| Description |
1 online resource (xi, 151 pages) : illustrations (some color) |
| Series |
Communications in computer and information science, 1865-0929 ; 1082 |
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Communications in computer and information science ; 1082. 1865-0929
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| Contents |
Intro; Preface; Organization; Contents; The Consensus Games for Consensus Economics Under the Framework of Blockchain in Fintech; 1 Introduction; 2 The Concept of Hybrid Solution in Game Theory; 3 The Concept of Consensus Games and Related Results; 4 The Consensus Games for Bitcoin Ecosystems; 4.1 The Stability of Bitcoin Ecosystems; 4.2 The Basic Mining Economics; 4.3 The Stability of Mining Pool Games Under the Framework by Concepts of Consensus Games; 4.4 The Miner's Dilemma and General Pool Game; 5 The Concluding Remarks; References |
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Characterizations of the Position Value for Hypergraph Communication Situations1 Introduction; 2 Basic Definitions and Notation; 3 The Characterizations of the Position Value; 3.1 Non-axiomatic Characterizations of the Position Value; 3.2 The Axiomatic Characterization of the Position Value; 4 Concluding Remarks; References; A Class of Social-Shapley Values of Cooperative Games with Graph Structure; 1 Introduction; 2 Preliminaries; 3 The Social-Shapley Value in Graph-Restricted Games; 4 A Class of the Social-Shapley Values in Graph-Restricted Games; 5 Conclusions; References |
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The Extension of Combinatorial Solutions for Cooperative GamesAbstract; 1 Introduction; 2 Preliminaries; 3 The Model for the \alpha -Egalitarian Shapley Values of Cooperation Games; 4 A New Convex Combinations Solution of the Cooperative Games; 5 A Procedural Interpretation for the SCE Value; 6 Concluding Remarks; Acknowledgement; References; An Allocation Value of Cooperative Game with Communication Structure and Intuitionistic Fuzzy Coalitions; Abstract; 1 Introduction; 2 Graph Cooperative Game with Intuitionistic Fuzzy Coalitions; 2.1 Crisp Graph Cooperative Game and Its AT Solution |
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2.2 Fuzzy Coalition and Intuitionistic Fuzzy Coalition3 AT Solution for Cooperative Game with Intuitionistic Fuzzy Coalition; 3.1 The Mean Value of Preference; 3.2 The Characteristic Function with Intuitionistic Fuzzy Coalition Based upon Preference Form; 3.3 AT Solution and Its Properties; 4 An Application and Comparison Analysis; 4.1 Application of a Profit Allocation Problem; 4.2 Comparison and Discussion; 5 Conclusion; Acknowledgments; References; Shapley Value Method for Benefit Distribution of Technology Innovation in Construction Industry with Intuitionistic Fuzzy Coalition; Abstract |
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1 Introduction2 Research Status at Home and Abroad; 2.1 Research Status of Technical Innovation in Construction Industry; 2.2 Research Status of Benefit Distribution of Coalition; 2.3 The Research Status of Intuitionistic Fuzzy Set Theory and Its Application at Home and Abroad; 3 Formation and Value Creation Mechanism of Intuitionistic Fuzzy Coalition of Technological Innovation in Construction Industry; 3.1 Formation Mechanism of Intuitionistic Fuzzy Coalitions for Technological Innovation in Construction Industry |
| Summary |
This book constitutes extended, revised and selected papers from the Third East Asia Game Theory International Conference, EAGT 2019, held in Fuzhou, China, in March 2019. The 10 full papers presented in this volume were carefully reviewed and selected from a total of 146 submissions. The papers in the volume are focused on non-cooperative and cooperative games and cover such subjects or disciplines as game theory, operations research, mathematics, decision science, management science, economics, experiment economics, system engineering, psychology and control theory |
| Notes |
Includes author index |
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Online resource; title from PDF title page (SpringerLink, viewed October 16, 2019) |
| Subject |
Game theory -- Congresses
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Game theory
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| Genre/Form |
proceedings (reports)
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Conference papers and proceedings
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Conference papers and proceedings.
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Actes de congrès.
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| Form |
Electronic book
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| Author |
Li, Deng-Feng, 1965- editor.
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| ISBN |
9789811506574 |
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9811506574 |
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