December 2001
Volume 1, Issue 3
Free
Vision Sciences Society Annual Meeting Abstract  |   December 2001
Asymmetries between lightness and darkness induction: implications for filling-in theory
Author Affiliations
  • Michael E. Rudd
    Department of Psychology, University of Washington, Seattle, WA, USA
Journal of Vision December 2001, Vol.1, 386. doi:10.1167/1.3.386
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      Michael E. Rudd; Asymmetries between lightness and darkness induction: implications for filling-in theory. Journal of Vision 2001;1(3):386. doi: 10.1167/1.3.386.

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Abstract

Lightness and darkness induction have been independently investigated in a large number of classic and contemporary psychophysical experiments. A common finding of these studies is that lightness and darkness induction behave asymmetrically. For example, Wallach(1) demonstrated the brightness of a test disk was depressed by the presence of a surround ring of higher luminance (darkness induction) and that test brightness depended strictly on the luminance ratio, or contrast, between the disk and its surround. Heinemann(2) performed a similar experiment using a bright test and a dark surround (lightness induction) and reported an assimilation effect rather than a contrast effect. That is, raising the luminance of the surround increased, rather than decreased, the brightness of the test. In recent experiments, brightness judgments have been carried out in the context of more realistic scenes consisting of checkerboard and Mondrian patterns(3,4,5). The results of these experiments are generally consistent with the idea that the brightness of regions within the display are judged relative to the highest luminance in the scene and that the highest luminance appears white(6). Thus, as originally shown by Gelb(7), increasing the highest luminance darkens the rest of the scene, but decreasing the lowest luminance does not lighten the rest of the scene. These asymmetries between lightness induction and darkness induction will be discussed and quantitatively investigated in the context of theory of edge integration based on a neural filling-in mechanism, which was first presented at last year's ARVO meeting(8,9,10). New lightness and darkness induction data based on replications of the classic Wallach and Heinemann experiments will be presented and quantitatively modeled on the basis of the theory.

(1) WallachH.(1948). Brightness constancy and the nature of achromatic colors. Journal of Experimental Psychology, 38, 310–324.

(2) HeinemannE. G.(1955). Simultaneous brightness induction as a function of inducing- and test-field luminances, Journal of Experimental Psychology, 50, 89–96.

(3) BrunoN.BernardisP.SchirilloJ.(1997). Lightness, equivalent backgrounds, and anchoring. Perception and Psychophysics, 59, 643–654.

(4) SchirilloJ.ShevellS.(1996). Brightness contrast from inhomogeneous surrounds. Vision Research, 36, 1783–1796.

(5) SchirilloJ. A.(1999). Surround articulation. I. Brightness judgments. Journal of the Optical Society of America A, 16, 793–803.

(6) GilchristA.KossyfidisC.BonatoF.AgostiniT.CataliottiJ.LiX.SpeharB.AnnanV.EconomouE.(1999). An anchoring theory of lightness perception. Psychological Review, 106, 795–834.

(7) GelbA.(1929). Die “Farbenkonstanz”; der Sehdinge. In BetheW. A.von (Ed.), Handbuch norm. und pathol. Psychologie (pp. 594–678).

(8) RuddM. E.ArringtonK. F.(2000). Filling-in of surface darkness. Investigative Ophthalmology & Visual Science, 41 (suppl.), S226.

Rudd, M.E.(2001). Asymmetries between lightness and darkness induction: implications for filling-in theory [Abstract]. Journal of Vision, 1( 3): 386, 386a, http://journalofvision.org/1/3/386/, doi:10.1167/1.3.386. [CrossRef]
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