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A dynamic programming-based particle swarm optimization algorithm for an inventory management problem under uncertainty

机译:不确定条件下库存管理问题的基于动态规划的粒子群算法

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摘要

This article presents a dynamic programming-based particle swarm optimization (DP-based PSO) algorithm for solving an inventory management problem for large-scale construction projects under a fuzzy random environment. By taking into account the purchasing behaviour and strategy under rules of international bidding, a multi-objective fuzzy random dynamic programming model is constructed. To deal with the uncertainties, a hybrid crisp approach is used to transform fuzzy random parameters into fuzzy variables that are subsequently defuzzified by using an expected value operator with optimistic-pessimistic index. The iterative nature of the authors' model motivates them to develop a DP-based PSO algorithm. More specifically, their approach treats the state variables as hidden parameters. This in turn eliminates many redundant feasibility checks during initialization and particle updates at each iteration. Results and sensitivity analysis are presented to highlight the performance of the authors' optimization method, which is very effective as compared to the standard PSO algorithm.
机译:本文提出了一种基于动态规划的粒子群优化算法(基于DP的PSO),用于解决模糊随机环境下大型建筑项目的库存管理问题。考虑国际招标规则下的采购行为和采购策略,建立了多目标模糊随机动态规划模型。为了处理不确定性,使用混合明晰方法将模糊随机参数转换为模糊变量,然后使用具有乐观悲观指数的期望值算子对这些变量进行去模糊处理。作者模型的迭代性质促使他们开发基于DP的PSO算法。更具体地说,他们的方法将状态变量视为隐藏参数。反过来,这消除了初始化和每次迭代中的粒子更新期间的许多冗余可行性检查。结果和灵敏度分析旨在突出作者优化方法的性能,与标准PSO算法相比,该方法非常有效。

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