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Developing Heuristic for Subgraph Isomorphism Problem
Subgraph isomorphism problem is an NP-hard problem and the available algorithms are of exponential time complexity. Hence these are not efficient for real world applications. A number of heuristic methods are proposed in the literature in this field. Ullmann[6] proposed a solution for subgraph isomorphism problem in 1976, which is being referred till ...
Saifuddin Kaijar, S. Durga Bhavani
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A genetic and iterative local search algorithm for solving subgraph isomorphism problem
Finding the subgraph of a graph that is isomorphic to a given graph has practicalapplications in several fields, from cheminformatics to image understanding. Since subgraph isomorphismproblem is NP-Hard, meta-heuristics are of especial use and importance in solving it. In this paper a hybrid metaheuristic algorithm for subgraph isomorphism is proposed.
Mina Mazraeh Farahani, S K Chaharsoughi
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Scoring-Based Neighborhood Dominance for the Subgraph Isomorphism Problem
This paper presents an original filtering approach, called SND (Scoring-based Neighborhood Dominance), for the subgraph isomorphism problem. By reasoning on vertex dominance properties based on various scoring and neighborhood functions, SND appears to be a filtering mechanism of strong inference potential. For example, the recently proposed method LAD
Gilles Audemard+4 more
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Hardware accelerator for subgraph isomorphism problems [PDF]
Many applications can be modeled as subgraph isomorphism problems, which are generally NP-complete. This paper presents an algorithm that is suited for hardware implementation. The prototype accelerator that operates at 16.5 MHz on a Lucent ORCA 2C15A FPGA outperforms the software implementation of Ullmann's algorithm on a 400 MHz Pentium II by 10 ...
Shûichi Ichikawa+2 more
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Improvements to Ullmann's Algorithm for the Subgraph Isomorphism Problem
International Journal of Pattern Recognition and Artificial Intelligence, 2015The subgraph isomorphism problem is one of the most important problems for pattern recognition in graphs. Its applications are found in many different disciplines, including chemistry, medicine, and social network analysis. Because of the [Formula: see text]-completeness of the problem, the existing exact algorithms exhibit an exponential worst-case ...
Jurij Mihelič, Uros Cibej
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Investigation of incremental hybrid genetic algorithm with subgraph isomorphism problem [PDF]
Abstract Graph pattern matching is a key problem in many applications which data is represented in the form of a graph, and this problem is generally defined as a subgraph isomorphism. In this paper, we analyze an incremental hybrid genetic algorithm for the subgraph isomorphism problem considering various design issues to improve the performance of ...
Yourim Yoon+3 more
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A Novel Approach for Subgraph Isomorphism Problem on Bipartite Graphs
2019 27th Signal Processing and Communications Applications Conference (SIU), 2019Subgraph isomorphism problem on specialized graphs is an open research area. Most of the algorithms that had been developed for subgraph isomorphism problem are designed for general graphs. Although, they can be utilized for any graph type, this generic design prevents to take advantages of characteristics of the specialized graphs to burst performance
Fatih Erdogan Sevilgen+1 more
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Adaptive optimization for solving a class of subgraph isomorphism problems
In this paper, genetic algorithms are applied to solve the error-correcting subgraph isomorphism ("I) problems. The error-correcting subgraph isomorphism problems are first formulated as permutation searching problems. Two ECSl algorithms are devised. The first algorithm implements pure genetic algorithms with permutation representation.
Yuan-Kai Wang+3 more
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2019 IEEE 15th International Scientific Conference on Informatics, 2019
A well-known $\mathcal{N}\mathcal{P}$-hard problem from graph theory is the subgraph isomorphism problem where the goal is for given pattern and target graphs to determine whether the pattern is a subgraph of the target graph. A plethora of algorithms for solving the problem exist in literature and most of them are based on the backtracking approach ...
Uros Cibej, Jurij Mihelič
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A well-known $\mathcal{N}\mathcal{P}$-hard problem from graph theory is the subgraph isomorphism problem where the goal is for given pattern and target graphs to determine whether the pattern is a subgraph of the target graph. A plethora of algorithms for solving the problem exist in literature and most of them are based on the backtracking approach ...
Uros Cibej, Jurij Mihelič
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Evaluation of Accelerator Designs for Subgraph Isomorphism Problem
Many applications can be modeled as subgraph isomorphism problems. However, this problem is generally NP-complete and difficult to compute. A custom computing circuit is a prospective solution for such problems. This paper examines various accelerator designs, and compares them quantitatively from two points of view: cost and performance.
Shûichi Ichikawa+3 more
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