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A cooperative game approach applied to the furniture supply chain of clusters for improving its competitive value: a case study

机译:将合作博弈方法应用于集群家具供应链以提高其竞争价值:案例研究

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摘要

The paper studies a cooperative game, which is being played among the firms, involved in furniture industries, belonging to the same cluster. Due to the increased competition at the local and global levels, cooperation among the business entities is practically the only way to survive in the cluster. Consequently, a cooperative game model is proposed for the firms, associated in a vertical channel, where its performance indices are measured by one of its indicators of competitiveness at an entrepreneurial level versus the value of the cluster itself. As a case study, a competitive value analysis is done for the Colombian furniture cluster by indicating the characteristics and existing conditions of the cluster in the department of Atlantico in Colombia. Moreover, this paper analyzes and establishes an optimal feasible solution of cooperative game among the principal firms using Shapley value method.
机译:本文研究了一个合作游戏,该游戏在属于同一集群的涉及家具行业的公司之间进行。由于在本地和全球范围内竞争的加剧,业务实体之间的合作实际上是在集群中生存的唯一途径。因此,提出了一种针对企业的合作博弈模型,该模型与纵向渠道相关联,在该博弈模型中,其绩效指数是通过其在企业家级别的竞争力指标相对于集群自身价值的指标之一来衡量的。作为案例研究,通过指出哥伦比亚大西洋省部门家具集群的特征和现有条件,对哥伦比亚家具集群进行了竞争价值分析。此外,本文采用Shapley值法分析并建立了主体企业间合作博弈的最优可行解。

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  • 来源
    《Control and Cybernetics》 |2016年第1期|95-110|共16页
  • 作者单位

    Department of Civil and Environmental Engineering Rensselaer Polytechnic Institute, 110 8th Street, Troy, NY, 12180, USA,Fundacion Centro de Investigacion en Modelacion Empresarial del Caribe, Barranquilla, Colombia;

    Department of Industrial Engineering, Universidad De La Costa, Barranquilla, Colombia;

    Department of Industrial Engineering, Universidad De La Costa, Barranquilla, Colombia;

    Department of Mathematics, Bhangar Mahavidyalaya, Bhangar-743502, 24PGS (South), India;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    cooperative games; industrial cluster; supply chain; Shapley value;

    机译:合作游戏;产业集群供应链;Shapley值;

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