Theory of Cooperative Games |
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| | | 2007-11-07 | No history |  | Add My version | | (mindmap file created by ConceptDraw MINDMAP)
| | | | Introduction to the Theory of Cooperative Games - Game Theory - Mathematical Journals, Books & Online Media Springer.cdmm | |  | | | outline | | | Theory of Cooperative Games |
| | Dynamic Bargaining Procedures for the Kernel and the Bargaining Set |
| | Continuity Properties of Solutions |
| | Geometric Properties of the e-Core, Kernel, and Prekernel |
| | The Prekernel, Kernel, and Nucleolus |
| | Coalitional TU Games and Solutions |
| | Variants of the Davis-Maschler Bargaining Set for NTU Games |
| | On the Classical and the Mas-Colell Bargaining Set |
| | The Consistent Shapley Value |
| | The Shapley NTU Value and the Harsanyi Solution |
| | Cooperative Games in Strategic and Coalitional Form |
| | Interpersonal Comparisons of Utility |
| | Bezalel Peleg, Peter Sudholter |
| | Theory of Cooperative Games |
| | A Combinatorial Characterization of the Prenucleolus |
| | An Axiomatization of the Prenucleolus |
| | An Axiomatization of the Nucleolus |
| | The Prenucleolus of Games with Coalition Structures |
| | The Nucleolus of Strong Weighted Majority Games |
| | Bezalel Peleg, Peter Sudholter |
| | Theory of Cooperative Games |
| | The Bondareva-Shapley Theorem |
| | An Application to Market Games |
| | Some Families of Totally Balanced Games |
| | Minimum Cost Spanning Tree Games |
| | A Characterization of Convex Games |
| | An Axiomatization of the Core |
| | An Axiomatization of the Core on Market Games |
| | The Core for Games with Various Coalition Structures |
| | Bezalel Peleg, Peter Sudholter |
| | Theory of Cooperative Games |
| | Existence of the Bargaining Set |
| | Balanced Superadditive Games and the Bargaining Set |
| | The Reactive and the Semi-reactive Bargaining Set |
| | The Mas-Colell Bargaining Set |
| | Non-monotonicity of Bargaining Sets |
| | The Bargaining Set and Syndication |
| | Bezalel Peleg, Peter Sudholter |
| | Theory of Cooperative Games |
| | Existence and Uniqueness of the Value |
| | Monotonicity Properties of Solutions and the Value |
| | The Potential of the Shapley Value |
| | A Reduced Game for the Shapley Value |
| | The Shapley Value for Simple Games |
| | Games with Coalition Structures |
| | Games with A Priori Unions |
| | Multilinear Extensions of Games |
| | Bezalel Peleg, Peter Sudholter |
| | Theory of Cooperative Games |
| | Ordinal and Cardinal Convex Games. |
| | Individual Rationality, Pareto Optimality, and the Core |
| | An Axiomatization of the Core |
| | Reduced Games of NTU Games |
| | Additional Properties and Characterizations |
| | Bezalel Peleg, Peter Sudholter |
| | Theory of Cooperative Games |
| | On the Classical Bargaining Set and the Mas-Colell Bargaining Set |
| | The Mas-Colell Bargaining Set MB and Majority Voting Games |
| | Classical Bargaining Set for NTU Games |
| | Voting Games with an Empty Mas-Colell Bargaining Set |
| | Non-levelled NTU Games with an Empty Mas-Colell Prebargaining Set |
| | Existence Results for Many Voters |
| | Bezalel Peleg, Peter Sudholter |
| | Coalitional TU Games and Solutions |
| | The Prekernel, Kernel, and Nucleolus |
| | The Nucleolus and the Prenucleolus |
| | The Reduced Game Property |
| | Desirability, Equal Treatment, and the Prekernel |
| | An Axiomatization of the Prekernel |
| | Individual Rationality and the Kernel |
| | Reasonableness of the Prekernel and the Kernel |
| | The Prekernel of a Convex Game |
| | The Prekernel and Syndication |
| | Geometric Properties of the e-Core, Kernel, and Prekernel |
| | Geometric Properties of the e-Core |
| | Some Properties of the Least-Core |
| | Geometric Characterizations of the Prekernel and Kernel |
| | A Method for Computing the Prenucleolus |
| | Continuity Properties of Solutions |
| | Upper Hemicontinuity of Solutions |
| | Lower Hemicontinuity of Solutions |
| | Continuity of the Prenucleolus |
| | Dynamic Bargaining Procedures for the Kernel and the Bargaining Set |
| | Dynamic Systems for the Kernel and the Bargaining Set |
| | Stable Sets of the Kernel and the Bargaining Set |
| | Asymptotic Stability of the Nucleolus |
| | Bezalel Peleg, Peter Sudholter |
| | Cooperative Games in Strategic and Coalitional Form |
| | Cooperative Games in Strategic Form |
| | Coalitional Games with Nontransferable Utility |
| | Cooperative Games with Side Payments but Without Transferable Utility |
| | The Shapley NTU Value and the Harsanyi Solution |
| | The Shapley Value of NTU Games |
| | A Characterization of the Shapley NTU Value |
| | A Characterization of the Harsanyi Solution |
| | The Consistent Shapley Value |
| | On the Classical Bargaining Set and the Mas-Colell Bargaining Set for NTU Games |
| | Variants of the Davis-Maschler Bargaining Set for NTU Games |
| | The Ordinal Bargaining Set M° |
| | A Proof of Billera's Theorem. |
| | The Ordinal Bargaining Sets |
| | Solutions Related to the Prekernel |
| | Bezalel Peleg, Peter Sudholter |
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