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Find most common substring in a list of strings?

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python

I have a Python list of string names where I would like to remove a common substring from all of the names.

And after reading this similar answer I could almost achieve the desired result using SequenceMatcher.

But only when all items have a common substring:

From List:
string 1 = myKey_apples
string 2 = myKey_appleses
string 3 = myKey_oranges

common substring = "myKey_"

To List:
string 1 = apples
string 2 = appleses
string 3 = oranges

However I have a slightly noisy list that contains a few scattered items that don't fit the same naming convention.

I would like to remove the "most common" substring from the majority:

From List:
string 1 = myKey_apples
string 2 = myKey_appleses
string 3 = myKey_oranges
string 4 = foo
string 5 = myKey_Banannas

common substring = ""

To List:
string 1 = apples
string 2 = appleses
string 3 = oranges
string 4 = foo
string 5 = Banannas

I need a way to match the "myKey_" substring so I can remove it from all names.

But when I use the SequenceMatcher the item "foo" causes the "longest match" to be equal to blank "".

I think the only way to solve this is to find the "most common substring". But how could that be accomplished?


Basic example code:

from difflib import SequenceMatcher

names = ["myKey_apples",
"myKey_appleses",
"myKey_oranges",
#"foo",
"myKey_Banannas"]

string2 = names[0]
for i in range(1, len(names)):
    string1 = string2
    string2 = names[i]
    match = SequenceMatcher(None, string1, string2).find_longest_match(0, len(string1), 0, len(string2))

print(string1[match.a: match.a + match.size]) # -> myKey_
like image 856
Logic1 Avatar asked Dec 13 '22 10:12

Logic1


2 Answers

Given names = ["myKey_apples", "myKey_appleses", "myKey_oranges", "foo", "myKey_Banannas"]

An O(n^2) solution I can think of is to find all possible substrings and storing them in a dictionary with the number of times they occur :

substring_counts={}

for i in range(0, len(names)):
    for j in range(i+1,len(names)):
        string1 = names[i]
        string2 = names[j]
        match = SequenceMatcher(None, string1, string2).find_longest_match(0, len(string1), 0, len(string2))
        matching_substring=string1[match.a:match.a+match.size]
        if(matching_substring not in substring_counts):
            substring_counts[matching_substring]=1
        else:
            substring_counts[matching_substring]+=1

print(substring_counts) #{'myKey_': 5, 'myKey_apples': 1, 'o': 1, '': 3}

And then picking the maximum occurring substring

import operator
max_occurring_substring=max(substring_counts.iteritems(), key=operator.itemgetter(1))[0]
print(max_occurring_substring) #myKey_
like image 60
Sruthi V Avatar answered Dec 27 '22 01:12

Sruthi V


Here's a overly verbose solution to your problem:

def find_matching_key(list_in, max_key_only = True):
  """
  returns the longest matching key in the list * with the highest frequency
  """
  keys = {}
  curr_key = ''

  # If n does not exceed max_n, don't bother adding
  max_n = 0

  for word in list(set(list_in)): #get unique values to speed up
    for i in range(len(word)):
      # Look up the whole word, then one less letter, sequentially
      curr_key = word[0:len(word)-i]
      # if not in, count occurance
      if curr_key not in keys.keys() and curr_key!='':
        n = 0
        for word2 in list_in:
          if curr_key in word2:
            n+=1
        # if large n, Add to dictionary
        if n > max_n:
          max_n = n
          keys[curr_key] = n
    # Finish the word
  # Finish for loop  
  if max_key_only:
    return max(keys, key=keys.get)
  else:
    return keys    

# Create your "from list"
From_List = [
             "myKey_apples",
             "myKey_appleses",
             "myKey_oranges",
             "foo",
             "myKey_Banannas"
]

# Use the function
key = find_matching_key(From_List, True)

# Iterate over your list, replacing values
new_From_List = [x.replace(key,'') for x in From_List]

print(new_From_List)
['apples', 'appleses', 'oranges', 'foo', 'Banannas']

Needless to say, this solution would look a lot neater with recursion. Thought I'd sketch out a rough dynamic programming solution for you though.

like image 31
Yaakov Bressler Avatar answered Dec 27 '22 02:12

Yaakov Bressler