Classic geometrical illusion 17

since May 14, 2011



"Endo's size illusion"

In each circle, the middle part appears to be smaller or shorter than the rest, though they are of the same size.

Copyright Akiyoshi Kitaoka 2011 (December 5)


Copyright Akiyoshi Kitaoka 2011 (December 8)

Professor Mitsuo Endo, University of the Ryukyus, discovered this illusion.

This illusion cannot be explained with Kanizsa amodal expansion.



amodal expansion and amodal shrinkage

References

Kanizsa G, Luccio R, 1978 ``Espansione di superficie da completamento amodale'', reports from the Institute of Psychology, University of Trieste, Trieste, Italy.

Vezzani, S. (1999) Shrinkage and expansion by amodal completion: a critical review. Perception, 1999, 28, 935-947.



"Soccer"
(a remake)

The image consists of only squares but it appears to be distorted.

Copyright Akiyoshi Kitaoka 2011 (December 8) (Originally around 1996)



"Length illusion of the Kanizsa square"

The gap of adjacent pacmen appears to be shorter than the radius of them, though they are the same length.

Copyright Akiyoshi Kitaoka 2011 (November 10)



"A size illusion of chromatic Mach band rings"

The illusory blue ring in the left disk appears to be smaller than the illusory yellow ring in the right disk.

Copyright Akiyoshi Kitaoka 2011 (November 6)



The size illusion is reversed by reversing the gradation.


"An illusion of squares"

The right square appears to be larger than the left one though they are the same size.

Copyright Akiyoshi Kitaoka 2011 (August 21)


"Diamond"

Radial lines appear to be parallel every two pairs.

Copyright Akiyoshi Kitaoka 2011 (July 18)


"Chopsticks"

The upper black rectangle appears to taper to the left while the lower one to the right.

Copyright Akiyoshi Kitaoka 2011 (July 18)


"Shepard illusion with Mona Lisa"

The left Mona Lisa appears to be slimmer than the right one.

Copyright Akiyoshi Kitaoka 2011 (July 10)


"Shepard illusion with Mona Lisa 2"

The left Mona Lisa appears to be taller than the right one.

Copyright Akiyoshi Kitaoka 2011 (July 10)


"Mona Lisa sisters"

The left Mona Lisa appears to be taller than the right one (Müller-Lyer illusion or Waite-Massaro illusion).

Copyright Akiyoshi Kitaoka 2011 (July 14)


"Necktie illusion"

The rectangle with a necktie appears to be slimmer than that without necktie.

Copyright Akiyoshi Kitaoka 2011 (May 23)


"An illustration of Yang's iris illusion"

The four irises are placed with the same interval. When each iris is relatively located toward the nasal side within the eye contour ("Asian" faces), the interval of both irises in a face appears to be larger than the interval between the middle two. On the other hand, when each iris is relatively located toward the temporal side within the eye contour ("Caucasian" faces), the interval of both irises in a face appears to be smaller than the interval between the middle two. These effects were proposed by Yang and Schwaninger (2011).

Copyright Akiyoshi Kitaoka 2011 (May 15)

References

Yang, J. and Schwaninger, A. (2011). Yang's iris illusion: External contour causes length-assimilation illusions. Japanese Psychological Research, 53, 15-29. Abstract

Top 10 of the Best Visual Illusion of the Year Contest 2008


Another demo




Akiyoshi's comments

The authors claimed Yang's iris illusion is quite new because this illusion is featured by length-assimilation though e.g. the Giovanelli illusion is a length-contrast effect. To my knowledge, however, the gravity-lens illusion (Naito and Cole, 1994) shows a length-assimilation effect. In each of the images shown below, four small dots are placed on the apices of a virtual parallelogram but the position of each dot appears to be shifted toward the large circle nearby.

References

Naito, S. and Cole, J. B. (1994) The gravity lens illusion and its mathematical model. in G. H. Fischer and D. Laming (Eds.), Contributions to Mathematical Psychology, Psychometrics and Methodology. New York: Springer-Verlag (pp. 39-50).



Both Yang's iris illusion and the Giovanelli illusion work simultaneously.


T-shaped illusion (Lee and Freire, 1999)

The left ellipse appears to be taller and narrower than the right one, though they are the same shape and size.

Reproduced on May 21., 2011

References

Lee, K. and Freire, A. (1999). Effects of face configuration change on shape perception: A new illusion. Perception, 28, 1217-1226.

Yang, J. and Schwaninger, A. (2011). Yang's iris illusion: External contour causes length-assimilation illusions. Japanese Psychological Research, 53, 15-29. Abstract

The inverted image also works.



"An illustration of the Lee-Freire illusion (Lee and Freire, 1999)"

The left ellipse appears to be taller and narrower than the right one, though they are the same shape and size.

Copyright Akiyoshi Kitaoka 2011 (May 21)

The inverted image also works.


"Face-enhanced Poggendorff illusion"

Face may enhance the Poggendorff illusion.

Copyright Akiyoshi Kitaoka 2011 (May 16)


(not Phineas Gage)

Copyright Akiyoshi Kitaoka 2011 (May 21)


"Poggendorff illusion without acute angles"

The upper-left line segment appears to be upper than the extension of the lower-right one, though they are aligned.

Copyright Akiyoshi Kitaoka 2011 (May 14)

It seems that an upright face enhances the illusion.

It seems that a face with the same tilt as the oblique lines reduces the illusion.

It seems that a 90-degree rotated face enhances the illusion.

It seems that a 180-degree rotated face enhances the illusion.




"Poggendorff illusion without acute angles 2"

The upper-left line segment appears to be more left than the extension of the lower-right one, though they are aligned.

Copyright Akiyoshi Kitaoka 2011 (May 14)

It seems that an upright face or a 90-degree rotated face enhances the illusion.


"Gakujutsusei (academic characteristics) tilt illusion"

Horizontally aligned letter rows appear to tilt alternately. This may be a manifestation of the Zöllner illusion.

Copyright Akiyoshi Kitaoka 2011 (May 16)


Classic geometrical illusion 16

Classic geometrical illusion 15

Classic geometrical illusion 14

Classic geometrical illusion 13

Classic geometrical illusion 12

Classic geometrical illusion 11

Classic geometrical illusion 10

Classic geometrical illusion 9

Classic geometrical illusion 8

Classic geometrical illusion 7

Classic geometrical illusion 6

Classic geometrical illusion 5

Classic geometrical illusion 4

Classic geometrical illusion 3

Classic geometrical illusion 2

Classic geometrical illusion 1


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