Luminance-dependent hue shift in protanopes

Visual Neuroscience

Volumn 21, Issue 3, 2004, Pages 403-407

  Bimler, David L ^a   Paramei, Galina V ^b  

^a MASSEY UNIVERSITY   (New Zealand)

^b OTTO VON GUERICKE UNIVERSITY   (Germany)

Author keywords

Bezold Br cke hue shift; Color naming; Geometrical model; Nonlinearity; Protanope

Indexed keywords

ADULT; BRIGHTNESS; COLOR DISCRIMINATION; COLOR VISION DEFECT; CONFERENCE PAPER; HUMAN; LUMINANCE; MALE; MODEL; PRIORITY JOURNAL; TASK PERFORMANCE; VISUAL STIMULATION;

ADULT; COLOR PERCEPTION; COLOR VISION DEFECTS; HUMANS; LIGHTING; MALE; SPACE PERCEPTION; TWINS, DIZYGOTIC;

EID: 8344226097     PISSN: 09525238     EISSN: None     Source Type: Journal    
DOI: 10.1017/S0952523804213013     Document Type: Conference Paper

References (17)

1. ABRAMOV, I., GORDON, J., AKILOV, V., BABIY, M., BAKIS, G., ILYUSHA, S., KHAMERMESH, K. & VAYNER, A. (1997). Color appearance: Singing the Russian blues. Investigative Ophthalmology and Visual Science 38, S899.
2. BOYNTON, R.M. & GORDON, J. (1965). Bezold-Brucke hue shift measured by color-naming technique. Journal of the Optical Society of America 55, 78-86.
3. BUCK, S.L., KNIGHT, R. & BECHTOLD, J. (2000). Opponent-color models and the influence of rod signals on the loci of unique hues. Vision Research 40, 3333-3344.
4. GORDON, J. & ABRAMOV, I. (1988). Scaling procedures for specifying color appearance. Color Research and Application 13, 146-152.
5. HURVICH, L.M. (1981). Color Vision. Sunderland, Massachusetts: Sinauer Associates.
6. IZMAILOV, CH.A. & SOKOLOV, E.N. (1991). Spherical model of color and brightness discrimination. Psychological Science 2, 249-259.
7. KRUSKAL, J.B. (1964). Multidimensional scaling by optimizing goodness of fit to a nonmetric hypothesis. Psychometrika 28, 1-27.
8. LARIMER, J., KRANTZ, D.H. & CICERONE, C.M. (1975). Opponent-process additivity: II. Yellow/blue equilibria and nonlinear models. Vision Research 15, 723-731.
9. MCMAHON, M.J. & MACLEOD, D.I.A. (1998). Dichromatic color vision at very high light levels: Red/green discrimination using the blue-sensitive mechanisms. Vision Research 38, 973-983.
10. PARAMEI, G.V., BIMLER, D.L. & CAVONIUS, C.R. (1998). Effects of luminance on color perception of protanopes. Vision Research 38, 3397-3401.
11. PARAMEI, G.V. & CAVONIUS, C.R. (1997). Color naming in dizygotic twin protanopes at different luminance levels. In AIC Color 97. Proceedings of the 8th Congress of the International Colour Association, Vol. I, pp. 335-338. Kyoto, Japan: The Color Science Association of Japan.
12. PURDY, D.M. (1937). The Bezold-Brücke phenomenon and contours for constant hue. American Journal of Psychology 49, 313-315.
13. RABKIN E.B. (1971). [Pseudoisochromatic Plates for diagnostics of color sensitivity] (in Russian). Moscow: Meditsina.
14. RAUTIAN, G.N. (1957). [A new anomaloscope] (in Russian). Biofizika 2, 734-742.
15. SCHEIBNER, H.M.O. & BOYNTON, R.M. (1968). Residual red-green discrimination in dichromats. Journal of the Optical Society of America 58, 1151-1158,
16. SHEPARD, R.N. & CARROLL, J.D. (1966). Parametric representation of nonlinear data structures. In Multivariate Analysis, ed. KRISHNAIAH, P.R., pp. 561-592. New York: Academic Press.
17. WERNER, J.S. & WOOTEN, B.R. (1979). Opponent chromatic mechanisms: Relation to photopigments and hue naming. Journal of the Optical Society of America 69, 422-434.