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A hybrid CS-SA intelligent approach to solve uncertain dynamic facility layout problems considering dependency of demands

机译:考虑需求相关性的CS-SA混合智能解决方案来解决不确定的动态设施布局问题

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This paper aims at proposing a quadratic assignment-based mathematical model to deal with the stochastic dynamic facility layout problem. In this problem, product demands are assumed to be dependent normally distributed random variables with known probability density function and covariance that change from period to period at random. To solve the proposed model, a novel hybrid intelligent algorithm is proposed by combining the simulated annealing and clonal selection algorithms. The proposed model and the hybrid algorithm are verified and validated using design of experiment and benchmark methods. The results show that the hybrid algorithm has an outstanding performance from both solution quality and computational time points of view. Besides, the proposed model can be used in both of the stochastic and deterministic situations.
机译:本文旨在提出一种基于二次分配的数学模型,以解决随机动态设施布局问题。在这个问题中,产品需求被假定为正态分布的随机变量,具有已知的概率密度函数和协方差,随机变量随周期的变化而变化。为了解决该模型,结合模拟退火算法和克隆选择算法,提出了一种新型的混合智能算法。通过实验设计和基准测试方法对提出的模型和混合算法进行了验证和验证。结果表明,从解决方案质量和计算时间的角度来看,混合算法均具有出色的性能。此外,所提出的模型可以用于随机和确定性情况。

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