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Y. Nayatani (1998)
A colorimetric explanation of the Helmholtz–Kohlrausch effectColor Research and Application, 23
Nayatani Nayatani, Sobagaki Sobagaki, Hashimoto Hashimoto (1994)
Existence of the two kinds of representations on the Helmholtz–Kohlrausch effect. Part 1: Their experimental confirmationCol Res Appl, 19
Y. Nayatani (1995)
Revision of the chroma and hue scales of a nonlinear color‐appearance modelColor Research and Application, 20
Y. Nayatani, H. Sobagaki, K. Yano (1995)
Lightness dependency of chroma scales of a nonlinear color‐appearance model and its latest formulationColor Research and Application, 20
Ikeda Ikeda, Nakano Nakano (1987)
A mechanism that determines luminous efficiency for brightnessDie Farbe, 34
Yamada Yamada, Sagawa Sagawa, Yaguchi Yaguchi, Miyake Miyake (1991)
Spectrum luminous efficiency functions at high luminance levelsJpn J Opt (Kogaku), 20
Y. Nayatani (1998)
RELATIONS BETWEEN THE TWO KINDS OF REPRESENTATION METHODS IN THE HELMHOLTZ-KOHLRAUSCH EFFECTColor Research and Application, 23
Judd Judd (1958)
A new look at the measurement of light and colorIllum Eng, 53
Nayatani Nayatani, Sobagaki Sobagaki, Hashimoto Hashimoto (1994)
Existence of the two kinds of representations on the Helmholtz–Kohlrausch effect. Part 2: The modelsCol Res Appl, 19
Nayatani Nayatani, Sobagaki Sobagaki, Hashimoto Hashimoto (1993)
Relation on H‐K effect, purity discrimination, and G 0 functionJ Light Vision Env, 17
Pridmore Pridmore (1991)
Theory of primary colorsCol Res Appl, 16
Y. Nayatani (1997)
Simple estimation methods for the Helmholtz—Kohlrausch effectColor Research and Application, 22
R. Pridmore (1990)
Model of saturation and brightness: Relations with luminanceColor Research and Application, 15
Y. Nayatani, H. Sobagaki, Kenjiro Hashimoto (1994)
Existence of two kinds of representations of the Helmholtz-Kohlrausch effect: II. The models.Color Research and Application, 19
Y. Nayatani, H. Sobagaki, Kenjiro Hashimoto (1993)
Illuminance dependency of L/Y (lightness/luminance‐factor)‐ratio effectColor Research and Application, 18
Yaguchi Yaguchi, Ikeda Ikeda (1980)
Nonlinear contribution of opponent channels to brightnessJpn J Opt (Kogaku), 9
Nayatani Nayatani (1995)
Revision of the chroma and hue scales of a color‐appearance modelCol Res Appl, 20
Y. Nayatani, H. Sobagaki, Kenjiro Hashimoto (1993)
Relation between Helmholtz-Kohlrausch Effect, Purity Discrimination, and Go FunctionJournal of Light & Visual Environment, 17
Pridmore Pridmore (1990)
Model of brightness and saturation: relations with luminanceCol Res Appl, 15
R. Pridmore (1991)
Theory of primary colors and invariant huesColor Research and Application, 16
S. Guth, H. Lodge (1973)
Heterochromatic additivity, foveal spectral sensitivity, and a new color model.Journal of the Optical Society of America, 63 4
Y. Nakano, M. Ikeda, P. Kaiser (1988)
Contributions of the opponent mechanisms to brightness and nonlinear modelsVision Research, 28
Y. Nayatani, H. Sobagaki, Kenjiro Hashimoto (1994)
Existence of two kinds of representations of the helmholtz‐kohlrausch effect. I. the experimental confirmationColor Research and Application, 19
R. Pridmore (1991)
Hue cycle described by graphs and color namesColor Research and Application, 16
S. Guth, Nola Donley, R. Marrocco (1969)
On luminance additivity and related topics.Vision research, 9 5
H. Yaguchi, M. Ikeda (1983)
Subadditivity and superadditivity in heterochromatic brightness matchingVision Research, 23
P. Kaiser, G. Wyszecki (1978)
Additivity failures in heterochromatic brightness matchingColor Research and Application, 3
Experimental results on additivity‐law failure observed by direct brightness matching are estimated for various combinations of two spectrum colors. The estimations are made by using the prediction equation of the Brightness/Luminance (B/L) ratio effect on chromatic colors, which is based upon the Variable Chromatic Color (VCC) method for the effect. The predicted results confirm the existence of the two types of additivity‐law failures called enhancement or cancellation, already reported by several researchers. The prediction equation also clarifies that the effect of additivity‐law failure does not change for a wide change of adapting luminance used in observation. Both B/L effect and additivity‐law failure can be estimated quite nicely by the same prediction equation without making any modification to it. The Helmholtz–Kohlrausch effect can imply both effects in its wide definition. © 2000 John Wiley & Sons, Inc. Col Res Appl, 25, 32–42, 2000
Color Research & Application – Wiley
Published: Feb 1, 2000
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