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From: Georg-Johann Lay <avr@gjlay.de>
To: Richard Biener <richard.guenther@gmail.com>
Cc: Roger Sayle <roger@nextmovesoftware.com>, gcc-patches@gcc.gnu.org
Subject: Re: [middle-end PATCH] Prefer PLUS over IOR in RTL expansion of multi-word shifts/rotates.
Date: Wed, 24 Jan 2024 16:49:22 +0100	[thread overview]
Message-ID: <3ad0a683-e227-4499-bc5a-c08a9b50eb66@gjlay.de> (raw)
In-Reply-To: <CAFiYyc2+GN8k+bqu4qPbMNTYime0QQ=EG0c3w+3Xz9bF31aT8w@mail.gmail.com>



Am 22.01.24 um 08:45 schrieb Richard Biener:
> On Fri, Jan 19, 2024 at 5:06 PM Georg-Johann Lay <avr@gjlay.de> wrote:
>>
>>
>>
>> Am 18.01.24 um 20:54 schrieb Roger Sayle:
>>>
>>> This patch tweaks RTL expansion of multi-word shifts and rotates to use
>>> PLUS rather than IOR for disjunctive operations.  During expansion of
>>> these operations, the middle-end creates RTL like (X<<C1) | (Y>>C2)
>>> where the constants C1 and C2 guarantee that bits don't overlap.
>>> Hence the IOR can be performed by any any_or_plus operation, such as
>>> IOR, XOR or PLUS; for word-size operations where carry chains aren't
>>> an issue these should all be equally fast (single-cycle) instructions.
>>> The benefit of this change is that targets with shift-and-add insns,
>>> like x86's lea, can benefit from the LSHIFT-ADD form.
>>>
>>> An example of a backend that benefits is ARC, which is demonstrated
>>> by these two simple functions:
>>
>> But there are also back-ends where this is bad.
>>
>> The reason is that with ORI, the back-end needs only to operate no
>> these sub-words where the sub-mask is non-zero.  But for PLUS this
>> is not the case because the back-end does not know that intermediate
>> carry will be zero.  Hence, with PLUS, more instructions are needed.
>> An example is AVR, but maybe much more target with multi-word operations
>> are affected in a bad way.
>>
>> Take for example the case with 2 words and a value of 1.
>>
>> LO |= 1
>> HI |= 0
>>
>> can be optimized to
>>
>> LO |= 1
>>
>> but for addition this is not the case:
>>
>> LO += 1
>> HI +=c 0 ;; Does not know that always carry = 0.
> 
> I wonder if the PLUS can be done on the lowpart only to make this
> detail obvious?

For AVR, word_mode is HImode, but the hardware has only 8-bit registers.

Moreover splitting insns is not wanted or not possible (due to CCmode).

Johann

>>> unsigned long long foo(unsigned long long x) { return x<<2; }
>>>
>>> which with -O2 is currently compiled to:
>>>
>>> foo:    lsr     r2,r0,30
>>>           asl_s   r1,r1,2
>>>           asl_s   r0,r0,2
>>>           j_s.d   [blink]
>>>           or_s    r1,r1,r2
>>>
>>> with this patch becomes:
>>>
>>> foo:    lsr     r2,r0,30
>>>           add2    r1,r2,r1
>>>           j_s.d   [blink]
>>>           asl_s   r0,r0,2
>>>
>>> unsigned long long bar(unsigned long long x) { return (x<<2)|(x>>62); }
>>>
>>> which with -O2 is currently compiled to 6 insns + return:
>>>
>>> bar:    lsr     r12,r0,30
>>>           asl_s   r3,r1,2
>>>           asl_s   r0,r0,2
>>>           lsr_s   r1,r1,30
>>>           or_s    r0,r0,r1
>>>           j_s.d   [blink]
>>>           or      r1,r12,r3
>>>
>>> with this patch becomes 4 insns + return:
>>>
>>> bar:    lsr     r3,r1,30
>>>           lsr     r2,r0,30
>>>           add2    r1,r2,r1
>>>           j_s.d   [blink]
>>>           add2    r0,r3,r0
>>>
>>>
>>> This patch has been tested on x86_64-pc-linux-gnu with make bootstrap
>>> and make -k check, both with and without --target_board=unix{-m32}
>>> with no new failures.  Ok for mainline?
>>>
>>>
>>> 2024-01-18  Roger Sayle  <roger@nextmovesoftware.com>
>>>
>>> gcc/ChangeLog
>>>           * expmed.cc (expand_shift_1): Use add_optab instead of ior_optab
>>>           to generate PLUS instead or IOR when unioning disjoint bitfields.
>>>           * optabs.cc (expand_subword_shift): Likewise.
>>>           (expand_binop): Likewise for double-word rotate.
>>>
>>>
>>> Thanks in advance,
>>> Roger

  parent reply	other threads:[~2024-01-24 15:49 UTC|newest]

Thread overview: 12+ messages / expand[flat|nested]  mbox.gz  Atom feed  top
2024-01-18 19:54 Roger Sayle
2024-01-19 11:03 ` Richard Biener
2024-01-19 13:26   ` Roger Sayle
2024-01-19 13:49     ` Richard Biener
2024-01-19 16:05 ` Georg-Johann Lay
2024-01-19 16:50   ` Jeff Law
2024-01-20  9:31     ` Uros Bizjak
2024-01-22  7:45   ` Richard Biener
2024-01-22 15:51     ` Jeff Law
2024-01-24 15:49     ` Georg-Johann Lay [this message]
2024-01-25  9:20       ` Richard Biener
2024-06-09  1:48 ` Jeff Law

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