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Binocular disparity

Cue to determine relative depth of an object

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  • horizontal disparity: a difference caused by the left and right eyes looking from slightly different directions, which can cause depth differences between objects to be perceived;
  • vertical disparity, which is associated with vertical misalignments and tilting the head; and
  • cyclodisparity which is associated with unequal rotations of the two eyes around their visual axes;
  • aniseikonia: a significant difference in the size of the retinal images in the two eyes.

Vertical disparity, cyclodisparity and aniseikonia can impair depth perception and may cause double vision (diplopia).

The horopter is used in research to describe the relationship between disparity and depth perception (stereopsis), and between disparity and double images.

Horizontal disparity

In 1861, Ewald Hering defined "horizontal disparity" of a point P relative to the fixation point as the difference between the angles α and β in the figure, which represent a specific distance on the retina. This difference gives a sensation of depth relative to the fixation point and was later called "absolute disparity". The concept of "relative disparity" is used as a measure of the depth between two objects, regardless of the fixation point. Human research suggests that our brains determine absolute disparity and, in a second step, derive the relative disparities between objects from this.

In stereo vision (stereoscopy), horizontal disparity is also expressed as the number of pixels the image in the right frame is shifted relative to the left frame.

Horizontal disparity is sometimes called binocular parallax. However, parallax only occurs when the observer and their surroundings are moving relative to each other. The sensation of depth in motion parallax is very similar to the sensation of depth in horizontal disparity. In both cases, stereopsis occurs, where people and objects at different distances appear "separate" from each other. Although relative distances can be estimated very precisely, this is not true for the distance to the observer, which is not perceived as precisely.

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