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Exploring the Performance of the Improved Nearest-Neighbor Algorithms for Solving the Euclidean Travelling Salesman Problem

机译:探索改进的最近邻算法的性能解决欧几里德旅游推销员问题

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The special subcase of the travelling salesman problem is an Euclidean TSP which is considered as a NP-complete. The TSP is usually solved using various heuristics approaches. Among the most popular heuristics are greedy and nearestneighbor algorithms. This paper aims to explore the impact of different values on the overall performance of the improved Nearest-Neighbor (IorNN) approach for solving the travelling salesman problem. The computational results show that the IorNN has a better performance when the value of is 0.5 of the problem size followed by 0.75 and 0.25 with percentage error value is between 1.65% and 22.43%.
机译:旅行推销员问题的特殊子箱是一个欧几里德TSP,被认为是NP完整的。 TSP通常使用各种启发式方法解决。最受欢迎的启发式是贪婪和宾馆最常见的乐器算法。本文旨在探讨不同价值对解决旅行推销员问题的改进最近邻(IORNN)方法的整体性能的影响。计算结果表明,当问题大小的0.5后跟0.75和0.25时,IONNN具有更好的性能,误差值为1.65%和22.43%。

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