GELS-GA: Hybrid metaheuristic algorithm for solving Multiple Travelling Salesman Problem

A. R. Hosseinabadi, Maryam Kardgar, M. Shojafar, Shahaboddin Shamshirband, A. Abraham
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引用次数: 34

Abstract

The Multiple Traveling Salesmen Problem (mTSP) is of the famous and classical problems of research in operations and is accounted as one of the most famous and widely used problems of combinational optimization. Most of the complex problems can be modeled as the mTSP and then be solved. The mTSP is a NP-Complete one; therefore, it is not possible to use the exact algorithms for solving it instead the heuristics methods are often applied for solving such problems. In this paper, a new hybrid algorithm, called GELS-GA, has been presented for solving the mTSP. The utility of GELS-GA is compared with some related works such as GA and ACO and achieves optimality even in highly complex scenarios. Although, the proposed algorithm is simple, it includes an appropriate time of completion and the least traversed distance among existing algorithms.
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求解多旅行商问题的混合元启发式算法
多旅行推销员问题(mTSP)是运筹学研究中著名的经典问题之一,也是组合优化研究中最著名、应用最广泛的问题之一。大多数复杂问题都可以用mTSP模型来求解。mTSP是np完全的;因此,不可能使用精确的算法来解决它,而经常使用启发式方法来解决这类问题。本文提出了一种新的求解mTSP的混合算法- GELS-GA。与遗传算法、蚁群算法等相关算法进行了比较,并在高度复杂的场景下实现了最优性。虽然该算法比较简单,但它在现有算法中包含了合适的完成时间和最小的遍历距离。
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