Rational Behavior and Bargaining Equilibrium in Games and Social SituationsCUP Archive, 1986 - Počet stran: 314 This is a paperback edition of a major contribution to the field, first published in hard covers in 1977. The book outlines a general theory of rational behaviour consisting of individual decision theory, ethics, and game theory as its main branches. Decision theory deals with a rational pursuit of individual utility; ethics with a rational pursuit of the common interests of society; and game theory with an interaction of two or more rational individuals, each pursuing his own interests in a rational manner. |
Obsah
1 | 10 |
Rationalchoice models of social behavior | 16 |
Rational behavior under certainty risk and uncertainty | 22 |
Morality and social welfare | 48 |
Some basic concepts of game theory | 87 |
Rationality postulates for game situations | 113 |
The four basic problems facing the players of a game | 124 |
the Nash solution | 141 |
nPerson simple bargaining games | 196 |
the modified | 212 |
the general case | 244 |
discriminatory solutions | 263 |
Noncooperative and almostnoncooperative games | 273 |
Conclusion | 289 |
| 305 | |
General twoperson cooperative games | 167 |
Další vydání - Zobrazit všechny
Rational Behaviour and Bargaining Equilibrium in Games and Social Situations John C. Harsanyi Náhled není k dispozici. - 1977 |
Rational Behaviour and Bargaining Equilibrium in Games and Social Situations John C. Harsanyi Náhled není k dispozici. - 1977 |
Rational Behaviour and Bargaining Equilibrium in Games and Social Situations John C. Harsanyi Náhled není k dispozici. - 1977 |
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a₁ agreement alternative assume assumption Axiom B₁ best reply boundary H c₁ called cardinal utility characteristic function choice choose concession conflict payoffs decision maker decision theory defined dominance eligible equilibrium points Equation equilibrium point example final payoff game G game situations game theory game tree game with transferable individual joint payoff joint strategy Lemma maximin payoff maximin strategy mixed strategies moral value judgments n-person cooperative game Nash solution Nash's noncooperative game o₁ obtain outcome payoff space payoff u₁ payoff vector player i's possible preferences Proof pure strategies r₁ rational behavior rational players rationality postulates risk limit risky prospects satisfy Shapley value simple bargaining game social situations social-welfare function solution concept strategy n-tuples strategy pair subgame subjective probabilities Suppose sure prospects Theorem tion transferable utility two-person ū₁ ū₂ ultimatum game upper right boundary utility function utility unit variables W₁(A yield Zeuthen's Principle