1974
DOI: 10.3758/bf03199301
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Binocular brightness combinations: Additive and nonadditive aspects

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Cited by 63 publications
(32 citation statements)
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“…Also studied in psychophysics is how intensity summates when, for example, signals are administered independently to the two ears (Falmagne, 1976;Falmagne, Iverson, & Marcovici, 1979;Gigerenzer & Strube, 1983;Levelt et al, 1972;Schneider, 1988;Steingrimsson & Luce, 2005a, 2005b or the two eyes (Bolanowski, 1987;Bourassa & Rule, 1994;Cohn & Lasley, 1976;Curtis & Rule, 1978;de Silva & Bartley, 1930;de Weert & Levelt, 1974;Ding & Sperling, 2006;Engel, 1969;Grossberg & Kelly, 1999;Irtel, 1998;Levelt, 1965;J. C. Stevens, 1967) and how the two modalities compare (Lehky, 1983;Wade & Ono, 2005).…”
Section: Appendix B Historical Contextmentioning
confidence: 99%
“…Also studied in psychophysics is how intensity summates when, for example, signals are administered independently to the two ears (Falmagne, 1976;Falmagne, Iverson, & Marcovici, 1979;Gigerenzer & Strube, 1983;Levelt et al, 1972;Schneider, 1988;Steingrimsson & Luce, 2005a, 2005b or the two eyes (Bolanowski, 1987;Bourassa & Rule, 1994;Cohn & Lasley, 1976;Curtis & Rule, 1978;de Silva & Bartley, 1930;de Weert & Levelt, 1974;Ding & Sperling, 2006;Engel, 1969;Grossberg & Kelly, 1999;Irtel, 1998;Levelt, 1965;J. C. Stevens, 1967) and how the two modalities compare (Lehky, 1983;Wade & Ono, 2005).…”
Section: Appendix B Historical Contextmentioning
confidence: 99%
“…It fails to predict the phenomena associated with Fechner's paradox and the deviations from exact quadratic summation. Two classes of interactive models-weighted summation (de Weert & Levelt, 1974;Engel, 1967Engel, , 1969Engel, , 1970Levelt, 1965)and vector summation (Cohn & Lasley, 1976;Curtis & Rule, 1978)-have been applied to the problem of Fechner's paradox in binocular luminance summation.…”
Section: Models Of Binocular Combinationmentioning
confidence: 99%
“…Each weighting coefficient depends on some property of the stimulation to both eyes, and possibly on an ocular dominance factor, thereby accounting for the interactive nature of these models. In one example of weighted summation, the centroid model (Schrodinger, 1926;de Weert & Levelt, 1974), weights are determined by the relative monocular target brightnesses and the parameter k is 1:…”
Section: Models Of Binocular Combinationmentioning
confidence: 99%
“…Another way of thinking about the suprathreshold process is to see it as weighted averaging (c.f. Hering's law of complementary shares; de Weert & Levelt, 1974), where the relative weights are a functionofrelativecontrastbetweentheeyes. Thus the initial binocular response binsum (Eq.1)canbere-expressedas:…”
Section: Weighted Averaging and Adding: The Best Ofbothworldsmentioning
confidence: 99%