stereopsis

(redirected from Horizontal disparity)
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Related to Horizontal disparity: stereoscopic vision, Stereo vision

ster·e·op·sis

 (stĕr′ē-ŏp′sĭs, stîr′-)
n.
Stereoscopic vision.

stereopsis

(ˌstɛrɪˈɒpsɪs; ˌstɪər-)
n
(General Physics) stereoscopic vision
[from stereo- + Greek opsis vision]

ster•e•op•sis

(ˌstɛr iˈɒp sɪs, ˌstɪər-)

n.
stereoscopic vision; the ability to see in three dimensions.
[1925–30]
References in periodicals archive ?
where x' = (x + [d.sup.n-1.sub.x](x), y + [d.sup.n-1.sub.y](x)), being [d.sup.n- 1] the horizontal disparity at the level n - 1 and [d.sup.n-1.sub.y] the vertical disparity at the level n - 1.
In this case, the horizontal disparity d can be calculated by Eq.(1), where F, L and z respectively represent the focal length of the camera, the baseline length between two nearest neighbor views, and the real depth value of point x [9].
where [theta] represents the rotation angle of the Gabor filter and [d.sub.x] is the horizontal disparity obtained as follows:
In this image, horizontal disparity can be measured on every surface from almost any viewpoint.
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