Kanizsa's Triangle

file:Kanizsa triangle.svg, ''Kanizsa's triangle'': These spatially separate fragments give the impression of a bright white triangle, defined by a sharp illusory contour, occluding three black circles and a black-outlined triangle.

An illusory contour or subjective contour is a visual illusion that evokes the perception of an edge without a luminance or color change across that edge. Illusory brightness and depth ordering often accompany illusory contours. Friedrich Schumann is often credited with the discovery of illusory contours around the beginning of the 20th century, but they are present in art dating to the Middle Ages. Gaetano Kanizsa’s 1976 ''Scientific American'' paper marked the resurgence of interest in illusory contours for vision scientists.

Common types

The Ehrenstein illusion of a bright disc

Perhaps the most famous example of an illusory contour is the triangle configuration popularized by Gaetano Kanizsa. Kanizsa figures trigger the percept of an illusory contour by aligning circles with wedge-shaped portions removed in the visual field such that the edges form a shape. Although not explicitly part of the image, Kanizsa figures evoke the perception of a shape, defined by a sharp illusory contour. Typically, the shape seems brighter than the background, even though the luminance is in reality homogeneous. Additionally, the illusory shape seem to be closer to the viewer than the inducers. Kanizsa figures involve modal completion of the illusory shape and amodal completion of the inducers.

Closely related to Kanizsa figures is the Ehrenstein illusion. Instead of employing circles with missing wedges, the Ehrenstein illusion triggers an illusory contour percept via radial line segments. Ehrenstein's discovery was originally contextualized as a modification of the Hermann grid.

In abutting line gratings, illusory contours are created at the boundary between two misaligned gratings. In these so-called abutting line gratings, the illusory contour is perpendicular to the inducing elements.

Cortical responses

It is thought that early visual cortical regions such as V1 V2 in the visual system are responsible for forming illusory contours. Studies using human neuroimaging techniques have found that illusory contours are associated with activity in the deep layers of primary visual cortex.

Uses

Olympic Games logos from 1972, 1984, 1988, and 1994 all feature illusory contours, as does Ellsworth Kelly's 1950s series.

Jacob Gestman Geradts often used the Kanizsa illusion in his silkscreen prints, for instance in his work ''Formula 1'' (1991).

Related phenomena

Neon color spreading: the cyan circle's contours are illusory

Visual illusions are useful stimuli for studying the neural basis of perception because they hijack the visual system's innate mechanisms for interpreting the visual world under normal conditions. For example, objects in the natural world are often only partially visible. Illusory contours provide clues for how the visual system constructs surfaces when portions of the surface's edge are not visible.

The encoding of surfaces is thought to be an indispensable part of visual perception, forming a critical intermediate stage of visual processing between the initial analysis of visual features and the ability to recognize complex stimuli like faces and scenes.

See also

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References

Further reading

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* {{ cite journal, journal=Trends Neurosci, year=1991 , volume=14, issue=3, pages=112–119, title=Subjective contours--bridging the gap between psychophysics and physiology., author1=Peterhans, E. , author2=von der Heydt, R., pmid=1709535, doi=10.1016/0166-2236(91)90072-3, s2cid=11553954 , quote=Phenomena of contour, color and movement perception have been used to identify functions of neurons and to reveal functional differences between cortical areas that application of classical receptive-field concepts has not suggested.

External links

Illusory contours figures
Many unpublished drawings (fr)

Optical illusions
Triangles