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Global Optimum Distance Evaluated Particle Swarm Optimization for Combinatorial Optimization Problem

机译:组合优化问题的全局最优距离估计粒子群算法

摘要

Based on the mechanism of Particle Swarm Optimization (PSO) measurement process, every particle estimates the global minimum/maximum. Particles communicate among them to update and improve the solution during the search process. However, the PSO is only capable to solve continuous numerical optimization problem. In order to solve discrete optimization problems, a new global optimum distance evaluated approach is proposed and combined with PSO. A set of traveling salesman problems (TSP) are used to evaluate the performance of the proposed global optimum distance evaluated PSO (GO-DEPSO). Based on the analysis of experimental results, we found that the proposed DEPSO is capable to solve discrete optimization problems using TSP.
机译:基于粒子群优化(PSO)测量过程的机制,每个粒子都会估计全局最小值/最大值。粒子在它们之间进行通信以在搜索过程中更新和改进解决方案。但是,PSO仅能够解决连续的数值优化问题。为了解决离散优化问题,提出了一种新的全局最优距离评估方法,并与PSO相结合。使用一组旅行商问题(TSP)来评估建议的全球最佳距离评估PSO(GO-DEPSO)的性能。通过对实验结果的分析,我们发现提出的DEPSO能够使用TSP解决离散优化问题。

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