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双眼视觉空间的曲率。一种直角三角形的改良方法。

Curvature of binocular visual space. A modified method of right triangle.

作者信息

Higashiyama A

出版信息

Vision Res. 1984;24(12):1713-8. doi: 10.1016/0042-6989(84)90001-4.

Abstract

A modified method of right triangle was proposed to estimate curvature of binocular visual space, as the empirical relation between the physical and visual spaces. Four experiments were reported and three conclusions were drawn from the results: the locus of apparent equidistance lies between the physically equidistant curve and the Vieth-Müller circle; visual angle is overestimated; the curvature is dependent on both angular separation of light points and their viewing direction.

摘要

提出了一种改进的直角三角形方法来估计双眼视觉空间的曲率,作为物理空间和视觉空间之间的经验关系。报告了四个实验,并从结果中得出了三个结论:视等距轨迹位于物理等距曲线和维特-米勒圆之间;视角被高估;曲率取决于光点的角间距及其观察方向。

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