From: Stefan Monnier <monnier@iro.umontreal.ca>
To: Paul Eggert <eggert@cs.ucla.edu>
Cc: emacs-devel@gnu.org
Subject: Re: Opportunistic garbage collection
Date: Thu, 25 Apr 2019 14:18:03 -0400 [thread overview]
Message-ID: <jwvbm0uvtwi.fsf-monnier+emacs@gnu.org> (raw)
In-Reply-To: <b2bab9ee-ba8f-a936-3b07-1de293e72eda@cs.ucla.edu> (Paul Eggert's message of "Wed, 24 Apr 2019 17:17:45 -0700")
>> +needed to triger automatic allocation took place. */)
> triger -> trigger
Thanks.
>> + byte_ct new_csgc = consing_since_gc * fact;
>> + if (new_csgc / fact != consing_since_gc)
>> + /* Overflow! */
>> + garbage_collect ();
>
> This assumes byte_ct is not narrower than EMACS_INT, which isn't true on
> 32-bit platforms --with-wide-int.
Does it? My understanding is that if byte_ct is narrower what happens
is:
1- consing_since_gc is widened to EMACS_INT, preserving the mathematical value.
2- multiplication with `fact`.
3- narrowing the result to byte_ct which will perform the equivalent of
a "modulo 2^N". So new_csgc should be mathematically equal to
(consing_since_gc * fact) mod 2^N
4- widen new_csgs to an EMACS_INT, again without any loss
5- divide by `fact` the result can't be larger than new_csgs.
6- widen consing_since_gc to EMACS_INT
7- compare
So in the end, I believe that we compare
truncation((consing_since_gc * fact) mod 2^N) / fact
with
consing_since_gc
so I believe that the inequality test is a reliable way to detect overflow.
What am I missing?
> It also assumes 'fact' is nonzero,
Indeed, I should probably add a check for it.
> which might not be true. (Two more reasons to hardwire 2.)
>
>> + consing_since_gc = new_csgc;
>> + maybe_gc ();
>> + consing_since_gc /= fact;
>>
> I'd feel better if we didn't muck with the global variable and passed
> the smaller consing value directly to a variant of maybe_gc.
Agreed.
Stefan
next prev parent reply other threads:[~2019-04-25 18:18 UTC|newest]
Thread overview: 7+ messages / expand[flat|nested] mbox.gz Atom feed top
2019-04-24 20:54 Opportunistic garbage collection Stefan Monnier
2019-04-25 0:17 ` Paul Eggert
2019-04-25 6:27 ` Eli Zaretskii
2019-04-25 12:49 ` Stefan Monnier
2019-04-25 18:18 ` Stefan Monnier [this message]
2019-04-25 22:14 ` Paul Eggert
2019-04-26 0:15 ` Stefan Monnier
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