MOS
/
OpenBoard
5
0
Fork 0
Code Issues Pull Requests Releases Wiki Activity
новые иконки в OpenBoard
You can not select more than 25 topics Topics must start with a letter or number, can include dashes ('-') and can be up to 35 characters long.
29 Commits
8 Branches
0 Tags
130 MiB
Tag: Branch: Tree: ac4bbe07d0
Branches Tags
${ item.name }
Create tag ${ searchTerm }
Create branch ${ searchTerm }
from 'ac4bbe07d0'
${ noResults }
OpenBoard/thirdparty/openssl/openssl-1.0.0d/crypto/bn/asm/sparcv9-mont.pl

607 lines
13 KiB
Raw Normal View History Unescape

Added source code for used libraries
14 years ago
#!/usr/bin/env perl
# ====================================================================
# Written by Andy Polyakov <appro@fy.chalmers.se> for the OpenSSL
# project. The module is, however, dual licensed under OpenSSL and
# CRYPTOGAMS licenses depending on where you obtain it. For further
# details see http://www.openssl.org/~appro/cryptogams/.
# ====================================================================
# December 2005
#
# Pure SPARCv9/8+ and IALU-only bn_mul_mont implementation. The reasons
# for undertaken effort are multiple. First of all, UltraSPARC is not
# the whole SPARCv9 universe and other VIS-free implementations deserve
# optimized code as much. Secondly, newly introduced UltraSPARC T1,
# a.k.a. Niagara, has shared FPU and concurrent FPU-intensive pathes,
# such as sparcv9a-mont, will simply sink it. Yes, T1 is equipped with
# several integrated RSA/DSA accelerator circuits accessible through
# kernel driver [only(*)], but having decent user-land software
# implementation is important too. Finally, reasons like desire to
# experiment with dedicated squaring procedure. Yes, this module
# implements one, because it was easiest to draft it in SPARCv9
# instructions...
# (*) Engine accessing the driver in question is on my TODO list.
# For reference, acceleator is estimated to give 6 to 10 times
# improvement on single-threaded RSA sign. It should be noted
# that 6-10x improvement coefficient does not actually mean
# something extraordinary in terms of absolute [single-threaded]
# performance, as SPARCv9 instruction set is by all means least
# suitable for high performance crypto among other 64 bit
# platforms. 6-10x factor simply places T1 in same performance
# domain as say AMD64 and IA-64. Improvement of RSA verify don't
# appear impressive at all, but it's the sign operation which is
# far more critical/interesting.
# You might notice that inner loops are modulo-scheduled:-) This has
# essentially negligible impact on UltraSPARC performance, it's
# Fujitsu SPARC64 V users who should notice and hopefully appreciate
# the advantage... Currently this module surpasses sparcv9a-mont.pl
# by ~20% on UltraSPARC-III and later cores, but recall that sparcv9a
# module still have hidden potential [see TODO list there], which is
# estimated to be larger than 20%...
# int bn_mul_mont(
$rp="%i0"; # BN_ULONG *rp,
$ap="%i1"; # const BN_ULONG *ap,
$bp="%i2"; # const BN_ULONG *bp,
$np="%i3"; # const BN_ULONG *np,
$n0="%i4"; # const BN_ULONG *n0,
$num="%i5"; # int num);
$bits=32;
for (@ARGV) { $bits=64 if (/\-m64/ || /\-xarch\=v9/); }
if ($bits==64) { $bias=2047; $frame=192; }
else { $bias=0; $frame=128; }
$car0="%o0";
$car1="%o1";
$car2="%o2"; # 1 bit
$acc0="%o3";
$acc1="%o4";
$mask="%g1"; # 32 bits, what a waste...
