Visual Psychophysics and Physiology 1978
DOI: 10.1016/b978-0-12-062260-3.50017-4
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“Compression” of Retinal Responsivity: V-log I Functions and Increment Thresholds

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1982
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Cited by 3 publications
(2 citation statements)
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“…3A and B have indicated, the interpretation of increment threshold data for large fractional bleaches (B greater than -0.87) is less clear. Interestingly, the relationship of increment threshold functions obtained under such conditions resembles that predicted by certain "response compression" models (Williams and Gale, 1978;Dawis, 1978Dawis, , 1981. Although our data do not establish the involvement of a compression mechanism in the determination of measured threshold, it is apparent that threshold elevations induced by extensive bleaches are accompanied by substantial decreases in Vma~ of the photoreceptor response (of.…”
Section: Bleaching and Increment Thresholdsmentioning
confidence: 42%
“…3A and B have indicated, the interpretation of increment threshold data for large fractional bleaches (B greater than -0.87) is less clear. Interestingly, the relationship of increment threshold functions obtained under such conditions resembles that predicted by certain "response compression" models (Williams and Gale, 1978;Dawis, 1978Dawis, , 1981. Although our data do not establish the involvement of a compression mechanism in the determination of measured threshold, it is apparent that threshold elevations induced by extensive bleaches are accompanied by substantial decreases in Vma~ of the photoreceptor response (of.…”
Section: Bleaching and Increment Thresholdsmentioning
confidence: 42%
“…Although other models (i.e. Williams & Gale, 1978;Dawis, 1979) have been proposed to account for transformation from Michaelis-Menten to Weber-Fechner type responses, we have shown a simple relationship for this transition. In this presentation, we do not mean to imply that there may not be other factors to consider besides a change in a which shifts the Michaelis-Menten curve, but simply that such a change determined on the basis of the ratio of plateau to peak alone is sufficient to predict the Michaelis-Menten to WeberFechner sensitivity transformation.…”
Section: Discussionmentioning
confidence: 83%