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Hue-Discrimination Thresholds and Hue-Coefficients

Comparisons Among Data

Bibliographic Data

ID19277661
AuthorsTarow Indow (Keio University), Chie Takagi (0000-0002-4622-2034, Keio University), C G Tsuyoshi Takagi (Keio University)
Year1968
Volume10
Issue4
Pages179-190
Publication date1968-01-01
Open AccessNo
TypeARTICLE
VenueJapanese Psychological Research (JOURNAL)
Journal identifiersISSN: 0021-5368 • E-ISSN: 1468-5884
PublisherThe Japanese Psychological Association (PUBLISHER • JP)
DOI10.4992/psycholres1954.10.179
OpenAlexW2523387531
LanguageEN
References cited1

Twelve sets of directly obtained hue-discrimination thresholds, from König up to Weale, were plotted in a figure and a representative curve as a function of wavelength was determined. With this curve, 3 sets of theoretical thresholds were compared, one derived from multidimensional scaling by Shepard with Ekman's data, one from multidimensional scaling by Shepard and Carroll with Boynton and Gordon's data, the other from the opponent-colors theory by Hurvich and Jameson. Except for a few points, those indirectly obtained thresholds were in good agreement with the representative curve. The same kind of comparison was made in regard to hue-coefficients, according to the terminology of Hurvich and Jameson. Seven sets of hue-coefficient curves, each consisting of 4 curves for red, yellow, green, and blue, and also the theoretical curves of the opponent-colors theory were plotted in a figure. The 7 sets consisted of the curves derived from some of the above-mentioned experimental data and of the curves obtained in color naming experiments by Schouten. Though it was rather difficult to assess the agreement among the sets, all exhibited about the same patterns

Function (biology) · Geometry · Hue · Scaling · Statistics · Artificial Intelligence · Color perception and design · Color Science and Applications · Computer Science · Mathematics · Sensory Analysis and Statistical Methods

  • The Analysis of Proximities

    Open Access•Roger N Shepard•Psychometrika•1962

Highly citedNo

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