CSI_GED: An efficient approach for graph edit similarity computation

K. Gouda, M. Hassaan
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引用次数: 48

Abstract

Graph similarity is a basic and essential operation in many applications. In this paper, we are interested in computing graph similarity based on edit distance. Existing graph edit distance computation methods adopt the best first search paradigm A*. These methods are time and space bound. In practice, they can compute the edit distance of graphs containing 12 vertices at most. To enable graph edit similarity computation on larger and distant graphs, we present CSI_GED, a novel edge-based mapping method for computing graph edit distance through common sub-structure isomorphisms enumeration. CSI_GED utilizes backtracking search combined with a number of heuristics to reduce memory requirements and quickly prune away a large portion of the mapping search space. Experiments show that CSI_GED is highly efficient for computing the edit distance on small as well as large and distant graphs. Furthermore, we evaluated CSI_GED as a stand-alone graph edit similarity search query method. The experiments show that CSI_GED is effective and scalable, and outperforms the state-of-the-art indexing-based methods by over two orders of magnitude.
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一种高效的图编辑相似度计算方法
图相似度在许多应用中是一种基本的、必不可少的操作。在本文中,我们对基于编辑距离的图相似度计算感兴趣。现有的图编辑距离计算方法均采用最佳第一搜索范式A*。这些方法受时间和空间的限制。在实际中,它们最多可以计算出包含12个顶点的图的编辑距离。为了实现更大、更远的图的图编辑相似度计算,我们提出了一种新的基于边缘的映射方法CSI_GED,该方法通过公共子结构同构枚举计算图编辑距离。CSI_GED将回溯搜索与许多启发式方法相结合,以减少内存需求,并快速减少大部分映射搜索空间。实验表明,CSI_GED对于小图和大图、远图的编辑距离计算都是非常高效的。此外,我们评估了CSI_GED作为一个独立的图编辑相似度搜索查询方法。实验表明,CSI_GED是有效的和可扩展的,并且比目前基于索引的方法高出两个数量级以上。
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