sst-linux/arch/x86/crypto/poly1305-avx2-x86_64.S
Jason A. Donenfeld 1c08a10436 crypto: poly1305 - add new 32 and 64-bit generic versions
These two C implementations from Zinc -- a 32x32 one and a 64x64 one,
depending on the platform -- come from Andrew Moon's public domain
poly1305-donna portable code, modified for usage in the kernel. The
precomputation in the 32-bit version and the use of 64x64 multiplies in
the 64-bit version make these perform better than the code it replaces.
Moon's code is also very widespread and has received many eyeballs of
scrutiny.

There's a bit of interference between the x86 implementation, which
relies on internal details of the old scalar implementation. In the next
commit, the x86 implementation will be replaced with a faster one that
doesn't rely on this, so none of this matters much. But for now, to keep
this passing the tests, we inline the bits of the old implementation
that the x86 implementation relied on. Also, since we now support a
slightly larger key space, via the union, some offsets had to be fixed
up.

Nonce calculation was folded in with the emit function, to take
advantage of 64x64 arithmetic. However, Adiantum appeared to rely on no
nonce handling in emit, so this path was conditionalized. We also
introduced a new struct, poly1305_core_key, to represent the precise
amount of space that particular implementation uses.

Testing with kbench9000, depending on the CPU, the update function for
the 32x32 version has been improved by 4%-7%, and for the 64x64 by
19%-30%. The 32x32 gains are small, but I think there's great value in
having a parallel implementation to the 64x64 one so that the two can be
compared side-by-side as nice stand-alone units.

Signed-off-by: Jason A. Donenfeld <Jason@zx2c4.com>
Signed-off-by: Herbert Xu <herbert@gondor.apana.org.au>
2020-01-16 15:18:12 +08:00

391 lines
9.4 KiB
ArmAsm

/* SPDX-License-Identifier: GPL-2.0-or-later */
/*
* Poly1305 authenticator algorithm, RFC7539, x64 AVX2 functions
*
* Copyright (C) 2015 Martin Willi
*/
#include <linux/linkage.h>
.section .rodata.cst32.ANMASK, "aM", @progbits, 32
.align 32
ANMASK: .octa 0x0000000003ffffff0000000003ffffff
.octa 0x0000000003ffffff0000000003ffffff
.section .rodata.cst32.ORMASK, "aM", @progbits, 32
.align 32
ORMASK: .octa 0x00000000010000000000000001000000
.octa 0x00000000010000000000000001000000
.text
#define h0 0x00(%rdi)
#define h1 0x04(%rdi)
#define h2 0x08(%rdi)
#define h3 0x0c(%rdi)
#define h4 0x10(%rdi)
#define r0 0x00(%rdx)
#define r1 0x04(%rdx)
#define r2 0x08(%rdx)
#define r3 0x0c(%rdx)
#define r4 0x10(%rdx)
#define u0 0x00(%r8)
#define u1 0x04(%r8)
#define u2 0x08(%r8)
#define u3 0x0c(%r8)
#define u4 0x10(%r8)
#define w0 0x18(%r8)
#define w1 0x1c(%r8)
#define w2 0x20(%r8)
#define w3 0x24(%r8)