$tmp0="%g4";
$tmp1="%g5";
$i="%l0";
$j="%l1";
$mul0="%l2";
$mul1="%l3";
$tp="%l4";
$apj="%l5";
$npj="%l6";
$tpj="%l7";
$fname="bn_mul_mont_int";
$code=<<___;
.section ".text",#alloc,#execinstr
.global $fname
.align 32
$fname:
cmp %o5,4 ! 128 bits minimum
bge,pt %icc,.Lenter
sethi %hi(0xffffffff),$mask
retl
clr %o0
.align 32
.Lenter:
save %sp,-$frame,%sp
sll $num,2,$num ! num*=4
or $mask,%lo(0xffffffff),$mask
ld [$n0],$n0
cmp $ap,$bp
and $num,$mask,$num
ld [$bp],$mul0 ! bp[0]
nop
add %sp,$bias,%o7 ! real top of stack
ld [$ap],$car0 ! ap[0] ! redundant in squaring context
sub %o7,$num,%o7
ld [$ap+4],$apj ! ap[1]
and %o7,-1024,%o7
ld [$np],$car1 ! np[0]
sub %o7,$bias,%sp ! alloca
ld [$np+4],$npj ! np[1]
be,pt `$bits==32?"%icc":"%xcc"`,.Lbn_sqr_mont
mov 12,$j
mulx $car0,$mul0,$car0 ! ap[0]*bp[0]
mulx $apj,$mul0,$tmp0 !prologue! ap[1]*bp[0]
and $car0,$mask,$acc0
add %sp,$bias+$frame,$tp
ld [$ap+8],$apj !prologue!
mulx $n0,$acc0,$mul1 ! "t[0]"*n0
and $mul1,$mask,$mul1
mulx $car1,$mul1,$car1 ! np[0]*"t[0]"*n0
mulx $npj,$mul1,$acc1 !prologue! np[1]*"t[0]"*n0
srlx $car0,32,$car0
add $acc0,$car1,$car1
ld [$np+8],$npj !prologue!
srlx $car1,32,$car1
mov $tmp0,$acc0 !prologue!
.L1st:
mulx $apj,$mul0,$tmp0
mulx $npj,$mul1,$tmp1
add $acc0,$car0,$car0
ld [$ap+$j],$apj ! ap[j]
and $car0,$mask,$acc0
add $acc1,$car1,$car1
ld [$np+$j],$npj ! np[j]
srlx $car0,32,$car0
add $acc0,$car1,$car1
add $j,4,$j ! j++
mov $tmp0,$acc0
st $car1,[$tp]
cmp $j,$num
mov $tmp1,$acc1
srlx $car1,32,$car1
bl %icc,.L1st
add $tp,4,$tp ! tp++
!.L1st
mulx $apj,$mul0,$tmp0 !epilogue!
mulx $npj,$mul1,$tmp1
add $acc0,$car0,$car0
and $car0,$mask,$acc0
add $acc1,$car1,$car1
srlx $car0,32,$car0
add $acc0,$car1,$car1
st $car1,[$tp]
srlx $car1,32,$car1
add $tmp0,$car0,$car0
and $car0,$mask,$acc0
add $tmp1,$car1,$car1
srlx $car0,32,$car0
add $acc0,$car1,$car1
st $car1,[$tp+4]
srlx $car1,32,$car1
add $car0,$car1,$car1
st $car1,[$tp+8]
srlx $car1,32,$car2
mov 4,$i ! i++
ld [$bp+4],$mul0 ! bp[1]
.Louter:
add %sp,$bias+$frame,$tp
ld [$ap],$car0 ! ap[0]
ld [$ap+4],$apj ! ap[1]
ld [$np],$car1 ! np[0]
ld [$np+4],$npj ! np[1]
ld [$tp],$tmp1 ! tp[0]
ld [$tp+4],$tpj ! tp[1]
mov 12,$j
mulx $car0,$mul0,$car0
mulx $apj,$mul0,$tmp0 !prologue!
add $tmp1,$car0,$car0
ld [$ap+8],$apj !prologue!
and $car0,$mask,$acc0
mulx $n0,$acc0,$mul1
and $mul1,$mask,$mul1
mulx $car1,$mul1,$car1
mulx $npj,$mul1,$acc1 !prologue!
srlx $car0,32,$car0
add $acc0,$car1,$car1
ld [$np+8],$npj !prologue!
srlx $car1,32,$car1
mov $tmp0,$acc0 !prologue!
.Linner:
mulx $apj,$mul0,$tmp0
mulx $npj,$mul1,$tmp1
add $tpj,$car0,$car0
ld [$ap+$j],$apj ! ap[j]
add $acc0,$car0,$car0
add $acc1,$car1,$car1
ld [$np+$j],$npj ! np[j]
and $car0,$mask,$acc0
ld [$tp+8],$tpj ! tp[j]
srlx $car0,32,$car0
add $acc0,$car1,$car1
add $j,4,$j ! j++
mov $tmp0,$acc0
st $car1,[$tp] ! tp[j-1]
srlx $car1,32,$car1
mov $tmp1,$acc1
cmp $j,$num
bl %icc,.Linner
add $tp,4,$tp ! tp++
!.Linner
mulx $apj,$mul0,$tmp0 !epilogue!
