Genetic Programming Hyper-heuristic with Gaussian Process-based Reference Point Adaption for Many-Objective Job Shop Scheduling

Atiya Masood, Gang Chen, Yi Mei, Harith Al-Sahaf, Mengjie Zhang
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引用次数: 1

Abstract

Job Shop Scheduling (JSS) is an important real-world problem. However, the problem is challenging because of many conflicting objectives and the complexity of production flows. Genetic programming-based hyper-heuristic (GP-HH) is a useful approach for automatically evolving effective dispatching rules for many-objective JSS. However, the evolved Pareto-front is highly irregular, seriously affecting the effectiveness of GP-HH. Although the reference points method is one of the most prominent and efficient methods for diversity maintenance in many-objective problems, it usually uses a uniform distribution of reference points which is only appropriate for a regular Pareto-front. In fact, some reference points may never be linked to any Pareto-optimal solutions, rendering them useless. These useless reference points can significantly impact the performance of any reference-point-based many-objective optimization algorithms such as NSGA-III. This paper proposes a new reference point adaption process that explicitly constructs the distribution model using Gaussian process to effectively reduce the number of useless reference points to a low level, enabling a close match between reference points and the distribution of Pareto-optimal solutions. We incorporate this mechanism into NSGA-III to build a new algorithm called MARP-NSGA-III which is compared experimentally to several popular many-objective algorithms. Experiment results on a large collection of many-objective benchmark JSS instances clearly show that MARP-NSGA-III can significantly improve the performance by using our Gaussian Process-based reference point adaptation mechanism.
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基于高斯过程参考点自适应的遗传规划超启发式多目标作业车间调度
作业车间调度(Job Shop Scheduling, JSS)是一个重要的现实问题。然而,由于许多相互冲突的目标和生产流程的复杂性,这个问题具有挑战性。基于遗传规划的超启发式算法(GP-HH)是多目标JSS自动演化有效调度规则的一种有效方法。然而,进化后的帕累托锋高度不规则,严重影响了GP-HH的有效性。参考点法虽然是多目标问题中最突出和最有效的多样性保持方法之一,但它通常使用均匀分布的参考点,仅适用于规则Pareto-front。事实上,一些参考点可能永远不会与任何帕累托最优解相关联,从而使它们变得无用。这些无用的参考点会严重影响任何基于参考点的多目标优化算法(如NSGA-III)的性能。本文提出了一种新的参考点自适应过程,利用高斯过程显式构建分布模型,有效地减少了无用参考点的数量,使参考点与pareto最优解的分布紧密匹配。我们将这一机制整合到NSGA-III中,构建了一个名为MARP-NSGA-III的新算法,该算法与几种流行的多目标算法进行了实验比较。在大量多目标基准JSS实例上的实验结果清楚地表明,使用基于高斯过程的参考点自适应机制可以显著提高MARP-NSGA-III的性能。
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