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A “Halo”-Model for Multidimensional Ratio Scaling

Name: A “Halo”-Model for Multidimensional Ratio Scaling
Creator: H. C. Micko
Keywords: 0504 sociology, 05 social sciences, 0501 psychology and cognitive sciences, mathematical biology

A 'halo'-model for multidimensional ratio scaling

descriptionPublicationkeyboard_double_arrow_right Article 01 Jun 1970Publisher:Cambridge University Press (CUP)Journal:Psychometrika, volume 35, pages 199-227 (issn: 0033-3123, eissn: 1860-0980,

Authors: H. C. Micko;

doi: 10.1007/bf02291263

A “Halo”-Model for Multidimensional Ratio Scaling

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Abstract

A model for direct multidimensional ratio scaling is presented, based on the concepts “common” and “difference” of the “halos” of two percepts. Measures of halos and their differences are proportional to lengths of corresponding percept vectors and their distance in subjective space. Ekman type scaling judgements are assumed to reflect the ratio measure of the common/measure of the standard's halo. The model is supposed to yield results that are in line with the results of distance models of multidimensional ratio scaling since negative scalar products of percept vectors are admitted.

Related Organizations

University of Göttingen
Germany

Keywords

mathematical biology

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