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Risk averse sourcing in a stochastic supply chain: A simulation-optimization approach

机译:随机供应链中的风险规避资源:一种模拟优化方法

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A growing need for global sourcing has forced firms to manage more complex supply chains with increasing risks of supply disruptions. Multi sourcing is a common method to hedge against these risks. In the presence of demand uncertainties and supply disruptions, minimizing the downside risk is necessary. Hence, in this paper a new multi-period and scenario based supply chain model consists of a number of unreliable suppliers and a number of retailers is developed in the form of a multi-period newsvendor problem with a risk averse objective function. In the model, there are two types of retailers both faced uncertain demands: risk sensitive and risk neutral. Retailers have three choices to respond to the customer demand: a forward contract, and two option contracts include reserving a certain capacity in the secondary supplier and buying from the spot market. The problem has also developed as an agent-based system. As a solution approach in the large scale problem instances, a simulation-optimization algorithm is developed. Two kinds of heuristics are compared in order to optimize the simulation procedure: genetic algorithm and q-learning. Results showed the efficiency of the q learning algorithm.
机译:对全球采购的需求不断增长,迫使公司必须管理越来越复杂的供应链,从而增加供应中断的风险。多重采购是对冲这些风险的常用方法。在存在需求不确定性和供应中断的情况下,有必要将下行风险降至最低。因此,在本文中,一个新的基于多阶段和基于场景的供应链模型由许多不可靠的供应商组成,并且以具有风险规避目标函数的多阶段新闻供应商问题的形式开发了许多零售商。在模型中,有两种类型的零售商都面临不确定的需求:风险敏感和风险中立。零售商有三种选择来响应客户的需求:远期合同和两种选择合同,包括在二级供应商中保留一定的容量以及从现货市场购买。该问题也已经发展成为基于代理的系统。作为大规模问题实例的一种解决方法,开发了一种仿真优化算法。为了优化仿真过程,比较了两种启发式算法:遗传算法和q学习。结果表明q学习算法的有效性。

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