Amodal Completion, Depth Stratification, and Illusory Figures: A Test of Kanizsa's Explanation
- 1 June 1992
- journal article
- research article
- Published by SAGE Publications in Perception
- Vol. 21 (3) , 325-335
- https://doi.org/10.1068/p210325
Abstract
Subjective contours have been explained by Kanizsa as being a consequence of amodal completion of incomplete figures. According to the theory of amodal completion, figural incompleteness triggers the emergence of an illusory object superimposed on the gaps in the inducers, which in turn hide parts of the pattern, thus suggesting that the plane of the illusory object must always be seen to be above the plane of the inducers. A figure was created in which subjective contours are seen despite the fact that the perceived depth relationships run counter to that required by the theory of amodal completion. In four experiments, this depth relationship is confirmed by using direct and indirect measures which assess both registered and apprehended depth. By emphasizing a logical inconsistency in the explanation based on amodal completion, the results show that amodal completion, at least in Kanizsa-like patterns, cannot be considered as a causal factor for subjective contour figures.Keywords
This publication has 11 references indexed in Scilit:
- Is Amodal Completion Necessary for the Formation of Illusory Figures?Perception, 1991
- Amodal completion as a basis for illusory contoursPerception & Psychophysics, 1983
- Geometrical IllusionsScientific American, 1980
- Depth in objective and subjective contour patternsBulletin of the Psychonomic Society, 1978
- A Figure-Density Hypothesis and Illusory Contour BrightnessPerception, 1976
- Subjective contours and apparent depth.Psychological Review, 1972
- A Size-Contrast Illusion without Physical Size DifferencesThe American Journal of Psychology, 1971
- An instrument to produce surface colors of continuously variable brightnessBehavior Research Methods, 1970
- Brightness contrast as a function of figure-ground relations.Journal of Experimental Psychology, 1969
- Multiple Comparisons Using Rank SumsTechnometrics, 1964