0x5fe8 # e0 :
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ldq $3, $K($sp) # .. e1 :
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ldt $f12, $HALF($4) # e0 :
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ldt $f18, $ALMOST_THREE_HALF($4) # .. e1 :
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sll $3, 52, $5 # e0 :
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lda $6, 0x7fd # .. e1 :
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fnop # .. fa :
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fnop # .. fm :
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subq $5, 1, $5 # e1 :
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srl $3, 33, $1 # .. e0 :
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cmpule $5, $6, $5 # e0 :
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beq $5, $fixup # .. e1 :
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mult $f16, $f12, $f11 # fm : $f11 = x * 0.5
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subl $2, $1, $2 # .. e0 :
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addt $f12, $f12, $f17 # .. fa : $f17 = 1.0
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srl $2, 12, $1 # e0 :
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and $1, 0xfc, $1 # e0 :
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addq $1, $4, $1 # e1 :
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ldl $1, $T2($1) # e0 :
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addt $f12, $f17, $f15 # .. fa : $f15 = 1.5
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subl $2, $1, $2 # e0 :
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ldt $f14, $DN($4) # .. e1 :
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sll $2, 32, $2 # e0 :
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stq $2, $Y($sp) # e0 :
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ldt $f13, $Y($sp) # e0 :
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mult/su $f11, $f13, $f10 # fm 2: $f10 = (x * 0.5) * y
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mult $f10, $f13, $f10 # fm 4: $f10 = ((x * 0.5) * y) * y
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subt $f15, $f10, $f1 # fa 4: $f1 = (1.5 - 0.5*x*y*y)
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mult $f13, $f1, $f13 # fm 4: yp = y*(1.5 - 0.5*x*y*y)
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mult/su $f11, $f13, $f1 # fm 4: $f11 = x * 0.5 * yp
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mult $f1, $f13, $f11 # fm 4: $f11 = (x * 0.5 * yp) * yp
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subt $f18, $f11, $f1 # fa 4: $f1= (1.5-2^-30) - 0.5*x*yp*yp
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mult $f13, $f1, $f13 # fm 4: ypp = $f13 = yp*$f1
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subt $f15, $f12, $f1 # .. fa : $f1 = (1.5 - 0.5)
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ldt $f15, $UP($4) # .. e0 :
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mult/su $f16, $f13, $f10 # fm 4: z = $f10 = x * ypp
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mult $f10, $f13, $f11 # fm 4: $f11 = z*ypp
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mult $f10, $f12, $f12 # fm : $f12 = z*0.5
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subt $f1, $f11, $f1 # fa 4: $f1 = 1 - z*ypp
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mult $f12, $f1, $f12 # fm 4: $f12 = z*0.5*(1 - z*ypp)
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addt $f10, $f12, $f0 # fa 4: zp=res= z + z*0.5*(1 - z*ypp)
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mult/c $f0, $f14, $f12 # fm 4: zmi = zp * DN
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mult/c $f0, $f15, $f11 # fm : zpl = zp * UP
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mult/c $f0, $f12, $f1 # fm : $f1 = zp * zmi
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mult/c $f0, $f11, $f15 # fm : $f15 = zp * zpl
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subt/su $f1, $f16, $f13 # .. fa : y1 = zp*zmi - x
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subt/su $f15, $f16, $f14 # fa 4: y2 = zp*zpl - x
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fcmovge $f13, $f12, $f0 # fa 3: res = (y1 >= 0) ? zmi : res
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fcmovlt $f14, $f11, $f0 # fa 4: res = (y2 < 0) ? zpl : res
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addq $sp, 16, $sp # .. e0 :
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ret # .. e1 :
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.align 4
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$fixup:
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addq $sp, 16, $sp
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br "ASM_ALPHA_NG_SYMBOL_PREFIX"__full_ieee754_sqrt..ng
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" .prologue 1 \n\
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\n\
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.align 4 \n\
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stt $f16, $K($sp) # e0 : \n\
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mult $f31, $f31, $f31 # .. fm : \n\
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lda $4, sqrt_data # e0 : \n\
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fblt $f16, $fixup # .. fa : \n\
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\n\
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ldah $2, 0x5fe8 # e0 : \n\
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ldq $3, $K($sp) # .. e1 : \n\
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ldt $f12, $HALF($4) # e0 : \n\
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ldt $f18, $ALMOST_THREE_HALF($4) # .. e1 : \n\
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\n\
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sll $3, 52, $5 # e0 : \n\
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lda $6, 0x7fd # .. e1 : \n\
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fnop # .. fa : \n\
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fnop # .. fm : \n\
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\n\
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subq $5, 1, $5 # e1 : \n\
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srl $3, 33, $1 # .. e0 : \n\
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cmpule $5, $6, $5 # e0 : \n\
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beq $5, $fixup # .. e1 : \n\
