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aorsmul_1.asm revision 1.1.1.2
      1 dnl  ARM64 mpn_addmul_1 and mpn_submul_1
      2 
      3 dnl  Contributed to the GNU project by Torbjrn Granlund.
      4 
      5 dnl  Copyright 2013, 2015, 2017 Free Software Foundation, Inc.
      6 
      7 dnl  This file is part of the GNU MP Library.
      8 dnl
      9 dnl  The GNU MP Library is free software; you can redistribute it and/or modify
     10 dnl  it under the terms of either:
     11 dnl
     12 dnl    * the GNU Lesser General Public License as published by the Free
     13 dnl      Software Foundation; either version 3 of the License, or (at your
     14 dnl      option) any later version.
     15 dnl
     16 dnl  or
     17 dnl
     18 dnl    * the GNU General Public License as published by the Free Software
     19 dnl      Foundation; either version 2 of the License, or (at your option) any
     20 dnl      later version.
     21 dnl
     22 dnl  or both in parallel, as here.
     23 dnl
     24 dnl  The GNU MP Library is distributed in the hope that it will be useful, but
     25 dnl  WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
     26 dnl  or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU General Public License
     27 dnl  for more details.
     28 dnl
     29 dnl  You should have received copies of the GNU General Public License and the
     30 dnl  GNU Lesser General Public License along with the GNU MP Library.  If not,
     31 dnl  see https://www.gnu.org/licenses/.
     32 
     33 include(`../config.m4')
     34 
     35 C	     cycles/limb
     36 C Cortex-A53	9.3-9.8
     37 C Cortex-A57	 7.0
     38 C X-Gene	 5.0
     39 
     40 C NOTES
     41 C  * It is possible to keep the carry chain alive between the addition blocks
     42 C    and thus avoid csinc, but only for addmul_1.  Since that saves no time
     43 C    on the tested pipelines, we keep addmul_1 and submul_1 similar.
     44 C  * We could separate feed-in into 4 blocks, one for each residue (mod 4).
     45 C    That is likely to save a few cycles.
     46 
     47 changecom(blah)
     48 
     49 define(`rp', `x0')
     50 define(`up', `x1')
     51 define(`n',  `x2')
     52 define(`v0', `x3')
     53 
     54 ifdef(`OPERATION_addmul_1', `
     55   define(`ADDSUB',	adds)
     56   define(`ADDSUBC',	adcs)
     57   define(`COND',	`cc')
     58   define(`func',	mpn_addmul_1)')
     59 ifdef(`OPERATION_submul_1', `
     60   define(`ADDSUB',	subs)
     61   define(`ADDSUBC',	sbcs)
     62   define(`COND',	`cs')
     63   define(`func',	mpn_submul_1)')
     64 
     65 MULFUNC_PROLOGUE(mpn_addmul_1 mpn_submul_1)
     66 
     67 PROLOGUE(func)
     68 	adds	x15, xzr, xzr
     69 
     70 	tbz	n, #0, L(1)
     71 
     72 	ldr	x4, [up],#8
     73 	mul	x8, x4, v0
     74 	umulh	x12, x4, v0
     75 	ldr	x4, [rp]
     76 	ADDSUB	x8, x4, x8
     77 	csinc	x15, x12, x12, COND
     78 	str	x8, [rp],#8
     79 
     80 L(1):	tbz	n, #1, L(2)
     81 
     82 	ldp	x4, x5, [up],#16
     83 	mul	x8, x4, v0
     84 	umulh	x12, x4, v0
     85 	mul	x9, x5, v0
     86 	umulh	x13, x5, v0
     87 	adds	x8, x8, x15
     88 	adcs	x9, x9, x12
     89 	ldp	x4, x5, [rp]
     90 	adc	x15, x13, xzr
     91 	ADDSUB	x8, x4, x8
     92 	ADDSUBC	x9, x5, x9
     93 	csinc	x15, x15, x15, COND
     94 	stp	x8, x9, [rp],#16
     95 
     96 L(2):	lsr	n, n, #2
     97 	cbz	n, L(le3)
     98 	ldp	x4, x5, [up],#32
     99 	ldp	x6, x7, [up,#-16]
    100 	b	L(mid)
    101 L(le3):	mov	x0, x15
    102 	ret
    103 
    104 	ALIGN(16)
    105 L(top):	ldp	x4, x5, [up],#32
    106 	ldp	x6, x7, [up,#-16]
    107 	ADDSUB	x8, x16, x8
    108 	ADDSUBC	x9, x17, x9
    109 	stp	x8, x9, [rp],#32
    110 	ADDSUBC	x10, x12, x10
    111 	ADDSUBC	x11, x13, x11
    112 	stp	x10, x11, [rp,#-16]
    113 	csinc	x15, x15, x15, COND
    114 L(mid):	sub	n, n, #1
    115 	mul	x8, x4, v0
    116 	umulh	x12, x4, v0
    117 	mul	x9, x5, v0
    118 	umulh	x13, x5, v0
    119 	adds	x8, x8, x15
    120 	mul	x10, x6, v0
    121 	umulh	x14, x6, v0
    122 	adcs	x9, x9, x12
    123 	mul	x11, x7, v0
    124 	umulh	x15, x7, v0
    125 	adcs	x10, x10, x13
    126 	ldp	x16, x17, [rp]
    127 	adcs	x11, x11, x14
    128 	ldp	x12, x13, [rp,#16]
    129 	adc	x15, x15, xzr
    130 	cbnz	n, L(top)
    131 
    132 	ADDSUB	x8, x16, x8
    133 	ADDSUBC	x9, x17, x9
    134 	ADDSUBC	x10, x12, x10
    135 	ADDSUBC	x11, x13, x11
    136 	stp	x8, x9, [rp]
    137 	stp	x10, x11, [rp,#16]
    138 	csinc	x0, x15, x15, COND
    139 	ret
    140 EPILOGUE()
    141