programming algorithmの例文

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1. However, there exists a dynamic programming algorithm that produces a solution for any discrete distribution and also an approximate solution, for any probability distribution, with any desired accuracy.
2. Dynamic programming algorithms often forbid pseudoknots or other cases in which base pairs are not fully nested, as considering these structures becomes computationally very expensive for even small nucleic acid molecules.
3. These dynamic programming algorithms rely on the distributive property of their associated semirings to compute quantities over a large ( possibly exponential ) number of terms more efficiently than enumerating each of them.
4. At this point, we have several choices, one of which is to design a dynamic programming algorithm that will split the problem into overlapping problems and calculate the optimal arrangement of parenthesis.
5. This step is one of the major tasks of all threading-based structure prediction programs that take into account the pairwise contact potential; otherwise, a dynamic programming algorithm can fulfill it.