Application of Improved Shapley Value in Benefit Distribution of Industry-University-Research Institute

Based on constructing its mathematical model. The benefits of each participant in the alliance are determined by optimall caculation methods called Shapley value. Benefits of Scientific and rational distribution is the guarantee for the stable operation of the industry-university-research alliance,...

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Bibliographic Details
Published in2022 Global Conference on Robotics, Artificial Intelligence and Information Technology (GCRAIT) pp. 590 - 593
Main Authors Wu, Meirong, Jie, Chen
Format Conference Proceeding
LanguageEnglish
Published IEEE 01.07.2022
Subjects
Artificial intelligence
Benefit Distribution
Costs
Improved Shapley Value
Industry-university-research cooperation
Information technology
Mathematical models
Matlab Process
Resource management
Service robots
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Summary:Based on constructing its mathematical model. The benefits of each participant in the alliance are determined by optimall caculation methods called Shapley value. Benefits of Scientific and rational distribution is the guarantee for the stable operation of the industry-university-research alliance, which plays a decisive role in the sustainable and stable development of the cooperative relationship. The Shapley allocation method does not take into account the importance of resources to the coalition. In This paper, the Shapley value is properly improved, and the cost value and resource value of the resources invested by the members in the alliance are fully considered. So as to realize the fair and reasonable distribution of the interests of the industry-university-research alliance.
DOI:10.1109/GCRAIT55928.2022.00129