This volume makes accessible the large body of work that has grown out of Shapley's seminal 1953 paper.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Preface; 1. Introduction to the Shapley value Alvin E. Roth; Part I. Ancestral Papers: 2. A value for n-person games Lloyd S. Shapley; 3. A method for evaluating the distribution of power in a committee system Lloyd S. Shapley and Martin Shubik; Part II. Reformulation and Generalizations: 4. The expected utility of playing a game Alvin E. Roth; 5. The Shapley-Shubik and Banzhaf power indices as probabilities Philip D. Straffin, Jr.; 6. Weighted Shapley values Ehud Kalai and Dov Samet; 7. Probabilistic values for games Robert James Weber; 8. Combinatorial representations of the Shapley value based on average relative payoffs Uriel G. Rothblum; 9. The potential of the Shapley value Sergiu Hart and Andreu Mas-Colell; 10. Multilinear extensions of games Guillermo Owen; Part III. Coalitions: 11. Coalitional value Mordecai Kurz; 12. Endogenous formation of links between players and the coalitions: an application of the Shapley value Robert J. Aumann and Roger B. Myerson; Part IV. Large Games: 13. Values of large finite games Myrna Holtz Wooders and William R. Zame; 14. Payoffs in nonatomic economics: an axiomatic approach Pradeep Dubley and Abraham Neyman; 15. Values of smooth nonatomic games: the method of multilinear approximation Dov Monderer and Abraham Neyman; 16. Nondifferentiable TU markets: the value Jean-François Mertens; Part V. Cost Allocation and Fair Division: 17. Individual contribution and just compensation H. P. Young; 18. The Aumann-Shapley prices: a survey Yair Tauman; Part VI. NTU Games: 19. Utility comparison and the theory of games Lloyd S. Shapley; 20. Paths leading to the Nash set Michael Maschler, Guillermo Owen and Bezalel Peleg.
Preface; 1. Introduction to the Shapley value Alvin E. Roth; Part I. Ancestral Papers: 2. A value for n-person games Lloyd S. Shapley; 3. A method for evaluating the distribution of power in a committee system Lloyd S. Shapley and Martin Shubik; Part II. Reformulation and Generalizations: 4. The expected utility of playing a game Alvin E. Roth; 5. The Shapley-Shubik and Banzhaf power indices as probabilities Philip D. Straffin, Jr.; 6. Weighted Shapley values Ehud Kalai and Dov Samet; 7. Probabilistic values for games Robert James Weber; 8. Combinatorial representations of the Shapley value based on average relative payoffs Uriel G. Rothblum; 9. The potential of the Shapley value Sergiu Hart and Andreu Mas-Colell; 10. Multilinear extensions of games Guillermo Owen; Part III. Coalitions: 11. Coalitional value Mordecai Kurz; 12. Endogenous formation of links between players and the coalitions: an application of the Shapley value Robert J. Aumann and Roger B. Myerson; Part IV. Large Games: 13. Values of large finite games Myrna Holtz Wooders and William R. Zame; 14. Payoffs in nonatomic economics: an axiomatic approach Pradeep Dubley and Abraham Neyman; 15. Values of smooth nonatomic games: the method of multilinear approximation Dov Monderer and Abraham Neyman; 16. Nondifferentiable TU markets: the value Jean-François Mertens; Part V. Cost Allocation and Fair Division: 17. Individual contribution and just compensation H. P. Young; 18. The Aumann-Shapley prices: a survey Yair Tauman; Part VI. NTU Games: 19. Utility comparison and the theory of games Lloyd S. Shapley; 20. Paths leading to the Nash set Michael Maschler, Guillermo Owen and Bezalel Peleg.
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