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From: Tassilo Horn <tsdh@gnu.org>
To: Alan Mackenzie <acm@muc.de>
Cc: Paul Eggert <eggert@cs.ucla.edu>, emacs-devel@gnu.org
Subject: Re: Fixing ill-conditioned regular expressions.  Proof of concept.
Date: Thu, 26 Feb 2015 12:05:37 +0100	[thread overview]
Message-ID: <87fv9tc4qm.fsf@gnu.org> (raw)
In-Reply-To: <20150226101137.GA19320@acm.fritz.box> (Alan Mackenzie's message of "Thu, 26 Feb 2015 10:11:37 +0000")

Alan Mackenzie <acm@muc.de> writes:

Hi Alan,

>> Sure, but you could remember how the \(...\) constructs were
>> renumbered, and fix the match data after the underlying regexp call
>> returned.  It shouldn't be a big deal.
>
> Unfortunately, it's not that simple.  Consider the RE
>
>     \(R\)+E*\(R\)+
>      1  1    2  2
>
> .  This gets transformed to
>
>     \(R\)+\(?:E+\(R\)+\|\(R\)\)
>      1  1        2  2    2  2
>
> .  What was subexpression 2 in the original has become two
> subexpressions straddling an \| sign in the transformation.  I don't
> think there's a way of transforming R+E*R+ that preserves the
> numbering of the subexpressions.

Couldn't you use explicitly numbered groups, i.e., the regex would
translate to

    \(?1:R\)+\(?:E+\(?2:R\)+\|\(?2:R\)\)

?

As long as the groups with the same number are exclusive there shouldn't
be a problem.

Bye,
Tassilo



  reply	other threads:[~2015-02-26 11:05 UTC|newest]

Thread overview: 21+ messages / expand[flat|nested]  mbox.gz  Atom feed  top
2015-02-23 18:12 Fixing ill-conditioned regular expressions. Proof of concept Alan Mackenzie
2015-02-23 19:55 ` Paul Eggert
2015-02-23 20:21   ` Alan Mackenzie
2015-02-23 22:19     ` Paul Eggert
2015-02-23 22:42       ` Alan Mackenzie
2015-02-23 23:07         ` Artur Malabarba
2015-02-23 23:37         ` Paul Eggert
2015-02-25 10:08           ` Alan Mackenzie
2015-02-26  1:11             ` Stephen J. Turnbull
2015-02-26  8:46             ` Paul Eggert
2015-02-26 10:11               ` Alan Mackenzie
2015-02-26 11:05                 ` Tassilo Horn [this message]
2015-02-26 13:09                   ` Alan Mackenzie
2015-02-26 13:46                     ` Stefan Monnier
2015-02-26 16:21                       ` Alan Mackenzie
2015-02-26 19:12                         ` Stefan Monnier
2015-02-26 20:01                           ` Alan Mackenzie
2015-02-27 13:45                             ` Stefan Monnier
2015-02-24 16:29       ` Stefan Monnier
2015-02-24  6:20   ` Philipp Stephani
2015-03-13 22:53 ` Stefan Monnier

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