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空间机制的反应可以解释超敏锐视觉。

Responses of spatial mechanisms can explain hyperacuity.

作者信息

Wilson H R

出版信息

Vision Res. 1986;26(3):453-69. doi: 10.1016/0042-6989(86)90188-4.

Abstract

A recently developed nonlinear mathematical model for spatial pattern discrimination, which is formally analogous to line element models in color vision, was applied to a variety of hyperacuity tasks. The computed results are in reasonable agreement with data on vernier acuity as a function of line length and separation, chevron acuity, periodic vernier acuity using sinusoidal lines, three line bisection acuity, vernier acuity using cosine gratings, and spatial interference with vernier acuity. In agreement with model predictions, data are presented showing that vernier acuity improves as a power function of contrast. It is concluded that the nonlinear, contrast dependent responses of visual mechanisms tuned for size and orientation can explain a wide range of hyperacuity and other spatial pattern discrimination tasks.

摘要

一种最近开发的用于空间模式辨别的非线性数学模型,在形式上类似于颜色视觉中的线元模型,被应用于各种超敏锐度任务。计算结果与关于游标敏锐度作为线长度和间距的函数、V形敏锐度、使用正弦线的周期性游标敏锐度、三线平分敏锐度、使用余弦光栅的游标敏锐度以及游标敏锐度的空间干扰的数据合理地一致。与模型预测一致,给出的数据表明游标敏锐度作为对比度的幂函数而提高。得出的结论是,针对大小和方向进行调谐的视觉机制的非线性、对比度依赖性反应可以解释广泛的超敏锐度和其他空间模式辨别任务。

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