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眼球扫视系统的非平稳特性:对眼球扫视控制模型的新约束

Nonstationary properties of the saccadic system: new constraints on models of saccadic control.

作者信息

Nichols M J, Sparks D L

机构信息

Institute of Neurological Sciences, University of Pennsylvania, Philadelphia 19104.

出版信息

J Neurophysiol. 1995 Jan;73(1):431-5. doi: 10.1152/jn.1995.73.1.431.

Abstract
  1. We tested the predictions of two models of the saccadic burst generator by electrically stimulating sites in primate superior colliculus (SC) immediately following visually guided movements. 2. The amplitude and direction of stimulated saccades depend systematically on the amplitude and direction of preceding visually guided saccades, and that effect decays exponentially with a time constant of approximately 45 ms. The saccadic system, then, displays an amplitude-dependent non-stationarity that follows an exponential time course during the intersaccadic interval (ISI). 3. These results are consistent with a variant of the eye displacement model proposed by Jurgens et al. but not with Robinson's classic model of the burst generator. Moreover, since all models of saccadic control must predict either stationary or nonstationary behavior during the ISI, these results provide a powerful new constraint on those models. 4. Finally, the success of the displacement model in accounting for our data suggests a new explanation for the results of colliding saccade experiments.
摘要
  1. 在视觉引导的运动之后,我们通过电刺激灵长类动物上丘(SC)中的位点,测试了扫视爆发发生器的两种模型的预测结果。2. 刺激产生的扫视的幅度和方向系统地依赖于先前视觉引导扫视的幅度和方向,并且这种效应以大约45毫秒的时间常数呈指数衰减。因此,扫视系统在扫视间隔(ISI)期间呈现出一种依赖于幅度的非平稳性,其遵循指数时间进程。3. 这些结果与于尔根斯等人提出的眼位移模型的一个变体一致,但与罗宾逊的经典爆发发生器模型不一致。此外,由于所有扫视控制模型都必须预测ISI期间的平稳或非平稳行为,这些结果为那些模型提供了一个强有力的新约束。4. 最后,位移模型在解释我们的数据方面的成功为碰撞扫视实验的结果提出了一种新的解释。

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