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Simulated annealing based symbiotic organisms search optimization algorithm for traveling salesman problem

机译:基于模拟退火的共生生物旅行商问题搜索优化算法

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Symbiotic Organisms Search (SOS) algorithm is an effective new metaheuristic search algorithm, which has recently recorded wider application in solving complex optimization problems. SOS mimics the symbiotic relationship strategies adopted by organisms in the ecosystem for survival. This paper, presents a study on the application of SOS with Simulated Annealing (SA) to solve the well-known traveling salesman problems (TSPs). The TSP is known to be NP-hard, which consist of a set of (n-1)1/2 feasible solutions. The intent of the proposed hybrid method is to evaluate the convergence behaviour and scalability of the symbiotic organism's search with simulated annealing to solve both small and large-scale travelling salesman problems. The implementation of the SA based SOS (SOS-SA) algorithm was done in the MATLAB environment. To inspect the performance of the proposed hybrid optimization method, experiments on the solution convergence, average execution time, and percentage deviations of both the best and average solutions to the best known solution were conducted. Similarly, in order to obtain unbiased and comprehensive comparisons, descriptive statistics such as mean, standard deviation, minimum, maximum and range were used to describe each of the algorithms, in the analysis section. The Fried man's Test (with post hoc tests) was further used to compare the significant difference in performance between SOS-SA and the other selected state-of-the-art algorithms. The performances of SOS-SA and SOS are evaluated on different sets of TSP benchmarks obtained from TSPLIB (a library containing samples of TSP instances). The empirical analysis' results show that the quality of the final results as well as the convergence rate of the new algorithm in some cases produced even more superior solutions than the best known TSP benchmarked results. (C) 2017 Elsevier Ltd. All rights reserved.
机译:共生生物搜索(SOS)是一种有效的新型启发式搜索算法,最近在解决复杂的优化问题方面已有广泛的应用。 SOS模仿了生态系统中生物为生存所采取的共生关系策略。本文介绍了在模拟退火(SA)中应用SOS解决著名的旅行商问题(TSP)的研究。已知TSP是NP难处理的,它由一组(n-1)1/2可行解组成。提出的混合方法的目的是通过模拟退火评估共生生物搜索的收敛行为和可扩展性,以解决小型和大型旅行商问题。基于SA的SOS(SOS-SA)算法的实现是在MATLAB环境中完成的。为了检查所提出的混合优化方法的性能,进行了解决方案收敛,平均执行时间以及最佳解决方案和平均解决方案相对于已知解决方案的百分比偏差的实验。同样,为了获得无偏和全面的比较,在分析部分,使用描述性统计量(例如平均值,标准偏差,最小值,最大值和范围)来描述每种算法。进一步使用Friedman检验(具有事后检验)来比较SOS-SA与其他选定的最新算法之间在性能上的显着差异。 SOS-SA和SOS的性能是根据从TSPLIB(包含TSP实例样本的库)获得的不同TSP基准集进行评估的。经验分析的结果表明,在某些情况下,最终结果的质量以及新算法的收敛速度产生了比最著名的TSP基准测试结果更好的解决方案。 (C)2017 Elsevier Ltd.保留所有权利。

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