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Message-ID: <alpine.DEB.2.21.2601210343020.6421@angie.orcam.me.uk>
Date: Wed, 21 Jan 2026 11:51:29 +0000 (GMT)
From: "Maciej W. Rozycki" <macro@...am.me.uk>
To: "H. Peter Anvin" <hpa@...or.com>
cc: David Desobry <david.desobry@...malgen.com>, 
    David Laight <david.laight.linux@...il.com>, tglx@...nel.org, 
    Ingo Molnar <mingo@...hat.com>, bp@...en8.de, dave.hansen@...ux.intel.com, 
    x86@...nel.org, linux-kernel@...r.kernel.org
Subject: Re: [PATCH v2] x86/lib: Optimize num_digits() and fix INT_MIN
 overflow

On Tue, 20 Jan 2026, H. Peter Anvin wrote:

> Now, for really silly optimization:
> 
> int num_digits(unsigned int x)
> {
>     int n = 0;
>     asm("cmp %2,%1; sbb $-2,%0" : "+r" (n) : "r" (x), "g" (10));
>     asm("cmp %2,%1; sbb $-1,%0" : "+r" (n) : "r" (x), "g" (100));
>     asm("cmp %2,%1; sbb $-1,%0" : "+r" (n) : "r" (x), "g" (1000));
>     asm("cmp %2,%1; sbb $-1,%0" : "+r" (n) : "r" (x), "g" (10000));
>     asm("cmp %2,%1; sbb $-1,%0" : "+r" (n) : "r" (x), "g" (100000));
>     asm("cmp %2,%1; sbb $-1,%0" : "+r" (n) : "r" (x), "g" (1000000));
>     asm("cmp %2,%1; sbb $-1,%0" : "+r" (n) : "r" (x), "g" (10000000));
>     asm("cmp %2,%1; sbb $-1,%0" : "+r" (n) : "r" (x), "g" (100000000));
>     asm("cmp %2,%1; sbb $-1,%0" : "+r" (n) : "r" (x), "g" (1000000000));
> 
>     return n;
> }
> 
> No branches at all!

 I guess you chose to use SBB rather than somewhat less mind-twisting ADC 
for the entertainment of the reader?

 Anyway branchless code can be produced from C code as well, e.g.:

int num_digits(unsigned int x)
{
	return (1 + (x > 9) + (x > 99) + (x > 999) + (x > 9999) +
		(x > 99999) + (x > 999999) + (x > 9999999) +
		(x > 99999999) + (x > 999999999));
}

although GCC at least as at version 11 I have here uses SETA rather than 
ADC/SBB (it doesn't care if you write (x > 9) or (x >= 10), etc.) emitting 
a longer and likely slower sequence even at -Os.  And likewise the POWER 
backend doesn't take advantage of the carry flag and prefers calculations 
involving shifting the sign bit into bit 0.  Obviously no one must have 
thought of adding the right transformation to the optimiser, which might 
be an interesting challenge to someone.

  Maciej

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