Ray, only the discussion is exponential.

On Mon, Jun 8, 2020 at 4:23 PM 'Axel Wagner' via golang-nuts <
golang-nuts@googlegroups.com> wrote:

> On Tue, Jun 9, 2020 at 12:48 AM Kurtis Rader <kra...@skepticism.us> wrote:
>
>> You're talking past each other. Robert is talking about limiting the
>> length of the regex, not the string(s) evaluated by the regex.
>>
>
> So am I. Note that e.g. a Code Search based on PCRE would break, even if
> you limit *both* (or rather, any limit causing it to not break would result
> in a completely useless piece of software).
>
> It should be possible to compile any regex of a reasonable length in a
>> matter of microseconds. Regardless of whether the application of the regex
>> to a given input is near linear (as in the case of the Go RE
>> implementation) or exponential (as in the case of PCRE).
>>
>
> This might be, where we talk past each other. I am using application as an
> example for concrete numbers on how quickly exponential growth can devolve.
> Of course, compilation of a regexp is fast - I am aware of that. As it
> turns out, so is application of a regexp, if you use RE2 (or Go's regexp
> package).
>
> What I take issue with are the statements that a) the question about the
> complexity of compiling a regexp is irrelevant, because b) limiting the
> algorithmic complexity of a function to counteract resource exhaustion
> attacks "never works". RE2 is an excellent example to show that it does
> work; it is carefully designed for linear complexity of the combined
> compilation+matching of a regular expression.
>
> I'm not saying compiling a regular expression is an exponential operation.
> I'm saying *if it was*, you could never reasonably build something like
> Code Search. And we can use the fact that *application* indeed is (in most
> engines) exponential in the combined input length of expression+search text
> as a good basis to make that case.
>
> Of course we don't even need this fantasy world to make the case - after
> all, saying "you can't build Code Search on PCRE, but you can on RE2" is
> just as effective to prove the effectiveness of lowering algorithmic
> complexity. It's just that OP's question was about compilation, so to talk
> about why OP's question *is* relevant, we need to talk about what would
> happen if the answer *wasn't* "it's linear".
>
> (I also genuinely don't understand the instinct to tell someone "why would
> you care?" instead of telling them the answer, FWIW. Especially in a case
> like this, where the answer is pretty simple)
>
> I'm pretty sure Robert is not arguing that the scaling problems of the
>> regex implementation used by Perl, and too many others, can be mitigated
>> simply by limiting the size of the string to be matched by the regex. If
>> compiling a regex of reasonable length takes a non-negligible amount of
>> time something is wrong.
>>
>> On Mon, Jun 8, 2020 at 3:22 PM Wojciech S. Czarnecki <o...@fairbe.org>
>> wrote:
>>
>>> Dnia 2020-06-08, o godz. 16:22:24
>>> Robert Engels <reng...@ix.netcom.com> napisaƂ(a):
>>>
>>> > it is trivial to limit the input size to something a user could input.
>>>
>>> With exponential complexity simple regex /(x+x+)+y/ blows up at input of
>>> 20 to 30 x-es.
>>> See: https://www.regular-expressions.info/catastrophic.html
>>>
>>> [Cut long explanations... Axel just posted most of what I was writing
>>> regarding trade-offs).
>>>
>>> Hope this helps,
>>>
>>> --
>>> Wojciech S. Czarnecki
>>>  << ^oo^ >> OHIR-RIPE
>>>
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>>>
>>
>>
>> --
>> Kurtis Rader
>> Caretaker of the exceptional canines Junior and Hank
>>
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>>
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-- 

*Michael T. jonesmichael.jo...@gmail.com <michael.jo...@gmail.com>*

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