Find the similarity metric between two strings

Question

How do I get the probability of a string being similar to another string in Python?

I want to get a decimal value like 0.9 (meaning 90%) etc. Preferably with standar

Answer 1

The builtin SequenceMatcher is very slow on large input, here's how it can be done with diff-match-patch:

from diff_match_patch import diff_match_patch

def compute_similarity_and_diff(text1, text2):
    dmp = diff_match_patch()
    dmp.Diff_Timeout = 0.0
    diff = dmp.diff_main(text1, text2, False)

    # similarity
    common_text = sum([len(txt) for op, txt in diff if op == 0])
    text_length = max(len(text1), len(text2))
    sim = common_text / text_length

    return sim, diff

Answer 2

There is a built in.

from difflib import SequenceMatcher

def similar(a, b):
    return SequenceMatcher(None, a, b).ratio()

Using it:

>>> similar("Apple","Appel")
0.8
>>> similar("Apple","Mango")
0.0

Answer 3

You can find most of the text similarity methods and how they are calculated under this link: https://github.com/luozhouyang/python-string-similarity#python-string-similarity Here some examples;

• Normalized, metric, similarity and distance

• (Normalized) similarity and distance

• Metric distances

• Shingles (n-gram) based similarity and distance
• Levenshtein
• Normalized Levenshtein
• Weighted Levenshtein
• Damerau-Levenshtein
• Optimal String Alignment
• Jaro-Winkler
• Longest Common Subsequence
• Metric Longest Common Subsequence
• N-Gram
• Shingle(n-gram) based algorithms
• Q-Gram
• Cosine similarity
• Jaccard index
• Sorensen-Dice coefficient
• Overlap coefficient (i.e.,Szymkiewicz-Simpson)

Answer 4

There are many metrics to define similarity and distance between strings as mentioned above. I will give my 5 cents by showing an example of Jaccard similarity with Q-Grams and an example with edit distance.

The libraries

from nltk.metrics.distance import jaccard_distance
from nltk.util import ngrams
from nltk.metrics.distance  import edit_distance

Jaccard Similarity

1-jaccard_distance(set(ngrams('Apple', 2)), set(ngrams('Appel', 2)))

and we get:

0.33333333333333337

And for the Apple and Mango

1-jaccard_distance(set(ngrams('Apple', 2)), set(ngrams('Mango', 2)))

and we get:

0.0

Edit Distance

edit_distance('Apple', 'Appel')

and we get:

2

And finally,

edit_distance('Apple', 'Mango')

and we get:

5

Cosine Similarity on Q-Grams (q=2)

Another solution is to work with the textdistance library. I will provide an example of Cosine Similarity

import textdistance
1-textdistance.Cosine(qval=2).distance('Apple', 'Appel')

and we get:

0.5

Answer 5

I think maybe you are looking for an algorithm describing the distance between strings. Here are some you may refer to:

1. Hamming distance
2. Levenshtein distance
3. Damerau–Levenshtein distance
4. Jaro–Winkler distance