mulx $npj,$mul1,$tmp1
add $tpj,$car0,$car0
add $acc0,$car0,$car0
ld [$tp+8],$tpj ! tp[j]
and $car0,$mask,$acc0
add $acc1,$car1,$car1
srlx $car0,32,$car0
add $acc0,$car1,$car1
st $car1,[$tp] ! tp[j-1]
srlx $car1,32,$car1
add $tpj,$car0,$car0
add $tmp0,$car0,$car0
and $car0,$mask,$acc0
add $tmp1,$car1,$car1
add $acc0,$car1,$car1
st $car1,[$tp+4] ! tp[j-1]
srlx $car0,32,$car0
add $i,4,$i ! i++
srlx $car1,32,$car1
add $car0,$car1,$car1
cmp $i,$num
add $car2,$car1,$car1
st $car1,[$tp+8]
srlx $car1,32,$car2
bl,a %icc,.Louter
ld [$bp+$i],$mul0 ! bp[i]
!.Louter
add $tp,12,$tp
.Ltail:
add $np,$num,$np
add $rp,$num,$rp
mov $tp,$ap
sub %g0,$num,%o7 ! k=-num
ba .Lsub
subcc %g0,%g0,%g0 ! clear %icc.c
.align 16
.Lsub:
ld [$tp+%o7],%o0
ld [$np+%o7],%o1
subccc %o0,%o1,%o1 ! tp[j]-np[j]
add $rp,%o7,$i
add %o7,4,%o7
brnz %o7,.Lsub
st %o1,[$i]
subc $car2,0,$car2 ! handle upmost overflow bit
and $tp,$car2,$ap
andn $rp,$car2,$np
or $ap,$np,$ap
sub %g0,$num,%o7
.Lcopy:
ld [$ap+%o7],%o0 ! copy or in-place refresh
st %g0,[$tp+%o7] ! zap tp
st %o0,[$rp+%o7]
add %o7,4,%o7
brnz %o7,.Lcopy
nop
mov 1,%i0
ret
restore
___
########
######## .Lbn_sqr_mont gives up to 20% *overall* improvement over
######## code without following dedicated squaring procedure.
########
$sbit="%i2"; # re-use $bp!
$code.=<<___;
.align 32
.Lbn_sqr_mont:
mulx $mul0,$mul0,$car0 ! ap[0]*ap[0]
mulx $apj,$mul0,$tmp0 !prologue!
and $car0,$mask,$acc0
add %sp,$bias+$frame,$tp
ld [$ap+8],$apj !prologue!
mulx $n0,$acc0,$mul1 ! "t[0]"*n0
srlx $car0,32,$car0
and $mul1,$mask,$mul1
mulx $car1,$mul1,$car1 ! np[0]*"t[0]"*n0
mulx $npj,$mul1,$acc1 !prologue!
and $car0,1,$sbit
ld [$np+8],$npj !prologue!
srlx $car0,1,$car0
add $acc0,$car1,$car1
srlx $car1,32,$car1
mov $tmp0,$acc0 !prologue!
