Simultaneous conjoint measurement: A new type of fundamental measurement
References (16)
- et al.
A finitistic axiomatization of subjective probability and utility
Econometrica
(1956) - et al.
A model of riskless choice
Behav. Sci
(1959) Foundations of science: The philosophy of theory and experiment
(1957)An account of the principles of measurement and calculation
(1928)The relational simplex theory of equal interval and absolute scaling
Acta Psychol
(1962)- et al.
Decision-making: An experimental approach
(1957) Cardinal utility for even-chance mixtures of pairs of sure prospects
Rev. Econ. Stud
(1959)Topological methods in cardinal utility theory
There are more references available in the full text version of this article.
Cited by (1223)
Use of personas in Requirements Engineering: A systematic mapping study
2023, Information and Software TechnologyCan contract farming support sustainable intensification in agri-food value chains?
2023, Ecological EconomicsStudy of the competitiveness of industrial parks using conjoint analysis
2023, Research in GlobalizationNondecomposable Item Response Theory models: Fundamental measurement in psychometrics
2023, Journal of Mathematical PsychologyUnderstanding healthcare providers’ electronic health record (EHR) interface preferences via conjoint analysis
2023, International Journal of Medical Informatics
- 1
The hospitality of the Center for Advanced Study in the Behavioral Sciences and of Stanford University is gratefully acknowledged. We wish to thank Francis W. Irwin and Richard Robinson for careful readings of an earlier version which have led to corrections and clarifications of the argument.
- 2
Research supported in part by the National Science Foundation grant NSF G-17637 to the University of Pennsylvania.
- 3
Research in part at Princeton University under the sponsorship of the Army Research Office (Durham).
Copyright © 1964 Published by Elsevier Inc.