Graph Isomorphism is a fundamental problem in graph theory. Two graphs are said to be isomorphic if there exists a one-to-one correspondence between their vertices such that the edge relationships are ...

The purpose of this project was to study the graph isomorphism problem and attempt to predict graph isomorphism in polynomial time using DFS. We use the following schema to test two graphs for ...

The graph isomorphism problem remains one of those mysteries in theoretical computer science that fascinates laypersons and experts alike. In 1979, Garey and Johnson mentioned the problem in their ...

Graph isomorphism is an essential problem in graph theory and widely used in a variety of applications. With graph size increasing, graph isomorphism become difficult for classical computation since ...

Graph isomorphism is a subset of string isomorphism; in fact, string isomorphism is the subject of Babai’s paper, although it mainly discusses graphs. While there had been solutions for various ...

We report the current state of the graph isomorphism problem from the practical point of view. After describing the general principles of the refinement-individualization paradigm and pro ving its ...

We propose a new approach to solve graph isomorphism using parameterized matching. To find isomorphism between two graphs, one graph is linearized, i.e., represented as a graph walk that covers all ...