.Lsqr_1st:
mulx $apj,$mul0,$tmp0
mulx $npj,$mul1,$tmp1
add $acc0,$car0,$car0 ! ap[j]*a0+c0
add $acc1,$car1,$car1
ld [$ap+$j],$apj ! ap[j]
and $car0,$mask,$acc0
ld [$np+$j],$npj ! np[j]
srlx $car0,32,$car0
add $acc0,$acc0,$acc0
or $sbit,$acc0,$acc0
mov $tmp1,$acc1
srlx $acc0,32,$sbit
add $j,4,$j ! j++
and $acc0,$mask,$acc0
cmp $j,$num
add $acc0,$car1,$car1
st $car1,[$tp]
mov $tmp0,$acc0
srlx $car1,32,$car1
bl %icc,.Lsqr_1st
add $tp,4,$tp ! tp++
!.Lsqr_1st
mulx $apj,$mul0,$tmp0 ! epilogue
mulx $npj,$mul1,$tmp1
add $acc0,$car0,$car0 ! ap[j]*a0+c0
add $acc1,$car1,$car1
and $car0,$mask,$acc0
srlx $car0,32,$car0
add $acc0,$acc0,$acc0
or $sbit,$acc0,$acc0
srlx $acc0,32,$sbit
and $acc0,$mask,$acc0
add $acc0,$car1,$car1
st $car1,[$tp]
srlx $car1,32,$car1
add $tmp0,$car0,$car0 ! ap[j]*a0+c0
add $tmp1,$car1,$car1
and $car0,$mask,$acc0
srlx $car0,32,$car0
add $acc0,$acc0,$acc0
or $sbit,$acc0,$acc0
srlx $acc0,32,$sbit
and $acc0,$mask,$acc0
add $acc0,$car1,$car1
st $car1,[$tp+4]
srlx $car1,32,$car1
add $car0,$car0,$car0
or $sbit,$car0,$car0
add $car0,$car1,$car1
st $car1,[$tp+8]
srlx $car1,32,$car2
ld [%sp+$bias+$frame],$tmp0 ! tp[0]
ld [%sp+$bias+$frame+4],$tmp1 ! tp[1]
ld [%sp+$bias+$frame+8],$tpj ! tp[2]
ld [$ap+4],$mul0 ! ap[1]
ld [$ap+8],$apj ! ap[2]
ld [$np],$car1 ! np[0]
ld [$np+4],$npj ! np[1]
mulx $n0,$tmp0,$mul1
mulx $mul0,$mul0,$car0
and $mul1,$mask,$mul1
mulx $car1,$mul1,$car1
mulx $npj,$mul1,$acc1
add $tmp0,$car1,$car1
and $car0,$mask,$acc0
ld [$np+8],$npj ! np[2]
srlx $car1,32,$car1
add $tmp1,$car1,$car1
srlx $car0,32,$car0
add $acc0,$car1,$car1
and $car0,1,$sbit
add $acc1,$car1,$car1
srlx $car0,1,$car0
mov 12,$j
st $car1,[%sp+$bias+$frame] ! tp[0]=
srlx $car1,32,$car1
add %sp,$bias+$frame+4,$tp
.Lsqr_2nd:
mulx $apj,$mul0,$acc0
mulx $npj,$mul1,$acc1
add $acc0,$car0,$car0
add $tpj,$car1,$car1
ld [$ap+$j],$apj ! ap[j]
and $car0,$mask,$acc0
ld [$np+$j],$npj ! np[j]
srlx $car0,32,$car0
add $acc1,$car1,$car1
ld [$tp+8],$tpj ! tp[j]
add $acc0,$acc0,$acc0
add $j,4,$j ! j++
or $sbit,$acc0,$acc0
srlx $acc0,32,$sbit
and $acc0,$mask,$acc0
cmp $j,$num
add $acc0,$car1,$car1
st $car1,[$tp] ! tp[j-1]
srlx $car1,32,$car1
bl %icc,.Lsqr_2nd
add $tp,4,$tp ! tp++
!.Lsqr_2nd
mulx $apj,$mul0,$acc0
mulx $npj,$mul1,$acc1
add $acc0,$car0,$car0
add $tpj,$car1,$car1
and $car0,$mask,$acc0
srlx $car0,32,$car0
add $acc1,$car1,$car1
add $acc0,$acc0,$acc0
or $sbit,$acc0,$acc0
srlx $acc0,32,$sbit
and $acc0,$mask,$acc0
add $acc0,$car1,$car1
st $car1,[$tp] ! tp[j-1]
srlx $car1,32,$car1
add $car0,$car0,$car0
or $sbit,$car0,$car0
add $car0,$car1,$car1
add $car2,$car1,$car1
st $car1,[$tp+4]
srlx $car1,32,$car2
ld [%sp+$bias+$frame],$tmp1 ! tp[0]
ld [%sp+$bias+$frame+4],$tpj ! tp[1]
ld [$ap+8],$mul0 ! ap[2]
ld [$np],$car1 ! np[0]
ld [$np+4],$npj ! np[1]
mulx $n0,$tmp1,$mul1
and $mul1,$mask,$mul1
