Frontiers of mathematical psychology: essays in honor of Clyde Coombs
This collection provides a timely and provocative survey of current works in mathematical psychology in the style of Clyde Coombs, remembered by his fellow psychologists and other social scientists for his seminal contributions to the analysis of qualitative measurement and multidimensional scaling, and for his innovative models of conflict and choice. Each essay illustrates the contin- uing influence of Coombs's work and approach to the application of mathematics and basic psychological phenomena.
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additive mixture alternatives Amos Tversky analysis angle invariance approach assumption axiomatic axioms behavior buying intention cancellation cancellation-intensity cardinal utility choice Clyde Clyde Coombs color color theory color vision commodity conjoint measurement consumer Coombs correlation Dawes decision processes dimensions discussion dominating strategy economic confidence equilibria Evaluation evidence example expected utility expected utility theory expected value experiment Experimental factor Figure Hurvich hypothesis ideal point inclusive fitness indices individual inferred insurance policy intensity interpretation Jameson Journal Kahneman Krantz linear lottery ticket Mathematical Psychology measurement theory multidimensional scaling Negative neutral outcome payoffs people's person prediction preference ordering problem prospect theory qualitative rectangle reigning price relative importance judgments relative sensitivity representation response Science side payments social dilemma Social Psychology sociobiology solution statements stimulus structure sub-movements subjects subset survey tradeoffs Tversky unidimensional utility theory variables wavelength WTAG WTAL WTP/WTA disparity WTPG WTPL