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Discrete Flower Pollination Algorithm for Solving the Symmetric Travelling Salesman Problem

机译:求解对称旅行商问题的离散花授粉算法

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The Travelling Salesman Problem (TSP) is an important NP-hard combinatorial optimisation problem that forms the foundation of many modern-day, practical problems such as logistic or network route planning. The Flower Pollination Algorithm (FPA) is a continuous optimisation algorithm that demonstrated promising results in comparison to other well-known algorithms. This paper proposes a novel algorithm, Discrete Flower Pollination Algorithm (DFPA) based on the FPA for solving the TSP. The algorithm is compared to the Ant Colony Optimisation’s (ACO) ${mathcal{M}}{mathcal{A}}{mathcal{X}} - {mathcal{M}}{mathcal{I}}{mathcal{N}}$ Ant System (${mathcal{M}}{mathcal{M}}{mathcal{A}}{mathcal{S}}$) as well as the Genetic Algorithm (GA) since they are well studied and developed. The DFPA results are significantly better than the GA in all tested instances.
机译:旅行商问题(TSP)是一个重要的NP难题组合优化问题,它构成了许多现代的实际问题(例如物流或网络路线规划)的基础。花卉授粉算法(FPA)是一种连续优化算法,与其他知名算法相比,该算法已显示出令人鼓舞的结果。提出了一种基于FPA的离散花授粉算法(DFPA)来解决TSP问题。将该算法与蚁群优化(ACO)的$ {\ mathcal {M}} {\ mathcal {A}} {\ mathcal {X}}-{\ mathcal {M}} {\ mathcal {I}} { \ mathcal {N}} $蚂蚁系统($ {\ mathcal {M}} {\ mathcal {M}} {\ mathcal {A}} {\ mathcal {S}} $)以及遗传算法(GA)因为他们已经过充分研究和开发。在所有测试实例中,DFPA结果均显着优于GA。

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