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177767

Consequentialism and bayesian rationality in normal form games

Peter J. Hammond

pp. 187-196

Abstract

In single-person decision theory, Bayesian rationality requires the agent first to attach subjective probabilities to each uncertain event, and then to maximize the expected value of a von Neumann—Morgenstern utility function (or NMUF) that is unique up to a cardinal equivalence class. When the agent receives new information, it also requires subjective probabilities to be revised according to Bayes' rule.

Publication details

Published in:

Leinfellner Werner, Köhler Eckehart (1998) Game theory, experience, rationality: foundations of social sciences, economics and ethics. In honor of John C. Harsanyi. Dordrecht, Springer.

Pages: 187-196

DOI: 10.1007/978-94-017-1654-3_16

Full citation:

Hammond Peter J. (1998) „Consequentialism and bayesian rationality in normal form games“, In: W. Leinfellner & E. Köhler (eds.), Game theory, experience, rationality, Dordrecht, Springer, 187–196.