#define w4 0x28(%r8)
#define y0 0x30(%r8)
#define y1 0x34(%r8)
#define y2 0x38(%r8)
#define y3 0x3c(%r8)
#define y4 0x40(%r8)
#define m %rsi
#define hc0 %ymm0
#define hc1 %ymm1
#define hc2 %ymm2
#define hc3 %ymm3
#define hc4 %ymm4
#define hc0x %xmm0
#define hc1x %xmm1
#define hc2x %xmm2
#define hc3x %xmm3
#define hc4x %xmm4
#define t1 %ymm5
#define t2 %ymm6
#define t1x %xmm5
#define t2x %xmm6
#define ruwy0 %ymm7
#define ruwy1 %ymm8
#define ruwy2 %ymm9
#define ruwy3 %ymm10
#define ruwy4 %ymm11
#define ruwy0x %xmm7
#define ruwy1x %xmm8
#define ruwy2x %xmm9
#define ruwy3x %xmm10
#define ruwy4x %xmm11
#define svxz1 %ymm12
#define svxz2 %ymm13
#define svxz3 %ymm14
#define svxz4 %ymm15
#define d0 %r9
#define d1 %r10
#define d2 %r11
#define d3 %r12
#define d4 %r13
SYM_FUNC_START(poly1305_4block_avx2)
# %rdi: Accumulator h[5]
# %rsi: 64 byte input block m
# %rdx: Poly1305 key r[5]
# %rcx: Quadblock count
# %r8: Poly1305 derived key r^2 u[5], r^3 w[5], r^4 y[5],
# This four-block variant uses loop unrolled block processing. It
# requires 4 Poly1305 keys: r, r^2, r^3 and r^4:
# h = (h + m) * r => h = (h + m1) * r^4 + m2 * r^3 + m3 * r^2 + m4 * r
vzeroupper
push %rbx
push %r12
push %r13
# combine r0,u0,w0,y0
vmovd y0,ruwy0x
vmovd w0,t1x
vpunpcklqdq t1,ruwy0,ruwy0
vmovd u0,t1x
vmovd r0,t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,ruwy0,ruwy0
# combine r1,u1,w1,y1 and s1=r1*5,v1=u1*5,x1=w1*5,z1=y1*5
vmovd y1,ruwy1x
vmovd w1,t1x
vpunpcklqdq t1,ruwy1,ruwy1
vmovd u1,t1x
vmovd r1,t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,ruwy1,ruwy1
vpslld $2,ruwy1,svxz1
vpaddd ruwy1,svxz1,svxz1
# combine r2,u2,w2,y2 and s2=r2*5,v2=u2*5,x2=w2*5,z2=y2*5
vmovd y2,ruwy2x
vmovd w2,t1x
vpunpcklqdq t1,ruwy2,ruwy2
vmovd u2,t1x
vmovd r2,t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,ruwy2,ruwy2
vpslld $2,ruwy2,svxz2
vpaddd ruwy2,svxz2,svxz2
# combine r3,u3,w3,y3 and s3=r3*5,v3=u3*5,x3=w3*5,z3=y3*5
vmovd y3,ruwy3x
vmovd w3,t1x
vpunpcklqdq t1,ruwy3,ruwy3
vmovd u3,t1x
vmovd r3,t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,ruwy3,ruwy3
vpslld $2,ruwy3,svxz3
vpaddd ruwy3,svxz3,svxz3
# combine r4,u4,w4,y4 and s4=r4*5,v4=u4*5,x4=w4*5,z4=y4*5
vmovd y4,ruwy4x
vmovd w4,t1x
vpunpcklqdq t1,ruwy4,ruwy4
vmovd u4,t1x
vmovd r4,t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,ruwy4,ruwy4
vpslld $2,ruwy4,svxz4
vpaddd ruwy4,svxz4,svxz4
.Ldoblock4:
# hc0 = [m[48-51] & 0x3ffffff, m[32-35] & 0x3ffffff,
# m[16-19] & 0x3ffffff, m[ 0- 3] & 0x3ffffff + h0]
vmovd 0x00(m),hc0x
vmovd 0x10(m),t1x
vpunpcklqdq t1,hc0,hc0
vmovd 0x20(m),t1x
vmovd 0x30(m),t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,hc0,hc0
vpand ANMASK(%rip),hc0,hc0
vmovd h0,t1x
vpaddd t1,hc0,hc0
# hc1 = [(m[51-54] >> 2) & 0x3ffffff, (m[35-38] >> 2) & 0x3ffffff,
# (m[19-22] >> 2) & 0x3ffffff, (m[ 3- 6] >> 2) & 0x3ffffff + h1]
vmovd 0x03(m),hc1x
