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Polynomial Conjoint Analysis of Similarities [microform] : A Model for Constructing Polynomial Conjoint Measurement Algorithms / Forrest W. Young
Bib ID 5239687
Format BookBook, MicroformMicroform, OnlineOnline
Author
Young, Forrest W
 
Online Versions
Description [Washington, D.C.] : Distributed by ERIC Clearinghouse, 1969 
23 p. 
Summary

A model permitting construction of algorithms for the polynomial conjoint analysis of similarities is presented. This model, which is based on concepts used in nonmetric scaling, permits one to obtain the best approximate solution. The concepts used to construct nonmetric scaling algorithms are reviewed. Finally, examples of algorithmic models for nonmetric scaling, multidimensional unfolding, conjoint measurement, factor analysis, subjective expected utility, and the Bradley-Terry-Luce choice problem are presented. (Author)

Notes

Sponsoring Agency: National Inst. of Mental Health (DHEW), Rockville, MD.

Sponsoring Agency: National Science Foundation, Washington, DC.

ERIC Note: Number 74.

May also be available online. Address as at 14/8/18: https://eric.ed.gov/

Reproduction Microfiche. [Washington D.C.]: ERIC Clearinghouse microfiches : positive. 
Subjects Algorithms.  |  Conceptual Schemes.  |  Factor Analysis.  |  Mathematical Applications.  |  Mathematical Logic.  |  Mathematical Models.  |  Measurement.  |  Methods.  |  Multidimensional Scaling.  |  Probability.
Other authors/contributors North Carolina Univ., Chapel Hill. L.L. Thurstone Psychometric Lab
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