What is a shell command to find the longest common substring of two strings in unix? like: foo 'abcdefghi' 'abjklmdefnop' prints: def
To check if a substring is present in a string of a length of n, the time complexity for such operation is found to be O (n). The time complexity for finding the longest substring that is repeated in a string is Ɵ (n).
I am not sure if there is a single command that does the job for you but the following bash script should do it.
#!/bin/bash
word1="$1"
word2="$2"
if [ ${#word1} -lt ${#word2} ]
then
word1="$2"
word2="$1"
fi
for ((i=${#word2}; i>0; i--)); do
for ((j=0; j<=${#word2}-i; j++)); do
if [[ $word1 =~ ${word2:j:i} ]]
then
echo ${word2:j:i}
exit
fi
done
done
save the above as a file substr.sh do chmod +x substr.sh
pranithk @ ~
09:24:32 :) $ ./substr.sh 'abcdefghi' 'abcdeghi'
abcde
pranithk @ ~
09:24:33 :) $ ./substr.sh 'abcdefghi' 'abjklmdefnop'
def
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