Three possibilities on creating a regex-generality-rating come into my mind:
- generate all strings of a given length L and count how many are matched by the regex
- use the regex to calculate the number of all possible strings (up to a given length?!)
- do some inexact estimation
1. would be easy to implement (generate all strings, match) - but is probably much too slow (just counting the letters and numbers would
give you 26+26+10 different characters at each position of your string ...
... so this approach is not feasible :-(
2. is more tricky - you need to analyze the regex, but this is possible (see the previous answers, or here
for some tools for this.)
I would then calculate two ratings for this and combine them in a suitable way (however suitable looks like ;-)
- a freedom rating:
- each time you encounter some freedom (e.g. a-z you multiply the rating by the # of possibilities (26 in this example)
- this covers stutations like OR, ranges, numbers of occurences {2-5}, ? ...
- a fixed rating:
- this counts the number of fixed characters in the regex
- I would use this to distinguish between "Hi" and "Hello" - having both the same "freedom", but "Hello" is more specific
However I see some problems with this approach:
3. If I had the task you describe, I'd first check my possible input-regexes (maybe most of them are just simple?)
and check if there is an issue if some are not ordered correctly. Probably it is possible to create a simplified formula that
works well in most cases ...
HTH, Rata (very interested on how you sort this problem out!)
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