W02-2106 our algorithm ? If we choose a dynamic programming implementation of the abstract algorithm , then
D09-1039 common substructures and derive a dynamic programming implementation of the recursion . We compare
N09-1014 noncontiguous substrings . We use a dynamic programming implementation of string kernels ( Rousu and
W15-3806 maximal possible matching , using a dynamic programming implementation that has a quadratic complexity
W11-2159 characters . We used the standard dynamic programming implementation of our edit distance , but extended
W06-2608 Cancedda et al. , 2003 ) based on a dynamic programming implementation . It is reported in the following
W03-0315 comparable document pair . In our dynamic programming implementation , we allow for seven alignment
J01-3007 formalism that does not impede dynamic programming implementations of the usual inside , outside
P09-1086 i.e. , the output of a typical dynamic programming implementation of the edit distance algorithm
J09-4007 recursive formulation based on a dynamic programming implementation ( Lodhi et al. 2002 ; Saunders
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