基于单向贪婪解码的模拟退火算法求解走廊分配问题

Yufan Zhou, Xinhua Yang, Ailing Shen, Juan Lin, Yiwen Zhong
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引用次数: 0

摘要

走廊分配问题(CAP)是一个NP-hard组合优化问题,其目的是寻找走廊两侧设施的最优布局,使所有设施对之间的流动成本最小。大多数现有的元启发式方法使用设施排列来表示解决方案,然后使用解码策略将解决方案表示映射到布局中。这些元启发式算法使用的解码策略可能导致解表示与相应的布局不一致。例如,两个在外观上相距很远的设施,在布局上可能变得相邻。这种不一致性可能会影响元启发式算法的性能。为了克服这一不足,本文提出了一种单向贪婪解码(Single-direction Greedy Decoding, SGD)策略,将基于排列的解表示映射到布局中。利用SGD策略,提出了一种混合模拟退火(HSA)来求解CAP。在HSA中,设计了一个混合邻域结构来产生候选解。在多达70个设备的23个基准实例上对HSA算法进行了实验分析。实验结果证实了SGD策略和混合邻域结构的优越性。此外,HSA算法在13个实例中找到了新的最优解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simulated Annealing Algorithm Based on Single-direction Greedy Decoding for Solving Corridor Allocation Problem
The Corridor Allocation Problem (CAP) is an NP-hard combinatorial optimization problem which aims to find the optimal layout of facilities on both side of a corridor, so as to minimize the flow cost between all pairs of facilities. Most existing metaheuristics use permutation of facilities to represent a solution, then a decoding strategy is used to map the solution representation into a layout. The decoding strategies used by those metaheuristics may lead to inconsistence between solution representation and the corresponding layout. For example, two facilities, which are far apart from each other in the representation, may become adjacent to each other in the layout. This inconsistence may affect the performance of metaheuristic. To overcome this shortage, this paper presents a Single-direction Greedy Decoding (SGD) strategy to map a permutation-based solution representation into a layout. Using the SGD strategy, a Hybrid Simulated Annealing (HSA) is proposed for solving the CAP. In HSA, a hybrid neighborhood structure is designed to produce candidate solutions. The HSA algorithm is experimentally analyzed on 23 benchmark instances with up to 70 facilities. Experimental results confirm the advantage of the SGD strategy and the hybrid neighborhood structure. Furthermore, the HSA algorithm found new optimal solutions on 13 instances.
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