摘要

This paper considers a closed-loop supply chain (CLSC) structure in which a manufacturer allows a retailer and a third-party remanufacturer to sell and remanufacture his products, respectively. Given the retailer's distributional fairness concerns, we investigate the optimal/equilibrium decisions and profits under five non-cooperative and cooperative game models, and focus on how to allocate maximum profit in a centralized setting. Based on the classic Shapley value, we propose an innovative weighted allocation approach-namely, the variable-weighted Shapley value-to coordinate this CLSC. Numerical studies demonstrate that when remanufactured products are lowly accepted by consumers, our model outperforms the classic Shapley value.

  • 单位
    1; 5; 福建农林大学; 安徽工程科技学院; 电子科技大学

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