vmovd 0x13(m),t1x
vpunpcklqdq t1,hc1,hc1
vmovd 0x23(m),t1x
vmovd 0x33(m),t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,hc1,hc1
vpsrld $2,hc1,hc1
vpand ANMASK(%rip),hc1,hc1
vmovd h1,t1x
vpaddd t1,hc1,hc1
# hc2 = [(m[54-57] >> 4) & 0x3ffffff, (m[38-41] >> 4) & 0x3ffffff,
# (m[22-25] >> 4) & 0x3ffffff, (m[ 6- 9] >> 4) & 0x3ffffff + h2]
vmovd 0x06(m),hc2x
vmovd 0x16(m),t1x
vpunpcklqdq t1,hc2,hc2
vmovd 0x26(m),t1x
vmovd 0x36(m),t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,hc2,hc2
vpsrld $4,hc2,hc2
vpand ANMASK(%rip),hc2,hc2
vmovd h2,t1x
vpaddd t1,hc2,hc2
# hc3 = [(m[57-60] >> 6) & 0x3ffffff, (m[41-44] >> 6) & 0x3ffffff,
# (m[25-28] >> 6) & 0x3ffffff, (m[ 9-12] >> 6) & 0x3ffffff + h3]
vmovd 0x09(m),hc3x
vmovd 0x19(m),t1x
vpunpcklqdq t1,hc3,hc3
vmovd 0x29(m),t1x
vmovd 0x39(m),t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,hc3,hc3
vpsrld $6,hc3,hc3
vpand ANMASK(%rip),hc3,hc3
vmovd h3,t1x
vpaddd t1,hc3,hc3
# hc4 = [(m[60-63] >> 8) | (1<<24), (m[44-47] >> 8) | (1<<24),
# (m[28-31] >> 8) | (1<<24), (m[12-15] >> 8) | (1<<24) + h4]
vmovd 0x0c(m),hc4x
vmovd 0x1c(m),t1x
vpunpcklqdq t1,hc4,hc4
vmovd 0x2c(m),t1x
vmovd 0x3c(m),t2x
vpunpcklqdq t2,t1,t1
vperm2i128 $0x20,t1,hc4,hc4
vpsrld $8,hc4,hc4
vpor ORMASK(%rip),hc4,hc4
vmovd h4,t1x
vpaddd t1,hc4,hc4
# t1 = [ hc0[3] * r0, hc0[2] * u0, hc0[1] * w0, hc0[0] * y0 ]
vpmuludq hc0,ruwy0,t1
# t1 += [ hc1[3] * s4, hc1[2] * v4, hc1[1] * x4, hc1[0] * z4 ]
vpmuludq hc1,svxz4,t2
vpaddq t2,t1,t1
# t1 += [ hc2[3] * s3, hc2[2] * v3, hc2[1] * x3, hc2[0] * z3 ]
vpmuludq hc2,svxz3,t2
vpaddq t2,t1,t1
# t1 += [ hc3[3] * s2, hc3[2] * v2, hc3[1] * x2, hc3[0] * z2 ]
vpmuludq hc3,svxz2,t2
vpaddq t2,t1,t1
# t1 += [ hc4[3] * s1, hc4[2] * v1, hc4[1] * x1, hc4[0] * z1 ]
vpmuludq hc4,svxz1,t2
vpaddq t2,t1,t1
# d0 = t1[0] + t1[1] + t[2] + t[3]
vpermq $0xee,t1,t2
vpaddq t2,t1,t1
vpsrldq $8,t1,t2
vpaddq t2,t1,t1
vmovq t1x,d0
# t1 = [ hc0[3] * r1, hc0[2] * u1,hc0[1] * w1, hc0[0] * y1 ]
vpmuludq hc0,ruwy1,t1
# t1 += [ hc1[3] * r0, hc1[2] * u0, hc1[1] * w0, hc1[0] * y0 ]
vpmuludq hc1,ruwy0,t2
vpaddq t2,t1,t1
# t1 += [ hc2[3] * s4, hc2[2] * v4, hc2[1] * x4, hc2[0] * z4 ]
vpmuludq hc2,svxz4,t2
vpaddq t2,t1,t1
# t1 += [ hc3[3] * s3, hc3[2] * v3, hc3[1] * x3, hc3[0] * z3 ]
vpmuludq hc3,svxz3,t2
vpaddq t2,t1,t1
# t1 += [ hc4[3] * s2, hc4[2] * v2, hc4[1] * x2, hc4[0] * z2 ]
vpmuludq hc4,svxz2,t2
vpaddq t2,t1,t1
# d1 = t1[0] + t1[1] + t1[3] + t1[4]
vpermq $0xee,t1,t2
vpaddq t2,t1,t1
vpsrldq $8,t1,t2
vpaddq t2,t1,t1
vmovq t1x,d1
# t1 = [ hc0[3] * r2, hc0[2] * u2, hc0[1] * w2, hc0[0] * y2 ]
vpmuludq hc0,ruwy2,t1
# t1 += [ hc1[3] * r1, hc1[2] * u1, hc1[1] * w1, hc1[0] * y1 ]
vpmuludq hc1,ruwy1,t2
vpaddq t2,t1,t1
# t1 += [ hc2[3] * r0, hc2[2] * u0, hc2[1] * w0, hc2[0] * y0 ]
vpmuludq hc2,ruwy0,t2
