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Generate all possible permutations of a regex (Python v3)
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# -*- coding: utf-8 -*- | |
# | |
# Used like this: | |
# | |
# from repermute import ipermute | |
# | |
# for s in ipermute('[A-Z]\d'): | |
# print s | |
# | |
# Almost all regular expression constructs are supported except for '*' | |
# (which in the Python sre_parse implementation matches 0 to 65535 | |
# times), '+' and '^'. Non-ASCII characters doesn't work, but I think | |
# that is a limitation in the sre_parse module. It works by first | |
# parsing the regexp to string sequences so that [A-Z] becomes ['A', | |
# 'B', ... 'Z'], \d becomes ['1', ... , '9']. Then a Cartesian join is | |
# applied on all string sequences to get all possible permutations of | |
# them all. | |
import itertools | |
from sre_constants import * | |
import sre_parse | |
import string | |
category_chars = { | |
CATEGORY_DIGIT : string.digits, | |
CATEGORY_SPACE : string.whitespace, | |
CATEGORY_WORD : string.digits + string.ascii_letters + '_' | |
} | |
def unique_extend(res_list, list): | |
for item in list: | |
if item not in res_list: | |
res_list.append(item) | |
def handle_any(val): | |
""" | |
This is different from normal regexp matching. It only matches | |
printable ASCII characters. | |
""" | |
return string.printable | |
def handle_branch(_tuple): | |
(tok, val) = _tuple | |
all_opts = [] | |
for toks in val: | |
opts = permute_toks(toks) | |
unique_extend(all_opts, opts) | |
return all_opts | |
def handle_category(val): | |
return list(category_chars[val]) | |
def handle_in(val): | |
out = [] | |
for tok, val in val: | |
out += handle_tok(tok, val) | |
return out | |
def handle_literal(val): | |
return [chr(val)] | |
def handle_max_repeat(repeat): | |
(min, max, val) = repeat | |
""" | |
Handle a repeat token such as {x,y} or ?. | |
""" | |
subtok, subval = val[0] | |
if max > 5000: | |
# max is the number of cartesian join operations needed to be | |
# carried out. More than 5000 consumes way to much memory. | |
raise ValueError("To many repetitions requested (%d)" % max) | |
optlist = handle_tok(subtok, subval) | |
results = [] | |
for rep in range(min, max + 1): | |
results += [''.join(it) for it in join([optlist] * rep)] | |
return results | |
def handle_range(val): | |
lo, hi = val | |
return (chr(x) for x in range(lo, hi + 1)) | |
def handle_subpattern(val): | |
return list(permute_toks(val[3])) | |
def handle_tok(tok, val): | |
""" | |
Returns a list of strings of possible permutations for this regexp | |
token. | |
""" | |
handlers = { | |
ANY : handle_any, | |
BRANCH : handle_branch, | |
CATEGORY : handle_category, | |
LITERAL : handle_literal, | |
IN : handle_in, | |
MAX_REPEAT : handle_max_repeat, | |
RANGE : handle_range, | |
SUBPATTERN : handle_subpattern} | |
try: | |
return handlers[tok](val) | |
except KeyError as e: | |
fmt = "Unsupported regular expression construct: %s" | |
raise ValueError(fmt % tok) | |
def permute_toks(toks): | |
""" | |
Returns a generator of strings of possible permutations for this | |
regexp token list. | |
""" | |
lists = [handle_tok(tok, val) for tok, val in toks] | |
return (''.join(it) for it in join(lists)) | |
def join(iterlist): | |
""" | |
Cartesian join as an iterator of the supplied sequences. Borrowed | |
from: | |
http://aspn.activestate.com/ASPN/Cookbook/Python/Recipe/302478 | |
""" | |
def rloop(seqin, comb): | |
if seqin: | |
for item in seqin[0]: | |
newcomb = comb + [item] | |
for item in rloop(seqin[1:], newcomb): | |
yield item | |
else: | |
yield comb | |
return rloop(iterlist, []) | |
########## PUBLIC API #################### | |
def ipermute(p): | |
toks = [tok_n_val for tok_n_val in sre_parse.parse(p)] | |
return permute_toks(toks) | |
def permute(p): | |
return list(ipermute(p)) |
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Thanks for getting back to me.
I solved the issue I originally wanted to use this for, using a different method, but it's nice to get it fixed for the next person (or future me) that might want to use it.
The fix and test results look right to me. As for the possible side effects of this fix, without extensive testing, I'm sure you'd know better than me.