A novel approach for graph isomorphism: Handling large graphs

Rachna K. Somkunwar, Vinod Vaze
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引用次数: 1

Abstract

Graph Isomorphism has been proved as most crucial and very difficult process in Pattern Matching. The Graph Isomorphism problem is to check if two graphs are similar or not based on different properties like degree, vertex, edges etc. Two graphs are Isomorphic if they satisfy above properties. A Novel Approach is proposed for Graph Isomorphism Detection Problem (GIDP) based on two different methods. First method is to match an Input Graph with a Model Graph and second method is to match an input graph to the set of Model Graphs (Database of Model Graphs). This Novel Approach is used to solve Isomorphic Problems in an efficient way. Numbers of experiments are performed on large graphs and compared its performance with well-established algorithms like Ullman and VF2.
图同构的一种新方法:处理大图
图同构是模式匹配中最关键也是最困难的过程。图同构问题是根据不同的属性,如度、顶点、边等,检查两个图是否相似。如果两个图满足以上性质,则它们是同构的。基于两种不同的方法,提出了一种图同构检测问题的新方法。第一种方法是将输入图与模型图相匹配,第二种方法是将输入图与模型图(模型图数据库)相匹配。该方法可以有效地解决同构问题。在大型图上进行了大量实验,并将其性能与Ullman和VF2等成熟算法进行了比较。
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