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Decomposition-Based Multiobjective Evolutionary Algorithm With Genetically Hybrid Differential Evolution Strategy

机译:基于分解的多目标进化算法,具有基因杂交差分演化策略

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摘要

In the decomposition-based multiobjective evolutionary algorithms (MOEA/Ds), a set of subproblems are optimized by using the evolutionary search to exploit the feasible regions. In recent studies of MOEA/Ds, it was found that the design of recombination operators would significantly affect their performances. Therefore, this paper proposes a novel genetically hybrid differential evolution strategy (GHDE) for recombination in MOEA/Ds, which works effectively to strengthen the search capability. Inspired by the existing studies of recombination operators in MOEA/Ds, two composite operator pools are introduced, each of which includes two distinct differential evolution (DE) mutation strategies, one emphasizing convergence and the other focusing on diversity. Regarding each selected operator pool, two DEs are applied on parents’ genes to hybridize offspring by adaptive parameters tuning. Moreover, a fitness-rate-rank-based multiarmed bandit (FRRMAB) is embedded into our algorithm to select the best operator pool by collecting their recently achieved fitness improvement rates. After embedding GHDE into an MOEA/D variant with dynamical resource allocation, a variant named MOEA/D-GHDE is presented. Various test multiobjective optimization problems (MOPs), i.e., UF, F test suites, and MOPs with difficult-to-approximate (DtA) PF boundaries, are used to assess performances. Compared to several competitive MOEA/D variants, the comprehensive experiments validate the superiority of our algorithm.
机译:在基于分解的多目标进化算法(MOEA / DS)中,通过使用进化搜索来利用可行区域进行优化一组子问题。在最近对MoEA / DS的研究中,发现重组操作员的设计将显着影响其性能。因此,本文提出了一种用于在MOEA / DS中重组的新型遗传混合差异演化策略(GHDE),其有效地加强搜索能力。由MoEA / DS中的重组操作员的现有研究启发,引入了两个复合操作池,其中每个复合操作池包括两个不同的差分演进(DE)突变策略,一个强调会聚和另一个关注多样性。关于每个选定的操作员池,通过自适应参数调谐,应用于父母基因的两个dES以杂交后代。此外,基于健身速率级级的多主导匪盗(FRRMAB)被嵌入到我们的算法中,以通过收集最近实现的健身改善率来选择最佳的操作员池。将GHDE嵌入MOEA / D具有动态资源分配的MOEA / D变体后,提出了一个名为MOEA / D-GHDE的变体。各种测试多目标优化问题(MOP),即UF,F测试套件以及具有难以近似(DTA)PF边界的MOPS,用于评估表演。与几种竞争性MOEA / D变体相比,综合实验验证了我们算法的优越性。

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