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徐海燕

教授

招生学科专业:
控制科学与工程 -- 【招收硕士研究生】 -- 经济与管理学院
管理科学与工程 -- 【招收博士、硕士研究生】 -- 经济与管理学院
工商管理 -- 【招收非全日制硕士研究生】 -- MBA中心
工程管理 -- 【招收非全日制硕士研究生】 -- MBA中心
工业工程与管理 -- 【招收硕士研究生】 -- 经济与管理学院
物流工程与管理 -- 【招收硕士研究生】 -- 经济与管理学院

学历:加拿大滑铁卢大学

学位:工学博士学位

所在单位:经济与管理学院

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Mixed stabilities for analyzing opponents? heterogeneous behavior within the graph model for conflict resolution

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所属单位:经济与管理学院

发表刊物:Eur J Oper Res

摘要:Mixed stabilities are incorporated into the Graph Model for Conflict Resolution (GMCR) for modeling and analyzing a complicated conflict with heterogeneous opponents, consisting of both credible and non-credible players. To identify the mixed coalitional movements, mixed unilateral improvements (MUIs) are constructed in this research followed by a specific example. Subsequently, two types of mixed stabilities are developed within the GMCR paradigm for conveniently portraying different sanctioning behavior of heterogeneous opponents. Compared to general metarationality (GMR), symmetric metarationality (SMR) and sequential stability (SEQ), mixed stabilities take into account different sanctioning moves by opponents, which is more practical and useful for investigating real-world disputes. Furthermore, the interrelationships among mixed stabilities and four classical stabilities are discussed. Subsequently, equilibria with mixed stabilities are proposed, in which each decision maker may adopt a different solution concept defining his or her behavior. To enhance the efficiency of mixed stability calculations, the algebraic representations of mixed stabilities are then constructed. Finally, a generic environmental conflict in China is utilized to demonstrate how mixed stabilities can be employed to effectively address an actual dispute with heterogeneous opponents. © 2019 Elsevier B.V.

ISSN号:0377-2217

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发表时间:2019-01-01

合写作者:Zhao, Shinan,Hipel, Keith W.,Fang, Liping

通讯作者:徐海燕,Hipel, Keith W.,徐海燕

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