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A Multiobjective Stochastic Production-Distribution Planning Problem in an Uncertain Environment Considering Risk and Workers Productivity

机译:考虑风险和工人生产率的不确定环境下的多目标随机生产分配规划问题

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A multi-objective two stage stochastic programming model is proposed to deal with a multi-period multi-product multi-site production-distribution planning problem for a midterm planning horizon. The presented model involves majority of supply chain cost parameters such as transportation cost, inventory holding cost, shortage cost, production cost. Moreover some respects as lead time, outsourcing, employment, dismissal, workers productivity and training are considered. Due to the uncertain nature of the supply chain, it is assumed that cost parameters and demand fluctuations are random variables and follow from a pre-defined probability distribution. To develop a robust stochastic model, an additional objective functions is added to the traditional production-distribution-planning problem. So, our multi-objective model includes (i) the minimization of the expected total cost of supply chain, (ii) the minimization of the variance of the total cost of supply chain and (iii) the maximization of the workers productivity through training courses that could be held during the planning horizon. Then, the proposed model is solved applying a hybrid algorithm that is a combination of Monte Carlo sampling method, modifiedε-constraint method and L-shaped method. Finally, a numerical example is solved to demonstrate the validity of the model as well as the efficiency of the hybrid algorithm.
机译:提出了一种多目标两阶段随机规划模型,以期解决中期计划范围内的多周期多产品多站点生产分配计划问题。提出的模型涉及大多数供应链成本参数,例如运输成本,库存持有成本,短缺成本,生产成本。此外,还考虑了提前期,外包,就业,解雇,工人生产率和培训等方面。由于供应链的不确定性,假设成本参数和需求波动是随机变量,并且遵循预定义的概率分布。为了开发鲁棒的随机模型,将附加的目标函数添加到传统的生产分配计划问题中。因此,我们的多目标模型包括(i)最小化供应链的预期总成本,(ii)最小化供应链的总成本的差异,以及(iii)通过培训课程实现工人生产率的最大化可以在规划阶段进行。然后,采用蒙特卡洛采样法,改进的ε约束法和L形法相结合的混合算法对模型进行求解。最后,通过数值例子验证了模型的有效性以及混合算法的有效性。

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