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Fuzzy string matching in Python. By default it uses Trigrams to calculate a similarity score and find matches by splitting strings into ngrams with a length of 3. The length of the ngram can be altered if desired. Also, Cosine, Levenshtein Distance, and Jaro-Winkler Distance algorithims are also available as alternatives.
>>> from fuzzy_match import match
>>> from fuzzy_match import algorithims
>>> algorithims.trigram("this is a test string", "this is another test string")
0.703704
>>> algorithims.cosine("this is a test string", "this is another test string")
0.7999999999999998
>>> algorithims.levenshtein("this is a test string", "this is another test string")
0.7777777777777778
>>> algorithims.jaro_winkler("this is a test string", "this is another test string")
0.798941798941799
>>> choices = ["simple strings", "strings are simple", "sim string", "string to match", "matching simple strings", "matching strings again"]
>>> match.extract("simple string", choices, limit=2)
[('simple strings', 0.8), ('sim string', 0.642857)]
>>> match.extractOne("simple string", choices)
('simple strings', 0.8)
You can also pass additional arguments to extract
and extractOne
to set a score cutoff value or use one of the other algorithims mentioned above. Here is an example:
>>> match.extract("simple string", choices, match_type='levenshtein', score_cutoff=0.7)
[('simple strings', 0.9285714285714286), ('sim string', 0.7692307692307693)]
match_type
options include trigram
, cosine
, levenshtein
, jaro_winkler
FAQs
Fuzzy string matching in Python
We found that fuzzy-match demonstrated a healthy version release cadence and project activity because the last version was released less than a year ago. It has 1 open source maintainer collaborating on the project.
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