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A novel binary fruit fly optimization algorithm for solving the multidimensional knapsack problem

机译:一种解决多维背包问题的新型二元果蝇优化算法

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摘要

In this paper, a novel binary fruit fly optimization algorithm (bFOA) is proposed to solve the multidimensional knapsack problem (MKP). In the bFOA, binary string is used to represent the solution of the MKP, and three main search processes are designed to perform evolutionary search, including smell-based search process, local vision-based search process and global vision-based search process. In particular, a group generating probability vector is designed for producing new solutions. To enhance the exploration ability, a global vision mechanism based on differential information among fruit flies is proposed to update the probability vector. Meanwhile, two repair operators are employed to guarantee the feasibility of solutions. The influence of the parameter setting is investigated based on the Taguchi method of design of experiment. Extensive numerical testing results based on benchmark instances are provided. And the comparisons to the existing algorithms demonstrate the effectiveness of the proposed bFOA in solving the MKP, especially for the large-scale problems.
机译:本文提出了一种新颖的二进制果蝇优化算法(bFOA)来解决多维背包问题(MKP)。在bFOA中,二进制字符串用于表示MKP的解决方案,并且设计了三个主要搜索过程来执行进化搜索,包括基于气味的搜索过程,基于本地视觉的搜索过程和基于全局视觉的搜索过程。特别地,组生成概率向量被设计用于产生新的解。为了提高探索能力,提出了一种基于果蝇差异信息的全局视觉机制来更新概率矢量。同时,聘请了两名维修人员来保证解决方案的可行性。根据实验设计的田口方法,研究了参数设置的影响。提供了基于基准实例的大量数值测试结果。与现有算法的比较证明了所提出的bFOA在解决MKP方面的有效性,尤其是对于大规模问题。

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