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A feedforward model for the formation of a grid field where spatial information is provided solely from place cells

机译:用于形成网格场的前馈模型,其中仅从位置单元提供空间信息

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摘要

Grid cells (GCs) in the medial entorhinal cortex (mEC) have the property of having their firing activity spatially tuned to a regular triangular lattice. Several theoretical models for grid field formation have been proposed, but most assume that place cells (PCs) are a product of the grid cell system. There is, however, an alternative possibility that is supported by various strands of experimental data. Here we present a novel model for the emergence of gridlike firing patterns that stands on two key hypotheses: (1) spatial information in GCs is provided from PC activity and (2) grid fields result from a combined synaptic plasticity mechanism involving inhibitory and excitatory neurons mediating the connections between PCs and GCs. Depending on the spatial location, each PC can contribute with excitatory or inhibitory inputs to GC activity. The nature and magnitude of the PC input is a function of the distance to the place field center, which is inferred from rate decoding. A biologically plausible learning rule drives the evolution of the connection strengths from PCs to a GC. In this model, PCs compete for GC activation, and the plasticity rule favors efficient packing of the space representation. This leads to gridlike firing patterns. In a new environment, GCs continuously recruit new PCs to cover the entire space. The model described here makes important predictions and can represent the feedforward connections from hippocampus CA1 to deeper mEC layers.
机译:内侧内嗅皮层(mEC)中的网格单元(GC)具有将其发射活动在空间上调整为规则的三角形晶格的特性。已经提出了几种用于网格场形成的理论模型,但是大多数模型都假设位置单元(PC)是网格单元系统的产物。但是,各种实验数据都支持另一种可能性。在这里,我们提出了一个新的模型,该模型基于两个主要假设提出了网格状放电模式:(1)GC的空间信息是由PC活动提供的;(2)网格场是由涉及抑制性和兴奋性神经元的联合突触可塑性机制产生的中介PC和GC之间的连接。根据空间位置,每台PC均可为GC活动贡献兴奋性或抑制性输入。 PC输入的性质和大小是到位置场中心距离的函数,这是从速率解码得出的。生物学上可行的学习规则推动了PC到GC的连接强度的发展。在此模型中,PC争夺GC激活,并且可塑性规则有利于有效表示空间。这导致了网格状的点火模式。在新的环境中,GC不断招募新的PC来覆盖整个空间。这里描述的模型做出了重要的预测,可以代表从海马CA1到更深的mEC层的前馈连接。

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