Entropy-based genetic algorithm for solving TSP

Y. Tsujimura, M. Gen
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引用次数: 60

Abstract

The traveling salesman problem (TSP) is used as a paradigm for a wide class of problems having complexity due to the combinatorial explosion. The TSP has become a target for the genetic algorithm (GA) community, because it is probably the central problem in combinatorial optimization and many new ideas in combinatorial optimization have been tested on the TSP. However, by using GA for solving TSPs, we obtain a local optimal solution rather than a best approximate solution frequently. The goal of the paper is to solve the above mentioned problem about local optimal solutions by introducing a measure of diversity of populations using the concept of information entropy. Thus, we can obtain a best approximate solution of the TSP by using this entropy-based GA.
基于熵的遗传算法求解TSP
旅行推销员问题(TSP)是一类由于组合爆炸而具有复杂性的广泛问题的范例。TSP问题可能是组合优化的核心问题,许多新的组合优化思想在TSP问题上得到了验证,因此成为遗传算法界研究的目标。然而,利用遗传算法求解tsp时,我们得到的往往是局部最优解,而不是最佳近似解。本文的目标是利用信息熵的概念引入种群多样性的度量来解决上述关于局部最优解的问题。因此,我们可以利用这种基于熵的遗传算法得到TSP的最佳近似解。
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