zbMath0749.03001MaRDI QIDQ4000151
R. Duncan Luce, Amos Tversky, Patrick Suppes, David. H. Krantz
Publication date: 18 September 1992
Title: zbMATH Open Web Interface contents unavailable due to conflicting licenses.
ANOVA and ANCOVA of pre- and post-test, ordinal data,
Invariance axioms and functional form restrictions in structural models,
Decision Making Under Interval Uncertainty (and Beyond),
Several unresolved conceptual problems of mathematical psychology,
Effects of change of scale on optimality in a scheduling model with priorities and earliness/tardiness penalties,
Optimization under ordinal scales: When is a greedy solution optimal?,
Recasting a biologically motivated computational model within a Fechnerian and random utility framework,
Indecisive choice theory,
Measurement-theoretic justification of connectives in fuzzy set theory,
STRICT FINITISM, FEASIBILITY, AND THE SORITES,
Decision theory and discrete mathematics,
The axioms of quantity and the theory of measurement. (Translated from part II of Otto Hölders German text ``Die Axiome der Quantität und die Lehre vom Mass. ), Axiomatizing the Bayesian Paradigm in Parallel Small Worlds, On an algebraic definition of laws, Unifying data units and models in (co-)clustering, Scaled aggregation functions, A generalized extensive structure that is equipped with a right action and its representation, Justification of functional form assumptions in structural models: applications and testing of qualitative measurement axioms, What are axiomatizations good for?, Nondecomposable item response theory models: fundamental measurement in psychometrics, Taking values seriously, On scale-invariant parametric families of functions, Timescale standard to discriminate between hyperbolic and exponential discounting and construction of a nonadditive discounting model, Interval scalability of rank-dependent utility, A simple and general axiomatization of average utility maximization for infinite streams, On the lattice of conceptual measurements, Linear structures, causal sets and topology, Modeling value disagreement, Representing preferences using intervals, Unnamed Item, A theory of average growth rate indices, Generalized factorizable automorphisms in \(n\)-component conjoint structures., Purity, resistance, and innocence in utility theory, Extending List’s Levels, Integral representation of invariant functionals, Additive representation of separable preferences over infinite products, The structure of rating scales, Comparison meaningful operators and ordinal invariant preferences, What do numbers measure? A new approach to fundamental measurement, Singular points in generalized concatenation structures that otherwise are homogeneous, Mathematical psychology: Prospects for the 21st century: A guest editorial, Simple preference intensity comparisons, Additive conjoint isotonic probabilistic models (ADISOP), Set-models of information-gap uncertainty: Axioms and an inference scheme, On order invariant aggregation functionals, A Bayesian approach to testing decision making axioms, Measurement analogies: comparisons of behavioral and physical measures, An open measurement problem of interest, Outline of a general model of measurement, Meaningful and meaningless solutions for cooperative \(n\)-person games, A class of rational cardinality-based similarity measures, Testing \(n\)-stimuli bisymmetry, Transitive indistinguishability and approximate measurement with standard finite ratio-scale representations, An additive representation on the product of complete, continuous extensive structures, A multiple criteria nominal classification method based on the concepts of similarity and dissimilarity, Measurement scales and welfarist social choice, What are we estimating when we fit Stevens' power law?, A characterization of two disproportionality and malapportionment indices: the Duncan and Duncan index and the Lijphart index, Savage for dummies and experts, Measurement-Theoretic Foundations of Observational-Predicate Logic, A functional equation that arises in problems of scheduling with priorities and lateness/earliness penalties, Meaningfulness of conclusions from combinatorial optimization, Towards general measures of comparison of objects, Decision Theory as Philosophy, Probabilistic preferences and topset voting, A qualitative characterization of the exponential distribution, Preference structures and their numerical representations, A review of dimensional assessment for statistics and probability, Characterization of ordered bilinear contexts, Indistinguishability and the origins of contextuality in physics, Representing interval orders by weighted bases: some complexity results, Structuring and assessing linear lexicographic utility, Bertrand Russell's 1897 critique of the traditional theory of measurement, Stability properties of aggregation functions under inversion of scales. Some characterisations, Collective judgement: combining individual value judgements, Social Choice Theory, Aggregation on finite ordinal scales by scale independent functions, An analysis of item response theory and Rasch models based on the most probable distribution method, Generalization of extensive structures and its representation, Conditions equivalent to unit representations of ordered relational structures, The normal distribution derived from qualitative conditions., \(n\)-variable bisection., Scale type \((N,N)\) and an order-based topology induced on the automorphism group, Linear measurement models -- axiomatizations and axiomatizability, Random relations, random utilities, and random functions, On ordered structures of scale type (\(N,N\))., Meaningful and Meaningless Statements in Landscape Ecology and Environmental Sustainability, Consistency in ordinal data analysis. I., On order invariant synthesizing functions., Nontransitive decomposable conjoint measurement., A meaningful justification for the representational theory of measurement., The irony of measurement by subjective estimations., Exploring scale-measures of data sets, Using Padoa's principle to prove the non-definability, in terms of each other, of the three fundamental qualitative concepts of comparative probability, independence and comparative uncertainty, with some new axioms of qualitative independence and uncertainty included