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Dynamic Cancellation of Perceived Rotation from the Venetian Blind Effect

机译:百叶帘效应动态抵消感知的旋转

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摘要

Geometric differences between the images seen by each eye enable the perception of depth. Additionally, depth is produced in the absence of geometric disparities with binocular disparities in either the average luminance or contrast, which is known as the Venetian blind effect. The temporal dynamics of the Venetian blind effect are much slower (1.3 Hz) than those for geometric binocular disparities (4–5 Hz). Sine-wave modulations of luminance and contrast disparity, however, can be discriminated from square-wave modulations at 1 Hz, which suggests a non-linearity. To measure this non-linearity, a luminance or contrast disparity modulation was presented at a particular frequency and paired with a geometric disparity modulation that cancelled the perceived rotation induced by the luminance or contrast modulation. Phases between the luminance or contrast and the geometric modulation varied in 50 ms increments from −200 and 200 ms. When phases were aligned, observers perceived little or no rotation. When not aligned, a perceived rotation was induced by a contrast or luminance disparity that was then cancelled by the geometric disparity. This causes the perception of a slight jump. The Generalized Difference Model, which is linear in time, predicted a minimal probability in cases when luminance or contrast disparities occurred before the geometric disparities due to the slower dynamics of the Venetian blind effect. The Gated Generalized Difference Model, which is non-linear in time, predicted a minimal probability for offsets of 0 ms. Results followed the Gated model, which further suggests a non-linearity in time for the Venetian blind effect.
机译:每只眼睛看到的图像之间的几何差异使得能够感知深度。另外,在不存在具有平均亮度或对比度的双目视差的几何视差的情况下产生深度,这被称为威尼斯盲效应。威尼斯盲效应的时间动态(1.3 Hz)比几何双目视差(4-5 Hz)要慢得多。但是,可以将亮度和对比度差异的正弦波调制与1 Hz的方波调制区分开,这表明是非线性的。为了测量这种非线性,在特定频率下显示亮度或对比度差异调制,并与几何差异调制配对,以抵消由亮度或对比度调制引起的感知旋转。亮度或对比度与几何调制之间的相位从-200到200 ms以50 ms的增量变化。当相位对齐时,观察者几乎看不到旋转或没有旋转。如果未对齐,则由对比度或亮度差异引起的感知旋转,然后由几何差异取消。这会引起轻微的跳跃感。时间上呈线性的广义差异模型预测了由于威尼斯盲效应的动力学较慢而在几何差异之前出现亮度或对比度差异的情况下的最小概率。时间上为非线性的门控广义差异模型预测了0 ms偏移的最小可能性。结果遵循门控模型,该模型进一步表明了威尼斯盲效应在时间上的非线性。

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