Decomposable threshold models

DOI10.1016/0022-2496(91)90034-QzbMath0734.92030MaRDI QIDQ811456

William M. Goldstein

Publication date: 1991

Published in: Journal of Mathematical Psychology (Search for Journal in Brave)

zbMATH Keywords

axiomsmulticriteria choicecontext-independencedecomposable threshold modelsindependent cue modelslinear separability of categoriesmodels of categorizationmodels of preferencemultidimensional stimulus

Mathematics Subject Classification ID

Linear inference, regression (62J99) Social and behavioral sciences: general topics (91C99) Individual preferences (91B08) Applications of statistics to psychology (62P15)

Related Items (16)

Preferences for multi-attributed alternatives: traces, dominance, and numerical representations ⋮ An axiomatic approach to noncompensatory sorting methods in MCDM. I: The case of two categories ⋮ A note on ELECTRE TRI-nB with few limiting profiles ⋮ Multiple criteria sorting models and methods. II: Theoretical results and general issues ⋮ A theoretical look at \textsc{Electre Tri}-nB and related sorting models ⋮ Biorders with frontier ⋮ An axiomatic approach to noncompensatory sorting methods in MCDM. II: M ore than two categories ⋮ Subjective expected utility without preferences ⋮ Stochastic networks as models of cognition: Deriving predictions for resource-constrained mental processing ⋮ `Additive difference' models without additivity and subtractivity ⋮ Following the traces: an introduction to conjoint measurement without transitivity and additivity ⋮ Trichotomous preferences for gambles ⋮ An operational test for the existence of a consistent increasing quasi-concave value function ⋮ Ordered categories and additive conjoint measurement on connected sets ⋮ Additive conjoint measurement with ordered categories ⋮ Nontransitive decomposable conjoint measurement.

Cites Work

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• Efficient sets, decision heuristics, and single-peaked preferences

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