mov 8,$i
mulx $mul0,$mul0,$car0
mulx $car1,$mul1,$car1
and $car0,$mask,$acc0
add $tmp1,$car1,$car1
srlx $car0,32,$car0
add %sp,$bias+$frame,$tp
srlx $car1,32,$car1
and $car0,1,$sbit
srlx $car0,1,$car0
mov 4,$j
.Lsqr_outer:
.Lsqr_inner1:
mulx $npj,$mul1,$acc1
add $tpj,$car1,$car1
add $j,4,$j
ld [$tp+8],$tpj
cmp $j,$i
add $acc1,$car1,$car1
ld [$np+$j],$npj
st $car1,[$tp]
srlx $car1,32,$car1
bl %icc,.Lsqr_inner1
add $tp,4,$tp
!.Lsqr_inner1
add $j,4,$j
ld [$ap+$j],$apj ! ap[j]
mulx $npj,$mul1,$acc1
add $tpj,$car1,$car1
ld [$np+$j],$npj ! np[j]
add $acc0,$car1,$car1
ld [$tp+8],$tpj ! tp[j]
add $acc1,$car1,$car1
st $car1,[$tp]
srlx $car1,32,$car1
add $j,4,$j
cmp $j,$num
be,pn %icc,.Lsqr_no_inner2
add $tp,4,$tp
.Lsqr_inner2:
mulx $apj,$mul0,$acc0
mulx $npj,$mul1,$acc1
add $tpj,$car1,$car1
add $acc0,$car0,$car0
ld [$ap+$j],$apj ! ap[j]
and $car0,$mask,$acc0
ld [$np+$j],$npj ! np[j]
srlx $car0,32,$car0
add $acc0,$acc0,$acc0
ld [$tp+8],$tpj ! tp[j]
or $sbit,$acc0,$acc0
add $j,4,$j ! j++
srlx $acc0,32,$sbit
and $acc0,$mask,$acc0
cmp $j,$num
add $acc0,$car1,$car1
add $acc1,$car1,$car1
st $car1,[$tp] ! tp[j-1]
srlx $car1,32,$car1
bl %icc,.Lsqr_inner2
add $tp,4,$tp ! tp++
.Lsqr_no_inner2:
mulx $apj,$mul0,$acc0
mulx $npj,$mul1,$acc1
add $tpj,$car1,$car1
add $acc0,$car0,$car0
and $car0,$mask,$acc0
srlx $car0,32,$car0
add $acc0,$acc0,$acc0
or $sbit,$acc0,$acc0
srlx $acc0,32,$sbit
and $acc0,$mask,$acc0
add $acc0,$car1,$car1
add $acc1,$car1,$car1
st $car1,[$tp] ! tp[j-1]
srlx $car1,32,$car1
add $car0,$car0,$car0
or $sbit,$car0,$car0
add $car0,$car1,$car1
add $car2,$car1,$car1
st $car1,[$tp+4]
srlx $car1,32,$car2
add $i,4,$i ! i++
ld [%sp+$bias+$frame],$tmp1 ! tp[0]
ld [%sp+$bias+$frame+4],$tpj ! tp[1]
ld [$ap+$i],$mul0 ! ap[j]
ld [$np],$car1 ! np[0]
ld [$np+4],$npj ! np[1]
mulx $n0,$tmp1,$mul1
and $mul1,$mask,$mul1
add $i,4,$tmp0
mulx $mul0,$mul0,$car0
mulx $car1,$mul1,$car1
and $car0,$mask,$acc0
add $tmp1,$car1,$car1
srlx $car0,32,$car0
add %sp,$bias+$frame,$tp
srlx $car1,32,$car1
and $car0,1,$sbit
srlx $car0,1,$car0
cmp $tmp0,$num ! i<num-1
bl %icc,.Lsqr_outer
mov 4,$j
.Lsqr_last:
mulx $npj,$mul1,$acc1
add $tpj,$car1,$car1
add $j,4,$j
ld [$tp+8],$tpj
cmp $j,$i
add $acc1,$car1,$car1
ld [$np+$j],$npj
st $car1,[$tp]
srlx $car1,32,$car1
bl %icc,.Lsqr_last
add $tp,4,$tp
!.Lsqr_last
mulx $npj,$mul1,$acc1
add $tpj,$car1,$car1
add $acc0,$car1,$car1
add $acc1,$car1,$car1
st $car1,[$tp]
srlx $car1,32,$car1
add $car0,$car0,$car0 ! recover $car0
or $sbit,$car0,$car0
add $car0,$car1,$car1
add $car2,$car1,$car1
st $car1,[$tp+4]
srlx $car1,32,$car2
ba .Ltail
add $tp,8,$tp
.type $fname,#function
.size $fname,(.-$fname)
.asciz "Montgomery Multipltication for SPARCv9, CRYPTOGAMS by <appro\@openssl.org>"
.align 32
___
$code =~ s/\`([^\`]*)\`/eval($1)/gem;
print $code;
close STDOUT;