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Heterogeneous Multi-agent Evolutionary System for Solving Parametric Interval Linear Systems

机译:求解参数区间线性系统的异构多主体进化系统

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The problem of computing the hull, that is the tightest interval enclosure of the solution set for linear systems with parameters being nonlinear functions of interval parameters, is an NP-hard problem. However, since the problem of computing the hull can be considered as a combinatorial or as a constrained optimisation problem, metaheuristic techniques might be helpful. Alas, experiments performed so far show that they are time consuming and their performance may depend on the problem size and structure, therefore some acceleration and stabilisation techniques are required. In this paper, a new approach which rely on a multi-agent system is proposed. The idea is to apply evolutionary method and differential evolution for different agents working together to solve constrained optimisation problems. The results obtained for several examples from structural mechanics involving many parameters with large uncertainty ranges show that some synergy effect of the metaheuristics can be achieved, especially for problems of a larger size.
机译:计算船体的问题,即参数为区间参数的非线性函数的线性系统解集的最紧密区间包围,是一个NP难题。但是,由于可以将计算船体的问题视为组合问题或约束优化问题,因此元启发式技术可能会有所帮助。 las,到目前为止进行的实验表明,它们很耗时,并且性能可能取决于问题的大小和结构,因此需要一些加速和稳定技术。本文提出了一种基于多智能体系统的新方法。这个想法是将进化方法和差分进化应用于不同的智能体,共同解决约束优化问题。从涉及许多不确定性范围大的参数的结构力学的几个示例获得的结果表明,可以实现元启发式方法的某些协同效应,尤其是对于较大的问题。

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