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An efficient multi-objective optimization method for black-box functions using sequential approximate technique

机译:使用顺序逼近技术的黑盒函数高效多目标优化方法

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摘要

Multi-objective optimization problems in practical engineering usually involve expensive black-box functions. How to reduce the number of function evaluations at a good approximation of Pareto frontier has been a crucial issue. To this aim, an efficient multi-objective optimization method based on a sequential approximate technique is suggested in this paper. In each iteration, according to the prediction of radial basis function with a micro multi-objective genetic algorithm, an extended trust region updating strategy is adopted to adjust the design region, a sample inheriting strategy is presented to reduce the number of new function evaluations, and then a local-densifying strategy is proposed to improve the accuracy of approximations in concerned regions. At the end of each iteration, the obtained actual Pareto optimal points are stored in an external archive and are updated as the iteration process. The effect of the present method is demonstrated by eight test functions. Finally, it is employed to perform the structure optimization of a vehicle door.
机译:实际工程中的多目标优化问题通常涉及昂贵的黑盒功能。如何在近似帕累托边界的情况下减少功能评估的数量一直是一个关键问题。为此,本文提出了一种基于顺序逼近技术的高效多目标优化方法。在每次迭代中,根据微观多目标遗传算法对径向基函数的预测,采用扩展的信任区域更新策略来调整设计区域,提出了样本继承策略以减少新函数评估的次数,然后提出了局部致密化策略,以提高相关区域的近似精度。在每次迭代结束时,将获得的实际帕累托最优点存储在外部档案库中,并在迭代过程中进行更新。通过八个测试功能证明了本方法的效果。最后,它被用来执行车门的结构优化。

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