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\n\
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mult $f16, $f12, $f11 # fm : $f11 = x * 0.5 \n\
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subl $2, $1, $2 # .. e0 : \n\
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addt $f12, $f12, $f17 # .. fa : $f17 = 1.0 \n\
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srl $2, 12, $1 # e0 : \n\
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\n\
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and $1, 0xfc, $1 # e0 : \n\
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addq $1, $4, $1 # e1 : \n\
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ldl $1, $T2($1) # e0 : \n\
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addt $f12, $f17, $f15 # .. fa : $f15 = 1.5 \n\
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\n\
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subl $2, $1, $2 # e0 : \n\
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ldt $f14, $DN($4) # .. e1 : \n\
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sll $2, 32, $2 # e0 : \n\
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stq $2, $Y($sp) # e0 : \n\
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\n\
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ldt $f13, $Y($sp) # e0 : \n\
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mult/su $f11, $f13, $f10 # fm 2: $f10 = (x * 0.5) * y \n\
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mult $f10, $f13, $f10 # fm 4: $f10 = ((x*0.5)*y)*y \n\
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subt $f15, $f10, $f1 # fa 4: $f1 = (1.5-0.5*x*y*y) \n\
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\n\
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mult $f13, $f1, $f13 # fm 4: yp = y*(1.5-0.5*x*y^2)\n\
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mult/su $f11, $f13, $f1 # fm 4: $f11 = x * 0.5 * yp \n\
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mult $f1, $f13, $f11 # fm 4: $f11 = (x*0.5*yp)*yp \n\
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subt $f18, $f11, $f1 # fa 4: $f1=(1.5-2^-30)-x/2*yp^2\n\
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\n\
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mult $f13, $f1, $f13 # fm 4: ypp = $f13 = yp*$f1 \n\
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subt $f15, $f12, $f1 # .. fa : $f1 = (1.5 - 0.5) \n\
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ldt $f15, $UP($4) # .. e0 : \n\
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mult/su $f16, $f13, $f10 # fm 4: z = $f10 = x * ypp \n\
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\n\
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mult $f10, $f13, $f11 # fm 4: $f11 = z*ypp \n\
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mult $f10, $f12, $f12 # fm : $f12 = z*0.5 \n\
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subt $f1, $f11, $f1 # fa 4: $f1 = 1 - z*ypp \n\
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mult $f12, $f1, $f12 # fm 4: $f12 = z/2*(1 - z*ypp)\n\
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\n\
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addt $f10, $f12, $f0 # fa 4: zp=res= z+z/2*(1-z*ypp)\n\
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mult/c $f0, $f14, $f12 # fm 4: zmi = zp * DN \n\
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mult/c $f0, $f15, $f11 # fm : zpl = zp * UP \n\
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mult/c $f0, $f12, $f1 # fm : $f1 = zp * zmi \n\
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\n\
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mult/c $f0, $f11, $f15 # fm : $f15 = zp * zpl \n\
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subt/su $f1, $f16, $f13 # .. fa : y1 = zp*zmi - x \n\
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subt/su $f15, $f16, $f14 # fa 4: y2 = zp*zpl - x \n\
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fcmovge $f13, $f12, $f0 # fa 3: res = (y1>=0)?zmi:res \n\
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\n\
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fcmovlt $f14, $f11, $f0 # fa 4: res = (y2<0)?zpl:res \n\
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addq $sp, 16, $sp # .. e0 : \n\
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ret # .. e1 : \n\
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\n\
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.align 4 \n\
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$fixup: \n\
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addq $sp, 16, $sp \n\
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br "ASM_ALPHA_NG_SYMBOL_PREFIX"__full_ieee754_sqrt..ng \n\
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\n\
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.end __ieee754_sqrt");
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static double __full_ieee754_sqrt(double) __attribute__((unused));
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static double __full_ieee754_sqrt(double) __attribute_used__;
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#define __ieee754_sqrt __full_ieee754_sqrt
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#endif /* _IEEE_FP_INEXACT */
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@ -1,5 +1,5 @@
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/* `group_member' -- test if process is in a given group.
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Copyright (C) 1995, 1997 Free Software Foundation, Inc.
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Copyright (C) 1995, 1997, 2002 Free Software Foundation, Inc.
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This file is part of the GNU C Library.
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The GNU C Library is free software; you can redistribute it and/or
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@ -41,7 +41,7 @@ __group_member (gid)
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size *= 2;
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} while (n == size / 2);
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while (n > 0)
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while (n >= 0)
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if (groups[n--] == gid)
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return 1;
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