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海马体集合活动重新排列的动力学:时间与空间

Dynamics of hippocampal ensemble activity realignment: time versus space.

作者信息

Redish A D, Rosenzweig E S, Bohanick J D, McNaughton B L, Barnes C A

机构信息

Division of Neural Systems, Memory, and Aging, Arizona Research Laboratories, University of Arizona, Tucson, Arizona 85724-5115, USA.

出版信息

J Neurosci. 2000 Dec 15;20(24):9298-309. doi: 10.1523/JNEUROSCI.20-24-09298.2000.

Abstract

Whether hippocampal map realignment is coupled more strongly to position or time was studied in rats trained to shuttle on a linear track. The rats were required to run from a start box and to pause at a goal location at a fixed location relative to stable distal cues (room-aligned coordinate frame). The origin of each lap was varied by shifting the start box and track as a unit (box-aligned coordinate frame) along the direction of travel. As observed by Gothard et al. (1996a), on each lap the hippocampal activity realigned from a representation that was box-aligned to one that was room-aligned. We studied the dynamics of this transition using a measure of how well the moment-by-moment ensemble activity matched the expected activity given the location of the animal in each coordinate frame. The coherency ratio, defined as the ratio of the matches for the two coordinate systems, provides a quantitative measure of the ensemble activity alignment and was used to compare four possible descriptions of the realignment process. The elapsed time since leaving the box provided a better predictor of the occurrence of the transition than any of the three spatial parameters investigated, suggesting that the shift between coordinate systems is at least partially governed by a stochastic, time-dependent process.

摘要

在训练于线性轨道上来回穿梭的大鼠中,研究了海马图谱重新校准与位置或时间的耦合程度是否更强。要求大鼠从起始箱出发,并在相对于稳定的远端线索(房间对齐的坐标系)固定位置的目标位置处暂停。通过将起始箱和轨道作为一个单元(箱对齐的坐标系)沿行进方向移动来改变每一圈的起点。正如戈瑟德等人(1996a)所观察到的,在每一圈中,海马活动从箱对齐的表征重新校准为房间对齐的表征。我们使用一种测量方法来研究这种转变的动态过程,该方法衡量逐时刻的总体活动与给定动物在每个坐标系中的位置时的预期活动的匹配程度。相干比定义为两个坐标系匹配度的比值,它提供了总体活动对齐的定量测量,并用于比较重新校准过程的四种可能描述。离开箱子后的经过时间比所研究的三个空间参数中的任何一个都能更好地预测转变的发生,这表明坐标系之间的转换至少部分受随机的、时间依赖性过程的支配。

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