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Message-ID: <trinity-ed37f7ac-283e-4b00-a39f-fcae8d83ee80-1684309263348@3c-app-gmx-bap41>
Date: Wed, 17 May 2023 09:41:03 +0200
From: newbie nullzwei <newbie-02@....de>
To: musl@...ts.openwall.com
Subject: Aw: Re: DTOA: question about rendering / code pointer
@Rich: thank you for fast comment,
> musl always, and very intentionally, performs correct rounding
according to the current rounding direction for all conversions
to/from decimal.
yes, there is a tension if and where 'correctly rounded' is still or
no longer useful. From a decimal point of view, and thus that of
many users, it loses usefulness at the point where it prefers the
inaccuracy of the binary representation over the decimal 'equivalent'.
> Getting the shortest decimal string that round-trips
is a somewhat different problem, and not one libc has any API for.
Accordingly, it is a weakness for decimal <-> binary compatibility
if libraries, API's ... do not take 'SRT' into account. Similar to
the even IEEE rounding mode 'ties to evil' ( where 'ties away from
zero' is often mentioned but not implemented except in round()
- and there insufficient ). This is also a huge buzzkill to get
decimal acceptable results with binary placeholder math.
> But if what you want is shortest string which round-trips, I think
there are faster approaches than what musl does; ensuring exactness
like wedo is more work.
I have also considered and researched alternatives, but it would
be a bigger change, and brings new, e.g. licensing difficulties.
The current best SRT solutions are not simpler, see ryu, Schubfach,
SwiftDtoa ... they are really clobbering to be accurate and fast,
I was positively surprised that musl added with trial and error
afterburner can keep up well.
If there is a version of your code with more comments, or if you can
explain to me where the last digit is constructed / rounded and which
variables mean what there, I would like to try to patch it. ( I know,
professionals read such like a shopping list, I unfortunately do not ).
@alice: thank you for fast comment,
> dragonbox/schubfach is probably exactly what you're looking for,
for which a (c++) reference implementation is at
https://github.com/jk-jeon/dragonbox
thanks for the hint, had already looked there, C++ is not an option
for gnumeric, and I didn't get all alternatives to work and test,
- ryu I have mostly ready, is difficult / somewhat slow for long
doubles, I couldn't yet convince the maintainer,
- SwiftDtoa - popped very well working out of the box, but there are
questions that Swits Apache License isn't compatible with GNU GPL2
which gnumeric wants to keep.
> afaik libreoffice now uses this for the same usecase(?).
I am surprised and happy that LibreOffice uses reasonable solutions,
but I am afraid that all profit will be lost in their unrestrained
prettyfying.
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