Recall the minimum edit distance problem discussed in class. The recurrence relation is given below. Dij= 0 00 min max(i, j) Di-1j-1 G1 type your answer... O2 type your answer... B 3 type your answer... L 4 type your answer... 15 type your answer... N 6 type your answer.... Dij-1 +1 Di-lj +1 Di-1-1+1 Consider the input X="GOBLIN" and Y="GOLDEN" and fill in the following table showing the values of D after the algorithm finishes. G 1 1 type y type y type y type y type y type y O 2 2 ; i = 0 Vj = 0 i> 0^j> 0^x₁ = yj type y type y type yc type y type y type y ;i> 0 ^j> 0^x; ‡ Yj L 3 3 type y type y type yo type y type y type y D 4 4 type y type y type y type y type y type y Based on the table able, the minimum edit distance of the input (X, Y) is type your answer... E E5 5 5 type y type y type y type y type y type y N 6 type yo type y type y type y type y type y type y
Recall the minimum edit distance problem discussed in class. The recurrence relation is given below. Dij= 0 00 min max(i, j) Di-1j-1 G1 type your answer... O2 type your answer... B 3 type your answer... L 4 type your answer... 15 type your answer... N 6 type your answer.... Dij-1 +1 Di-lj +1 Di-1-1+1 Consider the input X="GOBLIN" and Y="GOLDEN" and fill in the following table showing the values of D after the algorithm finishes. G 1 1 type y type y type y type y type y type y O 2 2 ; i = 0 Vj = 0 i> 0^j> 0^x₁ = yj type y type y type yc type y type y type y ;i> 0 ^j> 0^x; ‡ Yj L 3 3 type y type y type yo type y type y type y D 4 4 type y type y type y type y type y type y Based on the table able, the minimum edit distance of the input (X, Y) is type your answer... E E5 5 5 type y type y type y type y type y type y N 6 type yo type y type y type y type y type y type y
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