import vanilla x86_64 code as x32

This commit is contained in:
rofl0r
2014-02-23 11:07:18 +01:00
parent 0f169cbb79
commit 323272db17
75 changed files with 2677 additions and 0 deletions
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# see ../i386/acos.s
.global acosl
.type acosl,@function
acosl:
fldt 8(%rsp)
1: fld %st(0)
fld1
fsub %st(0),%st(1)
fadd %st(2)
fmulp
fsqrt
fabs
fxch %st(1)
fpatan
ret
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.global asinl
.type asinl,@function
asinl:
fldt 8(%rsp)
1: fld %st(0)
fld1
fsub %st(0),%st(1)
fadd %st(2)
fmulp
fsqrt
fpatan
ret
+7
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.global atan2l
.type atan2l,@function
atan2l:
fldt 8(%rsp)
fldt 24(%rsp)
fpatan
ret
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.global atanl
.type atanl,@function
atanl:
fldt 8(%rsp)
fld1
fpatan
ret
+1
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# see floorl.s
+90
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.global expm1l
.type expm1l,@function
expm1l:
fldt 8(%rsp)
fldl2e
fmulp
movl $0xc2820000,-4(%rsp)
flds -4(%rsp)
fucomp %st(1)
fnstsw %ax
sahf
fld1
jb 1f
# x*log2e <= -65, return -1 without underflow
fstp %st(1)
fchs
ret
1: fld %st(1)
fabs
fucom %st(1)
fnstsw %ax
fstp %st(0)
fstp %st(0)
sahf
ja 1f
f2xm1
ret
1: push %rax
call 1f
pop %rax
fld1
fsubrp
ret
.global exp2l
.type exp2l,@function
exp2l:
fldt 8(%rsp)
1: fld %st(0)
sub $16,%rsp
fstpt (%rsp)
mov 8(%rsp),%ax
and $0x7fff,%ax
cmp $0x3fff+13,%ax
jb 4f # |x| < 8192
cmp $0x3fff+15,%ax
jae 3f # |x| >= 32768
fsts (%rsp)
cmpl $0xc67ff800,(%rsp)
jb 2f # x > -16382
movl $0x5f000000,(%rsp)
flds (%rsp) # 0x1p63
fld %st(1)
fsub %st(1)
faddp
fucomp %st(1)
fnstsw
sahf
je 2f # x - 0x1p63 + 0x1p63 == x
movl $1,(%rsp)
flds (%rsp) # 0x1p-149
fdiv %st(1)
fstps (%rsp) # raise underflow
2: fld1
fld %st(1)
frndint
fxch %st(2)
fsub %st(2) # st(0)=x-rint(x), st(1)=1, st(2)=rint(x)
f2xm1
faddp # 2^(x-rint(x))
1: fscale
fstp %st(1)
add $16,%rsp
ret
3: xor %eax,%eax
4: cmp $0x3fff-64,%ax
fld1
jb 1b # |x| < 0x1p-64
fstpt (%rsp)
fistl 8(%rsp)
fildl 8(%rsp)
fsubrp %st(1)
addl $0x3fff,8(%rsp)
f2xm1
fld1
faddp # 2^(x-rint(x))
fldt (%rsp) # 2^rint(x)
fmulp
add $16,%rsp
ret
+101
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# exp(x) = 2^hi + 2^hi (2^lo - 1)
# where hi+lo = log2e*x with 128bit precision
# exact log2e*x calculation depends on nearest rounding mode
# using the exact multiplication method of Dekker and Veltkamp
.global expl
.type expl,@function
expl:
fldt 8(%rsp)
# interesting case: 0x1p-32 <= |x| < 16384
# check if (exponent|0x8000) is in [0xbfff-32, 0xbfff+13]
mov 16(%rsp), %ax
or $0x8000, %ax
sub $0xbfdf, %ax
cmp $45, %ax
jbe 2f
test %ax, %ax
fld1
js 1f
# if |x|>=0x1p14 or nan return 2^trunc(x)
fscale
fstp %st(1)
ret
# if |x|<0x1p-32 return 1+x
1: faddp
ret
# should be 0x1.71547652b82fe178p0L == 0x3fff b8aa3b29 5c17f0bc
# it will be wrong on non-nearest rounding mode
2: fldl2e
subq $48, %rsp
# hi = log2e_hi*x
# 2^hi = exp2l(hi)
fmul %st(1),%st
fld %st(0)
fstpt (%rsp)
fstpt 16(%rsp)
fstpt 32(%rsp)
call exp2l
# if 2^hi == inf return 2^hi
fld %st(0)
fstpt (%rsp)
cmpw $0x7fff, 8(%rsp)
je 1f
fldt 32(%rsp)
fldt 16(%rsp)
# fpu stack: 2^hi x hi
# exact mult: x*log2e
fld %st(1)
# c = 0x1p32+1
movq $0x41f0000000100000,%rax
pushq %rax
fldl (%rsp)
# xh = x - c*x + c*x
# xl = x - xh
fmulp
fld %st(2)
fsub %st(1), %st
faddp
fld %st(2)
fsub %st(1), %st
# yh = log2e_hi - c*log2e_hi + c*log2e_hi
movq $0x3ff7154765200000,%rax
pushq %rax
fldl (%rsp)
# fpu stack: 2^hi x hi xh xl yh
# lo = hi - xh*yh + xl*yh
fld %st(2)
fmul %st(1), %st
fsubp %st, %st(4)
fmul %st(1), %st
faddp %st, %st(3)
# yl = log2e_hi - yh
movq $0x3de705fc2f000000,%rax
