Taking a sequence, I’m seeking to calculate the minimal quantity of steady palindromic subsequences to construct up such a sequence. I consider the easiest way is utilizing a recursive DP algorithm.
I attempted to start out by developing with the bottom instances, subproblem and recurrence however having hassle picturing the issue house or essentially the most environment friendly technique to do it. (For instance, is it finest to seek out the longest palindromic steady subsequence first, or somewhat discover the earliest one first?)
[A, B, A, G, C, C, G, T, O, O, T ] is made up from Three subsequences, particularly
[A, B, A] + [G, C, C, G] + [T, O, O, T]
So, due to this fact, my output for this instance could be
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