Titlebook: Constructing Scalar-Valued Objective Functions; Proceedings of the T Andranik Tangian,Josef Gruber Conference proceedings 1997 Springer-Ver

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步兵

Rational Choice Under Convex Conditionssh a kind of ‘transitivity’ induced by a rational choice under less complete convex conditions. Based on our (1985) paper we give a comprehensible answer for cases of rational and strongly rational choice. In particular, we formulate the conditions under which a strongly rational choice is generated

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河潭

Game Theoretic Axioms for Utilities with Random Choices without the outcome known beforehand, but with probabilities of these outcomes a priori known to the decision maker. Presuming that the utilities of lottery outcomes are determined, the von Neumann-Morgenstern utility theory recommends to evaluate the utility of a lottery by its mathematical expect

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A Bounding Procedure for Expected Multiattribute Utilityted sum of single-attribute utilities. In each stage the decision maker is asked about his or her preference between a given pair of lotteries. The answer is used to derive inequalities either for the attribute weights or the single-attribute utility functions, to calculate bounds for the expected u

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大猩猩

Quadratic Objective Functions from Ordinal Data: Towards Reliable Representations of Policy Makers’ is pointed out that objective functions generated with these methods tend to be highly non-robust with respect to small errors in a decision maker’s answers. For definite objective functions which are often considered relevant in macroeconomics, a modified method is proposed which reduces the probl

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Practical Implementation of a Survey for Estimating Quadratic Objective Functionsan (elsewhere in this volume). A questionnaire to reveal preferences for the economic situation in Sachsen-Anhalt (a new state of the Federal Republic of Germany with the capital Magdeburg) has been developed and given to members of the state parliament. The quadratic objective functions estimated f

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