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人类运动感知中时间整合机制的分析。

An analysis of the temporal integration mechanism in human motion perception.

作者信息

Fredericksen R E, Verstraten F A, van de Grind W A

机构信息

Utrecht Biophysics Research Institute, Utrecht University, The Netherlands.

出版信息

Vision Res. 1994 Dec;34(23):3153-70. doi: 10.1016/0042-6989(94)90081-7.

Abstract

We present a model for the temporal integration of apparent motion information. The model is constructed by considering psychophysical and neurophysiological data, and consists of the leaky integration of pulsatile motion detector responses to apparent motion stimuli. Each pulse represents a motion detector populational response to a discrete spatial displacement of the spatial pattern. Temporal contrast sensitivity determines the shape of constant-stimulus-duration threshold curves for image frame exposure durations less than about 133 msec. The shape of the threshold curve for image frame exposure durations greater than about 133 msec is determined by the leaky integrator time constant and the shape of the pulses emitted by the motion detectors. The leaky integrator model exhibits threshold saturation behaviour (the reaching of a maximum sensitivity or minimum threshold) seen in psychophysical data as well as dependence of saturation time on the frame rate of the apparent motion stimulus. A low frame rate results in a longer time-to-saturation because the leaky integrator discharges more between detector output pulses. When the motion detector output pulses are far enough apart there is effectively no temporal integration and therefore no threshold improvement over time. Finally, the behaviour of the psychophysical threshold curves across spatial displacement sizes is consistent with a populational-response threshold mechanism combined with spatial summation over a non-uniform distribution of detector types across the visual field.

摘要

我们提出了一种用于视在运动信息时间整合的模型。该模型是通过考虑心理物理学和神经生理学数据构建的,由脉动运动检测器对视在运动刺激的响应的泄漏积分组成。每个脉冲代表运动检测器群体对空间模式离散空间位移的响应。时间对比敏感度决定了图像帧曝光持续时间小于约133毫秒时恒定刺激持续时间阈值曲线的形状。图像帧曝光持续时间大于约133毫秒时阈值曲线的形状由泄漏积分器时间常数和运动检测器发出的脉冲形状决定。泄漏积分器模型表现出心理物理学数据中所见的阈值饱和行为(达到最大敏感度或最小阈值)以及饱和时间对视在运动刺激帧率的依赖性。低帧率导致达到饱和的时间更长,因为泄漏积分器在检测器输出脉冲之间放电更多。当运动检测器输出脉冲相距足够远时,实际上不存在时间整合,因此随着时间的推移阈值不会改善。最后,心理物理学阈值曲线在空间位移大小上的行为与群体响应阈值机制以及跨视野的非均匀检测器类型分布上的空间总和一致。

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