Finding sub-graphs from contact map overlap problem

K. Vani, K. P. Kumar, Movva Veda Sri
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引用次数: 2

Abstract

Protein structure comparison is one of the most challenging problem in bioinformatics. This problem is modeled as a contact map overlap problem in which the similarity of the two proteins being compared is measured by the amount of overlap between their corresponding protein contact maps. To find a maximum overlap is proved to be an NP-hard problem in this area. Protein contact map is a two dimensional representation of protein tertiary structure. The goal of this work is to find frequent sub-graphs from contact maps. We propose a simple and computationally inexpensive algorithm is depth first search approach to contact map overlap problem for finding sub graphs from whole contact map of each protein structure. The sub-graph approach is evaluating on two bench mark data sets are SOKOL and SKOLNICK. It is interesting to note that along with achieving better sub-graphs is also obtained for certain protein folds. Further these sub graphs are used successfully in addressing the problem of protein fold classification.
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从接触图重叠问题求子图
蛋白质结构比较是生物信息学中最具挑战性的问题之一。这个问题被建模为一个接触图重叠问题,在这个问题中,被比较的两个蛋白质的相似性是通过它们对应的蛋白质接触图之间的重叠量来衡量的。在这一领域,求最大重叠被证明是一个np困难问题。蛋白质接触图是蛋白质三级结构的二维表示。这项工作的目标是从接触图中找到频繁子图。我们提出了一种简单且计算成本低廉的算法,即深度优先搜索方法,用于从每个蛋白质结构的整个接触图中寻找子图。子图方法在SOKOL和SKOLNICK两个基准数据集上进行评估。值得注意的是,在获得更好的子图的同时,还获得了某些蛋白质折叠的子图。此外,这些子图还成功地用于解决蛋白质折叠分类问题。
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