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绘图运动期间的运动皮层活动:正弦曲线追踪过程中的群体表征。

Motor cortical activity during drawing movements: population representation during sinusoid tracing.

作者信息

Schwartz A B

机构信息

Division of Neurobiology, Barrow Neurological Institute, Phoenix, Arizona 85013.

出版信息

J Neurophysiol. 1993 Jul;70(1):28-36. doi: 10.1152/jn.1993.70.1.28.

DOI:10.1152/jn.1993.70.1.28
PMID:8360717
Abstract
  1. Monkeys were trained to trace sinusoids with their index fingers on a planar surface. During this task, both the direction and speed of movement varied continuously. Activity of individual units in the precentral gyrus contralateral to the moving arm was recorded as the task was performed. These cells responded to passive movement of the shoulder and/or elbow. The relation between discharge rate and movement direction for these individual cells could be described with a cosine tuning function. 2. Data recorded as the sinusoid was traced were divided into 100 bins as each cell was studied during the experiment. In each bin, the activity of a particular cell was represented by a vector. The vector ("cell vector") pointed in the direction of finger movement that corresponded to the highest rate of neuronal discharge. This direction, referred to as the preferred direction, corresponded to the peak of the cosine tuning function. The direction of the vector was constant between bins, but the magnitude of this cell's vector was a function of the instantaneous discharge rate. 3. This cell vector is a hypothetical contribution of a single cell to the population response comprised of 554 similarly derived vectors from different cells. The population response was represented as the vector that resulted from forming the sum of the vector contributions from the individual cells. A separate calculation was made for each bin, resulting in 100 population vectors for each sinusoid. 4. Within a given time series of population vectors, their lengths and directions varied in a consistent relation to the tangential velocity of the drawing movement.(ABSTRACT TRUNCATED AT 250 WORDS)
摘要
  1. 训练猴子用食指在平面上追踪正弦曲线。在这项任务中,运动的方向和速度都持续变化。在执行任务时,记录与运动手臂对侧的中央前回中单个神经元的活动。这些细胞对肩部和/或肘部的被动运动有反应。这些单个细胞的放电率与运动方向之间的关系可用余弦调谐函数来描述。2. 在实验研究每个细胞时,将追踪正弦曲线时记录的数据分成100个区间。在每个区间内,特定细胞的活动由一个向量表示。该向量(“细胞向量”)指向与神经元放电最高速率相对应的手指运动方向。这个方向称为偏好方向,对应于余弦调谐函数的峰值。该向量的方向在各区间之间是恒定的,但这个细胞向量的大小是瞬时放电率的函数。3. 这个细胞向量是单个细胞对由来自不同细胞的554个类似推导向量组成的群体反应的假设贡献。群体反应表示为通过对各个细胞的向量贡献求和而得到的向量。对每个区间进行单独计算,每个正弦曲线产生100个群体向量。4. 在给定的群体向量时间序列内,它们的长度和方向与绘图运动的切向速度存在一致的关系。(摘要截断于250字)

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