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Instance-Specific Selection of AOS Methods for Solving Combinatorial Optimisation Problems via Neural Networks

机译:通过神经网络解决组合优化问题的AOS方法的实例特异性选择

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Solving combinatorial optimization problems using a fixed set of operators has been known to produce poor quality solutions. Thus, adaptive operator selection (AOS) methods have been proposed. But, despite such effort, challenges such as the choice of suitable AOS method and configuring it correctly for given specific problem instances remain. To overcome these challenges, this work proposes a novel approach known as I-AOS-DOE to perform Instance-specific selection of AOS methods prior to evolutionary search. Furthermore, to configure the AOS methods for the respective problem instances, we apply a Design of Experiment (DOE) technique to determine promising regions of parameter values and to pick the best parameter values from those regions. Our main contribution lies in the use a self-organizing neural network as the offline-trained AOS selection mechanism. This work trains a variant of FALCON known as FL-FALCON using performance data of applying AOS methods on training instances. The performance data comprises derived fitness landscape features, choices of AOS methods and feedback signals. The hypothesis is that a trained FL-FALCON is capable of selecting suitable AOS methods for unknown problem instances. Experiments are conducted to test this hypothesis and compare I-AOS-DOE with existing approaches. Experiment results reveal that I-AOS-DOE can indeed yield the best performance outcome for a sample set of quadratic assignment problem (QAP) instances.
机译:已知使用固定的操作员组合组合优化问题,以产生质量差的解决方案。因此,已经提出了自适应操作员选择(AOS)方法。但是,尽管努力,但仍然需要选择合适的AOS方法以及正确配置特定问题实例等挑战。为了克服这些挑战,这项工作提出了一种称为I-AOS-DOE的新方法,以在进化搜索之前执行特定于AOS方法的特定于AOS方法。此外,为了配置各个问题实例的AOS方法,我们应用实验(DOE)技术的设计来确定参数值的有希望的区域,并从这些区域中选择最佳参数值。我们的主要贡献在于使用自组织神经网络作为离线训练的AOS选择机制。这项工作培训了使用在培训实例上应用AOS方法的性能数据,称为FL-Falcon的猎鹰的变种。性能数据包括导出的健身景观特征,AOS方法和反馈信号的选择。假设是训练有素的FL-Falcon能够为未知问题实例选择合适的AOS方法。进行实验以测试该假设,并将I-AOS-DOE与现有方法进行比较。实验结果表明,I-AOS-DOE确实可以产生样本集的二次分配问题(QAP)实例的最佳性能结果。

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