Titlebook: Additive Representations of Preferences; A New Foundation of Peter P. Wakker Book 1989 Springer Science+Business Media Dordrecht 1989 calc

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自负的人

6 Ontremd gedrag; de zelfbeheersing voorbijIn this chapter we give elementary definitions and notations. The reader familiar with them may wish to skip this chapter, or only look at the standard notations at the end of section 0.1, and may in case of doubt consult this chapter by way of the Subject Index.

PAD416

5 Dwangmatig gedrag; zoeken naar houvastThe following simple example of a choice problem will illustrate several questions to be addressed in the sequel.

Banquet

BILK

demote

Cacophonous

978-90-481-4036-7Springer Science+Business Media Dordrecht 1989

Subdue

Jens Borken,Andreas Patyk,Guido A. Reinhardtf alternatives is a Cartesian product П.Γ.. As always (with Chapter V excepted) I is the finite set {1 ,...,n}. Furthermore, we shall from now on assume that every Γ. is a connected and separable topological space. A reader not interested in general topology may simply assume that Γ. is a convex sub

brachial-plexus

Jens Borken,Andreas Patyk,Guido A. Reinhardt maximization, given only for finite state spaces in Theorem IV.2.7, to arbitrary state spaces. This is the only chapter where the index set (= state space) I is not assumed finite. Contrary to Savage (1954)’s approach, our approach can deal with unbounded utility functions. We shall give an example

MUTE

Basisinformationen und Rahmenannahmenlity maximization with continuous utility for the case where the probability measure no longer has to be additive. The main characterizing condition will be the ‘nonrevelation of comonotoniccontradictory tradeoffs’. The ‘nonadditive probability measures’ will be called capacities. Choquet(1953–54, 4