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所属单位：经济与管理学院

发表刊物：Discrete Appl Math

摘要：The matrix representations of consensus or dissent stabilities for two decision makers are developed under the framework of the graph model for conflict resolution. This explicit algebraic form can be more effectively and conveniently employed to calculate consensus or dissent stabilities and predict equilibria of a graph model, while also facilitating modifications and new extensions. More specifically, this paper presents and proves the matrix definitions of eight stabilities considering the consensual and dissensual behaviors of decision makers. Then these stability concepts within the consensus and dissent preference are embedded into the latest version of decision support system NUAAGMCR, which can be used to study real-world conflicts. Through an illustrative case study, the procedure of applying the proposed algebraic method for calculating stability concepts in regard to consensus and dissent preferences is demonstrated, and valuable strategic insights are provided for a better understanding of the decision makers’ behaviors. © 2018 Elsevier B.V.

ISSN号：0166-218X

是否译文：否

发表时间：2019-01-01

合写作者：Zhao, Jinshuai,Ke, Ginger Y.,Ali, Sharafat

通讯作者：Ke, Ginger Y.,徐海燕