Consider the Dynamic Programming based solution of finding the minimum edit dist...
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Consider the Dynamic Programming based solution of finding the minimum edit distance between two strings of different lengths. Let the substitution cost be S, insertion cost be I and deletion cost be D. Let the element in the rth row and cth column of the DP table be represented by the tuple (r, c)
After filling in R rows of the DP table we attempt to fill in the Cth column of the (R + 1) th row. It is observed that the element in (r, c) = 2 ; (r+1, c-1) = 3 ; (r, c - 1) = 4. Furthermore the terminal characters at (r+1, c) are not equal. Deduce the entry at (r + 1, c) from the above information.❌
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