The UvA-LINKER will give you a range of other options to find the full text of a publication (including a direct link to the full-text if it is located on another database on the internet).
De UvA-LINKER biedt mogelijkheden om een publicatie elders te vinden (inclusief een directe link naar de publicatie online als deze beschikbaar is in een database op het internet).


Zoekopdracht: faculteit: "FEB" en publicatiejaar: "1986"

AuteurP.P. Wakker
TitelConcave additively decomposable representing functions and risk aversion
Boek/bron titelRecent developments in the foundation of utility and risk theory
Auteurs/EditorsL. Daboni, A. Montesano, M. Lines
FaculteitFaculteit Economie en Bedrijfskunde
Instituut/afd.FEB: Amsterdam School of Economics Research Institute (ASE-RI)
TrefwoordenDecision making under uncertainty; Mathematical methods; Risk; Utility
SamenvattingA condition for preference relations on Cartesian products is introduced, the concavity assumption. It gives the behavioural foundation to concave additively decomposable representing functions (prominent in optimization). Its connections with strong separability (=coordinate or preferential independence) combined with convexity are studied. The cardinal coordinate independence condition, by itself necessary and sufficient for subjective expected utility maximization, is combined with the concavity assumption into concave cardinal coordinate independence, a concise condition characterizing the customary expected utility maximization with risk aversion.
Soort documentHoofdstuk
Document finderUvA-Linker