vpaddq t2,t1,t1
# t1 += [ hc3[3] * s4, hc3[2] * v4, hc3[1] * x4, hc3[0] * z4 ]
vpmuludq hc3,svxz4,t2
vpaddq t2,t1,t1
# t1 += [ hc4[3] * s3, hc4[2] * v3, hc4[1] * x3, hc4[0] * z3 ]
vpmuludq hc4,svxz3,t2
vpaddq t2,t1,t1
# d2 = t1[0] + t1[1] + t1[2] + t1[3]
vpermq $0xee,t1,t2
vpaddq t2,t1,t1
vpsrldq $8,t1,t2
vpaddq t2,t1,t1
vmovq t1x,d2
# t1 = [ hc0[3] * r3, hc0[2] * u3, hc0[1] * w3, hc0[0] * y3 ]
vpmuludq hc0,ruwy3,t1
# t1 += [ hc1[3] * r2, hc1[2] * u2, hc1[1] * w2, hc1[0] * y2 ]
vpmuludq hc1,ruwy2,t2
vpaddq t2,t1,t1
# t1 += [ hc2[3] * r1, hc2[2] * u1, hc2[1] * w1, hc2[0] * y1 ]
vpmuludq hc2,ruwy1,t2
vpaddq t2,t1,t1
# t1 += [ hc3[3] * r0, hc3[2] * u0, hc3[1] * w0, hc3[0] * y0 ]
vpmuludq hc3,ruwy0,t2
vpaddq t2,t1,t1
# t1 += [ hc4[3] * s4, hc4[2] * v4, hc4[1] * x4, hc4[0] * z4 ]
vpmuludq hc4,svxz4,t2
vpaddq t2,t1,t1
# d3 = t1[0] + t1[1] + t1[2] + t1[3]
vpermq $0xee,t1,t2
vpaddq t2,t1,t1
vpsrldq $8,t1,t2
vpaddq t2,t1,t1
vmovq t1x,d3
# t1 = [ hc0[3] * r4, hc0[2] * u4, hc0[1] * w4, hc0[0] * y4 ]
vpmuludq hc0,ruwy4,t1
# t1 += [ hc1[3] * r3, hc1[2] * u3, hc1[1] * w3, hc1[0] * y3 ]
vpmuludq hc1,ruwy3,t2
vpaddq t2,t1,t1
# t1 += [ hc2[3] * r2, hc2[2] * u2, hc2[1] * w2, hc2[0] * y2 ]
vpmuludq hc2,ruwy2,t2
vpaddq t2,t1,t1
# t1 += [ hc3[3] * r1, hc3[2] * u1, hc3[1] * w1, hc3[0] * y1 ]
vpmuludq hc3,ruwy1,t2
vpaddq t2,t1,t1
# t1 += [ hc4[3] * r0, hc4[2] * u0, hc4[1] * w0, hc4[0] * y0 ]
vpmuludq hc4,ruwy0,t2
vpaddq t2,t1,t1
# d4 = t1[0] + t1[1] + t1[2] + t1[3]
vpermq $0xee,t1,t2
vpaddq t2,t1,t1
vpsrldq $8,t1,t2
vpaddq t2,t1,t1
vmovq t1x,d4
# Now do a partial reduction mod (2^130)-5, carrying h0 -> h1 -> h2 ->
# h3 -> h4 -> h0 -> h1 to get h0,h2,h3,h4 < 2^26 and h1 < 2^26 + a small
# amount. Careful: we must not assume the carry bits 'd0 >> 26',
# 'd1 >> 26', 'd2 >> 26', 'd3 >> 26', and '(d4 >> 26) * 5' fit in 32-bit
# integers. It's true in a single-block implementation, but not here.
# d1 += d0 >> 26
mov d0,%rax
shr $26,%rax
add %rax,d1
# h0 = d0 & 0x3ffffff
mov d0,%rbx
and $0x3ffffff,%ebx
# d2 += d1 >> 26
mov d1,%rax
shr $26,%rax
add %rax,d2
# h1 = d1 & 0x3ffffff
mov d1,%rax
and $0x3ffffff,%eax
mov %eax,h1
# d3 += d2 >> 26
mov d2,%rax
shr $26,%rax
add %rax,d3
# h2 = d2 & 0x3ffffff
mov d2,%rax
and $0x3ffffff,%eax
mov %eax,h2
# d4 += d3 >> 26
mov d3,%rax
shr $26,%rax
add %rax,d4
# h3 = d3 & 0x3ffffff
mov d3,%rax
and $0x3ffffff,%eax
mov %eax,h3
# h0 += (d4 >> 26) * 5
mov d4,%rax
shr $26,%rax
lea (%rax,%rax,4),%rax
add %rax,%rbx
# h4 = d4 & 0x3ffffff
mov d4,%rax
and $0x3ffffff,%eax
mov %eax,h4
# h1 += h0 >> 26
mov %rbx,%rax
shr $26,%rax
add %eax,h1
# h0 = h0 & 0x3ffffff
andl $0x3ffffff,%ebx
mov %ebx,h0
add $0x40,m
dec %rcx
jnz .Ldoblock4
vzeroupper
pop %r13
pop %r12
pop %rbx
ret
SYM_FUNC_END(poly1305_4block_avx2)