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主办:中国优选法统筹法与经济数学研究会
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基于Myerson值优化的企业创新网络共创价值的分配研究

彭正银1,孙莹2,李妍3,车响午4   

  1. 1. 天津财经大学
    2. 山东青年政治学院
    3.
    4. 山东工商学院
  • 收稿日期:2022-03-07 修回日期:2022-07-21 发布日期:2022-09-02
  • 通讯作者: 孙莹
  • 基金资助:
    72164027;生态农业区域规模化人力资本缺失治理政策与管理措施反馈分析和动态仿真理论模型应用研究

Research on the distribution of co-creation value of enterprise innovation network based on Myerson value optimization

  • Received:2022-03-07 Revised:2022-07-21 Published:2022-09-02

摘要: 对于企业创新网络共创价值分配的研究,学者们多采用合作博弈方法,运用Shapley值和修正的Shapley值进行分配,忽略了网络联结结构、联结关系的方向与强弱对共创价值分配的影响。本文首先运用边密度刻画创新网络中的联结结构,构建了考虑网络联结结构的Myerson值,并证明其是满足分支有效性和公平性的唯一分配法则;其次,运用创新网络中企业的重要程度对联结关系的方向和强弱进行度量,对考虑网络联结结构的Myerson值进行修正,得到了企业创新网络共创价值分配的合作博弈解;最后,通过实例进行数值检验与比较分析,揭示本文构建的合作博弈解,不仅对解决创新网络共创价值分配问题具有合理性和有效性,而且提供了更具一般性的分配方法,具有广泛的应用价值。

关键词: 创新网络, 收益分配, Myerson值, 边密度, 联结结构, 关系强弱

Abstract: For the research on the co-creation value distribution of enterprise innovation networks, scholars mostly use cooperative game methods, using Shapley values and modified Shapley values for distribution, ignoring the impact of network connection structure, the direction and strength of the connection relationship on the distribution of co-creation value. In this paper, the edge density is used to characterize the connection structure in the innovative network, and the Myerson value considering the network connection structure is constructed, and it is proved that it is the only distribution law that satisfies the validity and fairness of the branch. Secondly, the direction and strength of the connection relationship are measured by the importance of the enterprise in the innovation network, and the Myerson value considering the network connection structure is corrected, and the cooperative game solution of the co-creation value distribution of the enterprise innovation network is obtained. Finally, through the numerical test and comparative analysis, it is revealed that the cooperative game solution constructed in this paper is not only reasonable and effective in solving the problem of co-creation value distribution of innovation networks, but also provides a more general allocation method with wide application value.

Key words: Innovation network, Benefit distribution, Myerson value, Edge density, Connection structure, Strength of the relationship