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空间调谐神经元的动态极化矢量。

Dynamic polarization vector of spatially tuned neurons.

作者信息

Angelaki D E

机构信息

University of Texas Medical Branch, Galveston 77550.

出版信息

IEEE Trans Biomed Eng. 1991 Nov;38(11):1053-60. doi: 10.1109/10.99068.

Abstract

The study of the dynamic properties of otolith neurons has been difficult previously because of the differing response sensitivities of individual cells to specific stimulus directions and the lack of a general mathematical scheme that could explain and account for all their response features. The present paper describes a method for estimating both the spatial and temporal properties of neurons like the otolith neurons that are spatially tuned to different stimulus directions. At each stimulus frequency, a response elipse can be constructed from the neural responses elicited by stimulation along three linear independent axes. The semimajor axis of the ellipse will specify the neuron's direction of maximum sensitivity (polarization vector), whereas the semiminor axis will provide its sensitivity in the perpendicular direction. The predictions of the method for nonzero length of the semiminor axis are qualitatively the same as the experimentally observed dependance of response phase on stimulus orientation.

摘要

此前,由于单个细胞对特定刺激方向的反应敏感性不同,且缺乏能够解释和说明其所有反应特征的通用数学方案,耳石神经元动态特性的研究一直很困难。本文描述了一种用于估计像耳石神经元这样在空间上对不同刺激方向进行调谐的神经元的空间和时间特性的方法。在每个刺激频率下,可以根据沿三个线性独立轴刺激所引发的神经反应构建一个反应椭圆。椭圆的长半轴将指定神经元的最大敏感方向(极化矢量),而短半轴将提供其在垂直方向上的敏感性。对于短半轴非零长度的方法预测,在定性上与实验观察到的反应相位对刺激方向的依赖性相同。

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