Titlebook: Constructing and Applying Objective Functions; Proceedings of the F Andranik S. Tangian,Josef Gruber Conference proceedings 2002 Springer-V

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Decision Models and Preferences: The Pioneering Contributions of Ragnar Frischview of some of Frisch’s work in this and related areas is given. His interviewing approach to estimate preferences is outlined. It is hinted at how the interview technique can be applied to quantify preferences for a variety of decision makers.

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Utility Functions, Prices, and Cost Functions on a Lattice of Information Commoditiesodities like computer programs, books, licenses, etc. Their distinction is that one needs their single instances, since additional copies provide no new information..Every information commodity is regarded as a sum of certain innovations. An additive utility function (as well as price, or cost funct

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A Structure of Joint Irreducible Sets for Classically Rationalizable Choice Operatorsoncepts independently developed in the literature. Koshevoy (1999) defined a map which is a correspondence between path independent choice functions and anti-exchange closure operators. In this study the Koshevoy map is redefined for some special cases of classically rationalizable choice functions.

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Constructing Separable Objective Functionsis shown that (a) the data required are ordinal, simplest, and minimal; (b) the resulting ordinal preference is independent of the cardinal utility scale used in intermediate computations. The method is illustrated with an example of constructing a separable objective function of German economic pol

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Constructing Utility Functions by Methods of Nondifferentiable Optimizationates of ordinal utility under certain a priori constraints. Due to these methods, the fit can be performed not only with respect to the least squares criterion but with respect to the least moduli criterion, and with respect to the minimax (Chebyshev) criterion as well. Besides, nonsmooth constraint