Zhou Jiawei, Georgeson Mark A, Hess Robert F
McGill Vision Research, Department of Ophthalmology, McGill University, Montreal, QC, Canada.
School of Life & Health Sciences, Aston University, Birmingham, UK.
J Vis. 2014 Nov 25;14(13):24. doi: 10.1167/14.13.24.
Binocular combination for first-order (luminance-defined) stimuli has been widely studied, but we know rather little about this binocular process for spatial modulations of contrast (second-order stimuli). We used phase-matching and amplitude-matching tasks to assess binocular combination of second-order phase and modulation depth simultaneously. With fixed modulation in one eye, we found that binocularly perceived phase was shifted, and perceived amplitude increased almost linearly as modulation depth in the other eye increased. At larger disparities, the phase shift was larger and the amplitude change was smaller. The degree of interocular correlation of the carriers had no influence. These results can be explained by an initial extraction of the contrast envelopes before binocular combination (consistent with the lack of dependence on carrier correlation) followed by a weighted linear summation of second-order modulations in which the weights (gains) for each eye are driven by the first-order carrier contrasts as previously found for first-order binocular combination. Perceived modulation depth fell markedly with increasing phase disparity unlike previous findings that perceived first-order contrast was almost independent of phase disparity. We present a simple revision to a widely used interocular gain-control theory that unifies first- and second-order binocular summation with a single principle--contrast--weighted summation-and we further elaborate the model for first-order combination.
Second-order combination is controlled by first-order contrast.
对于一阶(由亮度定义)刺激的双眼组合已得到广泛研究,但对于对比度的空间调制(二阶刺激)的这种双眼过程,我们了解得相当少。我们使用相位匹配和幅度匹配任务来同时评估二阶相位和调制深度的双眼组合。在一只眼睛中固定调制时,我们发现双眼感知的相位发生了偏移,并且随着另一只眼睛中调制深度的增加,感知到的幅度几乎呈线性增加。在较大的视差时,相位偏移更大,幅度变化更小。载波的眼间相关性程度没有影响。这些结果可以通过在双眼组合之前对对比度包络进行初始提取来解释(这与对载波相关性的依赖性缺乏一致),随后是二阶调制的加权线性求和,其中每只眼睛的权重(增益)由一阶载波对比度驱动,这与之前在一阶双眼组合中发现的情况相同。与之前关于一阶对比度感知几乎与相位视差无关的发现不同,感知到的调制深度随着相位视差的增加而显著下降。我们对广泛使用的眼间增益控制理论进行了简单修订,该理论用一个单一原则——对比度加权求和——统一了一阶和二阶双眼总和,并且我们进一步阐述了一阶组合模型。
二阶组合由一阶对比度控制。