منابع مشابه
Nontransitive Decomposable Conjoint Measurement 1
Traditional models of conjoint measurement look for an additive representation of transitive preferences. They have been generalized in two directions. Nontransitive additive conjoint measurement models allow for nontransitive preferences while retaining the additivity feature of traditional models. Decomposable conjoint measurement models are transitive but replace additivity by a mere decompo...
متن کاملSimultaneous Conjoint Measurement: A New Type of Fundamental Measurement
The essential character of what is classically considered, e.g., by N. R. Campbell, the fundamental measurement of extensive quantities is described by an axiomatization for the comparision of effects of (or responses to) arbitrary combinations of “quantities” of a single specified kind. For example, the effect of placing one arbitrary combination of masses on a pan of a beam balance is compare...
متن کاملThe Rasch model, additive conjoint measurement, and new models of probabilistic measurement theory.
This research describes some of the similarities and differences between additive conjoint measurement (a type of fundamental measurement) and the Rasch model. It seems that there are many similarities between the two frameworks, however, their differences are nontrivial. For instance, while conjoint measurement specifies measurement scales using a data-free, non-numerical axiomatic frame of re...
متن کاملBeyond Conjoint Analysis: Advances in Preference Measurement
We identify gaps and propose several directions for future research in preference measurement. We structure our argument around a framework that views preference measurement as comprising three inter-related components: 1) the problem that the study is ultimately intended to address; 2) the design of the preference measurement task and the data collection approach; 3) the specification and esti...
متن کاملAdditive conjoint measurement with ordered categories 1
Conjoint measurement studies binary relations defined on product sets and investigates the existence and uniqueness of, usually additive, numerical representations of such relations. It has proved to be quite a powerful tool to analyze and compare MCDM techniques designed to build a preference relation between multiattributed alternatives and has been an inspiring guide to many assessment proto...
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ژورنال
عنوان ژورنال: Journal of Mathematical Psychology
سال: 1975
ISSN: 0022-2496
DOI: 10.1016/0022-2496(75)90003-6