Multi-objective fuzzy design of forestry-paper supply chain network

Zhuo Dai, Hong-mei Dai
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Abstract

The paper proposes a model of multi-objective forestry-paper supply chain network with risks under fuzzy environment. Minimizing the risks and the total cost of forestry supply chain network is the objective of this study. The lower semi-variance is used to measure the risks. The total cost is composed of variable cost, fixed cost, and transportation cost. Different from previous literature, an approximation method is put forward to convert a continuous fuzzy issue into discrete fuzzy issue and method of auxiliary variable is introduced to transform multi-objective problem into single-objective problem. Cplex 12.6 is used to deal with this problem. The results are as follows. First, this model can be well solved by Cplex 12.6. Second, the structure of forestry-paper supply chain network keeps unchanged with the increase of discretization points. Third, the lower semi-variance and expected value of total cost converge with the increase of discretization points.
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林纸供应链网络多目标模糊设计
提出了模糊环境下具有风险的多目标林纸供应链网络模型。使林业供应链网络的风险和总成本最小化是本研究的目标。下半方差用于度量风险。总成本由可变成本、固定成本和运输成本组成。与以往文献不同的是,本文提出了一种近似方法将连续模糊问题转化为离散模糊问题,并引入了辅助变量法将多目标问题转化为单目标问题。使用Cplex 12.6来处理这个问题。结果如下:首先,该模型可以用Cplex 12.6很好地求解。其次,随着离散化点的增加,林纸供应链网络结构保持不变。随着离散化点的增加,总成本的下半方差和期望值收敛。
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