HEC Research Papers Series,
HEC Paris

Abstract: We reexamine some of the classic problems connected with the use of cardinal utility functions in decision theory, and discuss Patrick Suppes's contributions to this field in light of a reinterpretation we propose for these problems. We analytically decompose the doctrine of ordinalism, which only accepts ordinal utility functions, and distinguish between several doctrines of cardinalism, depending on what components of ordinalism they specifically reject. We identify Suppes's doctrine with the major deviation from ordinalism that conceives of utility functions as representing preference differences, while being nonetheless empirically related to choices. We highlight the originality, promises and limits of this choice-based cardinalism.

Keywords: Ordinal utility; Cardinal utility; Preference differences; Representation theorems; Suppes; Ordinalism; Cardinalism

JEL-codes: B21; B31

28 pages, January 4, 2016

Full text files

papers.cfm?abstract_id=2711256  

Download statistics

• HEC Paris
• Ordering Working Papers
• Home page for this series

Questions (including download problems) about the papers in this series should be directed to Antoine Haldemann ()
Report other problems with accessing this service to Sune Karlsson ().

This page generated on 2024-02-05 15:47:25.