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Fuzzy Logic Clustering of Multiple Traveling Salesman Problem for Self-Crossover Based Genetic Algorithm

机译:基于自交叉遗传算法的多旅行商问题模糊逻辑聚类

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The traveling salesman problem (TSP) is a much studied scenario in combinatorial optimization and it serves as a benchmark for many approximate approaches comparing accuracy and computational speed. In this effort, a heuristic method in the form of a fuzzy logic system (FLS) was implanted within the Self-CROssover GEnetic algorithm (SCROOGE) in order to improve performance for the multiple traveling salesman problem (MTSP). This FLS is part of the "UNburdening through CLustering Efficiently" (UNCLE) system. UNCLE SCROOGE takes a MTSP, breaks it down into individual different TSP problems with optimized clusters, and then produces accurate results within a much more reasonable timeframe.
机译:在组合优化中,旅行商问题(TSP)是一个经过深入研究的方案,它可作为许多比较精度和计算速度的近似方法的基准。在这项工作中,以模糊逻辑系统(FLS)形式的启发式方法被植入到自我交叉遗传算法(SCROOGE)中,以提高多重旅行商问题(MTSP)的性能。此FLS是“有效地减轻集群负担”(UNCLE)系统的一部分。 UNCLE SCROOGE采用MTSP,将其分解为具有优化簇的各个不同的TSP问题,然后在更合理的时间内生成准确的结果。

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