pushq %rax
fldl (%rsp)
# fpu stack: 2^hi x lo xh xl yl
# lo += xh*yl + xl*yl
fmul %st, %st(2)
fmulp %st, %st(1)
fxch %st(2)
faddp
faddp
# log2e_lo
movq $0xbfbe,%rax
pushq %rax
movq $0x82f0025f2dc582ee,%rax
pushq %rax
fldt (%rsp)
addq $40,%rsp
# fpu stack: 2^hi x lo log2e_lo
# lo += log2e_lo*x
# return 2^hi + 2^hi (2^lo - 1)
fmulp %st, %st(2)
faddp
f2xm1
fmul %st(1), %st
faddp
1: addq $48, %rsp
ret
+1
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# see exp2l.s
+9
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.global fabs
.type fabs,@function
fabs:
xor %eax,%eax
dec %rax
shr %rax
movq %rax,%xmm1
andpd %xmm1,%xmm0
ret
+7
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.global fabsf
.type fabsf,@function
fabsf:
mov $0x7fffffff,%eax
movq %rax,%xmm1
andps %xmm1,%xmm0
ret
+6
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.global fabsl
.type fabsl,@function
fabsl:
fldt 8(%rsp)
fabs
ret
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.global floorl
.type floorl,@function
floorl:
fldt 8(%rsp)
1: mov $0x7,%al
1: fstcw 8(%rsp)
mov 9(%rsp),%ah
mov %al,9(%rsp)
fldcw 8(%rsp)
frndint
mov %ah,9(%rsp)
fldcw 8(%rsp)
ret
.global ceill
.type ceill,@function
ceill:
fldt 8(%rsp)
mov $0xb,%al
jmp 1b
.global truncl
.type truncl,@function
truncl:
fldt 8(%rsp)
mov $0xf,%al
jmp 1b
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.global fmodl
.type fmodl,@function
fmodl:
fldt 24(%rsp)
fldt 8(%rsp)
1: fprem
fstsw %ax
sahf
jp 1b
fstp %st(1)
ret
+5
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.global llrint
.type llrint,@function
llrint:
cvtsd2si %xmm0,%rax
ret
+5
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.global llrintf
.type llrintf,@function
llrintf:
cvtss2si %xmm0,%rax
ret
+7
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.global llrintl
.type llrintl,@function
llrintl:
fldt 8(%rsp)
fistpll 8(%rsp)
mov 8(%rsp),%rax
ret
+7
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@@ -0,0 +1,7 @@
.global log10l
.type log10l,@function
log10l:
fldlg2
fldt 8(%rsp)
fyl2x
ret
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.global log1pl
.type log1pl,@function
log1pl:
mov 14(%rsp),%eax
fldln2
and $0x7fffffff,%eax
fldt 8(%rsp)
cmp $0x3ffd9400,%eax
ja 1f
fyl2xp1
ret
1: fld1
faddp
fyl2x
ret
+7
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.global log2l
.type log2l,@function
log2l:
fld1
fldt 8(%rsp)
fyl2x
ret
+7
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.global logl
.type logl,@function
logl:
fldln2
fldt 8(%rsp)
fyl2x
ret
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.global lrint
.type lrint,@function
lrint:
cvtsd2si %xmm0,%rax
ret
+5
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.global lrintf
.type lrintf,@function
lrintf:
cvtss2si %xmm0,%rax
ret
+7
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.global lrintl
.type lrintl,@function
lrintl:
fldt 8(%rsp)
fistpll 8(%rsp)
mov 8(%rsp),%rax
ret
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.global remainderl
.type remainderl,@function
remainderl:
fldt 24(%rsp)
fldt 8(%rsp)
1: fprem1
fstsw %ax
sahf
jp 1b
fstp %st(1)
ret
+6
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.global rintl
.type rintl,@function
rintl:
fldt 8(%rsp)
frndint
ret
+4
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.global sqrt
.type sqrt,@function
sqrt: sqrtsd %xmm0, %xmm0
ret
+4
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.global sqrtf
.type sqrtf,@function
sqrtf: sqrtss %xmm0, %xmm0
ret
+5
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.global sqrtl
.type sqrtl,@function
sqrtl: fldt 8(%rsp)
fsqrt
ret
+1
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# see floorl.s