Reducing Search Space in Subgraph Matching Problem

Hojjat Moayed, E. Mansoori
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Abstract

Subgraph matching problem refers to finding query graphs in a large graph. The size of search space in subgraph matching depends on the size of large graph. Due to this large search space, some methods have been proposed to reduce the computational time of matching by preprocessing the large graph. The structural indexing methods restrict the potential occurrences of subgraphs. However, a large percent of these candidates are false positives, which waste resources in matching time. In this paper, we propose a method to find and remove false positive candidates using spectral features in localities. Experiments on biological datasets demonstrate the efficiency of our method in terms of pruning the search space and reducing the matching time.
子图匹配问题中搜索空间的缩减
子图匹配问题是指在一个大的图中寻找查询图。子图匹配中搜索空间的大小取决于大图的大小。由于搜索空间大,人们提出了一些通过对大图进行预处理来减少匹配计算时间的方法。结构索引方法限制了子图可能出现的次数。然而,这些候选中有很大一部分是假阳性,这浪费了匹配时间的资源。在本文中,我们提出了一种利用局部光谱特征来发现和去除假阳性候选点的方法。在生物数据集上的实验证明了我们的方法在修剪搜索空间和减少匹配时间方面的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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