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  1. Modeling Rational Players: Part I.Ken Binmore - 1987 - Economics and Philosophy 3 (2):179-214.
    Game theory has proved a useful tool in the study of simple economic models. However, numerous foundational issues remain unresolved. The situation is particularly confusing in respect of the non-cooperative analysis of games with some dynamic structure in which the choice of one move or another during the play of the game may convey valuable information to the other players. Without pausing for breath, it is easy to name at least 10 rival equilibrium notions for which a serious case can (...)
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  • On the evaluation of solution concepts.Robert Stalnaker - 1994 - Theory and Decision 37 (1):49-73.
  • Backward-induction arguments: A paradox regained.Jordan Howard Sobel - 1993 - Philosophy of Science 60 (1):114-133.
    According to a familiar argument, iterated prisoner's dilemmas of known finite lengths resolve for ideally rational and well-informed players: They would defect in the last round, anticipate this in the next to last round and so defect in it, and so on. But would they anticipate defections even if they had been cooperating? Not necessarily, say recent critics. These critics "lose" the backward-induction paradox by imposing indicative interpretations on rationality and information conditions. To regain it I propose subjunctive interpretations. To (...)
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  • Knowledge, Belief and Counterfactual Reasoning in Games.Robert Stalnaker - 1996 - Economics and Philosophy 12 (2):133.
    Deliberation about what to do in any context requires reasoning about what will or would happen in various alternative situations, including situations that the agent knows will never in fact be realized. In contexts that involve two or more agents who have to take account of each others' deliberation, the counterfactual reasoning may become quite complex. When I deliberate, I have to consider not only what the causal effects would be of alternative choices that I might make, but also what (...)
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  • To Have One's Cake and Eat It, Too: Sequential Choice and Expected-Utility Violations.Wlodek Rabinowicz - 1995 - Journal of Philosophy 92 (11):586-620.
  • Ratificationism without ratification: Jeffrey meets Savage.Wlodzimierz Rabinowicz - 1985 - Theory and Decision 19 (2):171-200.
  • Stable and retrievable options.Wlodzimierz Rabinowicz - 1989 - Philosophy of Science 56 (4):624-641.
    An option available to an agent is stable if it maximizes expected utility on the hypothetical assumption that the agent is going to choose it. As is well known, some decision problems lack a stable solution. Paul Weirich (1986 and 1988) has recently proposed a decision principle which prescribes that the option chosen should be at least weakly stable--or "weakly ratifiable", to use his terminology. According to him, full stability is an excessively strong demand. I shall argue that Weirich's proposal (...)
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  • The backward induction paradox.Philip Pettit & Robert Sugden - 1989 - Journal of Philosophy 86 (4):169-182.
  • To Have One's Cake and Eat It, Too: Sequential Choice and Expected-utility Violations.Wlodek Rabinowicz - 1995 - Journal of Philosophy 92 (11):586-620.
    An agent whose preferences violate the Independence Axiom or for some other reason are not representable by an expected utility function, can avoid 'dynamic inconsistency' either by foresight ('sophisticated choice') or by subsequent adjustment of preferences to the chosen plan of action ('resolute choice'). Contrary to McClennen and Machina, among others, it is argued these two seemingly conflicting approaches to 'dynamic rationality' need not be incompatible. 'Wise choice' reconciles foresight with a possibility of preference adjustment by rejecting the two assumptions (...)
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  • Reexamination of the Perfectness Concept for Equilibrium Points in Extensive Games.Reinhard Selten - 1975 - International Journal of Game Theory 4:25-55.
     
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  • Ratifiability and Stability.Wlodzimierz Rabinowicz - 1988 - In Peter Gärdenfors & Nils-Eric Sahlin (eds.), Decision, Probability, and Utility. Cambridge University Press. pp. 406-425.
     
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