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A new algorithm based on evolutionary computation for hierarchically coupled constraint optimization: methodology and application to assembly job-shop scheduling

机译:基于进化计算的分层耦合约束优化新算法:方法及在装配车间调度中的应用

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摘要

Hierarchically coupled constraint optimization (HCCO) problems are omnipresent, both in theoretical problems and in real-life scenarios; however, there is no clear definition to identify these problems. Numerous techniques have been developed for some typical HCCO problems, such as assembly job-shop scheduling problems (AJSSPs); however, these techniques are not universally applicable to all HCCO problems. In this paper, an abstract definition and common principles amongst different HCCO problems are first established. Next, based on the definitions and principles, a new optimization algorithm based on evolutionary computation is developed for HCCO. The new optimization algorithm has three key new features: a new initial solution generator, a level barrier-based crossover operator, and a level barrier-based mutation operator. In the initial solution generator, a partial solution is created in the first step that satisfies the lowest level hierarchically coupled constraint (HCC) and each consecutive step afterwards adds on to the partial solution to satisfy the next higher level of HCC. In the level barrier-based operators, the operations are only performed between genes satisfying the same level of HCCs to ensure feasibility of the new solutions. The developed optimization algorithm is used to solve a variety of AJSSPs and the results obtained using the proposed algorithm are compared to other methods used to solve AJSSPs.
机译:分层耦合约束优化(HCCO)问题在理论问题和实际情况中均无所不在。但是,没有明确的定义可以识别这些问题。已经针对一些典型的HCCO问题开发了许多技术,例如组装车间作业调度问题(AJSSP);等等。但是,这些技术并非普遍适用于所有HCCO问题。本文首先建立了不同HCCO问题之间的抽象定义和通用原则。接下来,根据定义和原理,为HCCO开发了一种基于进化计算的新优化算法。新的优化算法具有三个关键的新功能:新的初始解生成器,基于级别障碍的交叉算子和基于级别障碍的变异算子。在初始解决方案生成器中,在第一步中创建满足最低级别的层次耦合约束(HCC)的部分解决方案,此后的每个后续步骤都将添加到该部分解决方案中,以满足下一个更高级别的HCC。在基于水平障碍的算子中,仅在满足相同HCC水平的基因之间执行操作,以确保新解决方案的可行性。所开发的优化算法用于求解各种AJSSP,并将使用该算法获得的结果与其他用于求解AJSSP的方法进行比较。

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