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Meta-RaPS with Q Learning Approach Intensified by Path Relinking for the 0-1 Multidimensional Knapsack Problem

机译:0-1多维背包问题的路径重新链接强化了带有Q学习方法的Meta-RaPS

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Many successful metaheuristics employ intelligent procedures to obtain high quality solutions for optimization problems. Intelligence emerges in these metaheuristics via memory and learning. Meta-RaPS (Metaheuristic for Randomized Priority Search) which can produce promising solutions is classified as a memoryless metaheuristic. To improve its performance, Q learning and Path Relinking (PR) are selected as memory and learning mechanisms to be incorporated into Meta-RaPS. In the proposed algorithm, Meta-RaPS Q-PR, Q learning and PR approaches serve as mechanisms that learn the best policy to construct a solution, and learn "good" attributes of best solutions to reach the optimum solution while losing "bad" attributes of the current solution. The 0-1 multidimensional knapsack problem will be used to evaluate the Meta-RaPS Q-PR.
机译:许多成功的元启发法都采用智能程序来获得针对优化问题的高质量解决方案。通过记忆和学习,在这些元启发法中出现了智力。可以产生有希望的解决方案的Meta-RaPS(随机优先搜索的元启发式)被归类为无记忆元启发式。为了提高其性能,选择了Q学习和路径重新链接(PR)作为要整合到Meta-RaPS中的记忆和学习机制。在提出的算法中,Meta-RaPS Q-PR,Q学习和PR方法充当了学习构造策略的最佳策略的机制,并学习了最佳解决方案的“良好”属性以达到最佳解决方案,同时又失去了“不良”属性当前解决方案。 0-1多维背包问题将用于评估Meta-RaPS Q-PR。

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