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589.
Rational Preference and Rationalizable Choiceby S. Cerreia-Vioglio, A. Giarlotta, S. Greco, F. Maccheroni, M. Marinacci We study a decision maker characterized by two binary relations. The fi rst reflects his judgments about well-being, his mental preferences. The second describes the decision makers choice behavior, his behavioral preferences, the ones that govern choice (see Rubin- stein and Salant, 2008a,b). Specifi cally, in the context of decision making under uncertainty, we propose axioms that may describe the rationality of these two relations. These axioms allow a joint representation by a single set of probabilities and a single utility function. It is mentally rational to prefer f over g if and only if the expected utility of f is at least as high as that of g for all probabilities in the set. It is behaviorally rationalizable to choose f over g if and only if the expected utility of f is at least as high as that of g for some probability in the set. In other words, mental and behavioral preferences admit, respectively, a representation à la Bewley (2002) and à la Lehrer and Teper (2011). Our results also provide foundation for a decision analysis procedure called robust ordinal regression and proposed by Greco, Mousseau, and Slowinski (2008). |

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November 30, 2016 |