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An evolutionary approach to multi-objective optimization problems.

机译:一种用于多目标优化问题的进化方法。

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摘要

Multi-objective Optimization Problems (MOPs) are the processes of exploiting solutions to satisfy a set of objectives. Difficulties arise as there usually exist several objectives which are incommensurable or competing against each other. In consequence, for these problems there is no single optimal solution, but rather a set of alternatives to which no other solutions are superior in all the objectives simultaneously. These alternatives are known as Pareto-optimal solutions.; In recent years, an ever-growing trend in solving MOPs is to exploit diversified and comprehensive Pareto optima which can constitute a complete knowledge base to meet various requirements. In such applications, Evolutionary Algorithms (EAs) have been widely adopted as powerful tools because of their population-based search approach and strong global optimization capability.; This thesis focuses on designing effective and efficient Evolutionary Algorithms for Multi-objective Optimization Problems. Our efforts are two-fold: (1) designing sequential Multi-Objective EAs with sound theoretical basis, and (2) designing parallel Multi-Objective EAs with strong scalability and speedup capability. The sequential algorithms (Chapters 5 and 8) are designed with emphases on both their Pareto optimization capability and, equally important, their stability concerns. For this purpose, several techniques (say, the annealing-like controller and Coverage Quotient) are contrived. These techniques can one on hand enhance the algorithms' exploration strength and on the other hand ensure their persistent performance. In addition, on the basis of these techniques, a series of theories are established, which rigorously prove the convergence properties of these algorithms. The parallel algorithms (Chapters 6 and 7) achieve strong scalability and speedup capability by their full asynchronous collaboration strategies. In these algorithms, a two-level asynchronous adjustment operation in conjunction with a concise information exchange operation can provide precise and flexible harmonization amongst a set of distributed sub-processes, which in turn leads to superior scalability and speedup capability.; The proposed algorithms are compared with some state-of-the-art Multi-Objective EAs on a variety of benchmark problems. The comparison results show the success of our algorithms.; Lastly, it should be noted that despite originally designed for the multi-objective optimization purpose, some techniques presented in this thesis (say, the annealing-like controller and two-level adjustment operations) are not limited to the MOP domain. Instead, they are general-purpose operations which are applicable to other EA applications with minor or even without modifications.
机译:多目标优化问题(MOP)是利用解决方案来满足一组目标的过程。由于通常存在几个难以估量或彼此竞争的目标,因此出现了困难。结果,对于这些问题,没有单一的最佳解决方案,而是一系列替代方案,在所有目标上,其他解决方案均无法同时胜过其他方案。这些替代方法称为帕累托最优解决方案。近年来,求解MOP的一个不断发展的趋势是利用多样化的,全面的,它可以构成一个满足各种需求的完整知识库。在这样的应用中,进化算法(EA)由于其基于种群的搜索方法和强大的全局优化能力而被广泛用作强大的工具。本文主要针对设计有效的多目标优化问题进化算法。我们的工作有两个方面:(1)设计具有良好理论基础的顺序多目标EA,以及(2)设计具有强大的可扩展性和加速能力的并行多目标EA。顺序算法(第5章和第8章)在设计Pareto优化能力以及同等重要的稳定性时都侧重于设计。为此,设计了几种技术(例如,类似退火的控制器和覆盖率商)。这些技术一方面可以增强算法的探索强度,另一方面可以确保其持久的性能。另外,在这些技术的基础上,建立了一系列理论,严格证明了这些算法的收敛性。并行算法(第6章和第7章)通过其完全的异步协作策略实现了强大的可伸缩性和加速能力。在这些算法中,两级异步调整操作与简洁的信息交换操作相结合,可以在一组分布式子过程之间提供精确而灵活的协调,进而带来出色的可伸缩性和加速能力。在各种基准测试问题上,将所提出的算法与一些最新的多目标EA进行了比较。比较结果表明了我们算法的成功。最后,应该指出的是,尽管最初是为多目标优化目的而设计的,但本文提出的某些技术(例如,类似退火的控制器和两级调整操作)并不限于MOP域。取而代之的是,它们是通用操作,仅需少量甚至无需修改即可适用于其他EA应用程序。

著录项

  • 作者

    Zhu, Zhongyao.;

  • 作者单位

    Chinese University of Hong Kong (People's Republic of China).;

  • 授予单位 Chinese University of Hong Kong (People's Republic of China).;
  • 学科 Computer Science.
  • 学位 Ph.D.
  • 年度 2002
  • 页码 246 p.
  • 总页数 246
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 自动化技术、计算机技术;
  • 关键词

  • 入库时间 2022-08-17 11:46:27

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