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A Dynamic Programming Based Optimal Algorithm for DNA Strand Alignment

机译:基于动态规划的DNA链比对优化算法

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This paper reports on an optimal dynamic programming algorithm for aligning artificially changed DNA Strands. It is based on dynamic algorithm for sequence alignment. This algorithm ensures that the two sequences will be matched optimally. To achieve this, some features including an improved transition constraint, an enhanced scoring system and customized priority assignment are proposed. The constraint gives a new transition path with the existing ones and the other features considers per gap insertion efficiency. The proposed scoring system optimizes the score of the DNA sequences under consideration. The priority scheme is designed to ensure maximum matching. The features are carefully designed through experiments and comparison with the existing ones that prevents insertion of too much gaps to increase the number of matching. The selected criteria increase the number of matches as well as restrict the number of gaps. The proposed algorithm is then extensively subjected to experimental comparison with the established DP-Sequence Aligning Algorithm. This paper reflects that the newly introduced algorithm gives optimum result all the time even compared with the best conventional algorithm.
机译:本文报告了一种用于比对人工改变的DNA链的最佳动态编程算法。它基于动态算法进行序列比对。该算法确保两个序列将最佳匹配。为此,提出了一些功能,包括改进的过渡约束,增强的评分系统和自定义优先级分配。约束条件为现有的过渡路径提供了新的过渡路径,其他功能则考虑了每个间隙插入效率。拟议的计分系统优化了所考虑的DNA序列的分数。优先级方案旨在确保最大程度的匹配。这些功能是通过实验和与现有功能进行比较而精心设计的,可以防止插入过多的间隙以增加匹配数。选择的标准增加了匹配数,并限制了间隔数。然后将所提出的算法与建立的DP序列比对算法进行广泛的实验比较。本文反映出,即使与最佳传统算法相比,新引入的算法也始终可以提供最佳结果。

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