汤华丽, 梁海明, 董玉成. 加性偏好关系下二分类群体共识决策方法[J]. 电子科技大学学报社科版, 2021, 23(3): 31-38. DOI: 10.14071/j.1008-8105(2021)-1051
引用本文: 汤华丽, 梁海明, 董玉成. 加性偏好关系下二分类群体共识决策方法[J]. 电子科技大学学报社科版, 2021, 23(3): 31-38. DOI: 10.14071/j.1008-8105(2021)-1051
TANG Hua-li, LIANG Hai-ming, DONG Yu-cheng. Binary Classification Group Consensus Decision-making Method Based on the Additive Preference Relation[J]. Journal of University of Electronic Science and Technology of China(SOCIAL SCIENCES EDITION), 2021, 23(3): 31-38. DOI: 10.14071/j.1008-8105(2021)-1051
Citation: TANG Hua-li, LIANG Hai-ming, DONG Yu-cheng. Binary Classification Group Consensus Decision-making Method Based on the Additive Preference Relation[J]. Journal of University of Electronic Science and Technology of China(SOCIAL SCIENCES EDITION), 2021, 23(3): 31-38. DOI: 10.14071/j.1008-8105(2021)-1051

加性偏好关系下二分类群体共识决策方法

Binary Classification Group Consensus Decision-making Method Based on the Additive Preference Relation

  • 摘要:
    目的/意义伴随着社会经济的发展,加性偏好关系下二分类群体共识决策在选调生选拔、律所实习生留用和基金项目评审等诸多现实问题均有所体现,因而需要提出针对性的分析方法。
    设计/方法给出了二分类选择方法,用以获得个体和群体关于备选方案集的二分类向量;给出了二分类共识方法,协助个体调整偏好,从而获得具有较高共识水平的二分类。
    结论/发现从最小调整成本视角,建立了加性偏好关系下二分类群体共识决策方法。所提方法可扩展应用解决多个领域中二分类群体决策问题,具备了应用上的普适性。

     

    Abstract: Purpose/Significance With the development of economy, the binary classification group consensus decision-making method based on the additive preference relation is applied in many fields, such as the determination of selected graduates, the retention of law firm interns and the evaluation of fund projects. Therefore, it is necessary to propose a targeted analytical method. Design/Methodology A binary classification selection method is put forward to obtain the individual and collective binary classification vectors in relation to alternatives. A binary classification consensus method is proposed to assist the individuals to adjust their preferences and improve their consensus level. Findings/Conclusions From the perspective of minimum adjustment cost, this paper develops a binary classification group consensus decision-making method based on additive preference relation. The proposed method can be extended to solve the binary classification group decision-making issues in many fields.

     

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