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A hierarchical anti-Hebbian network model for the formation of spatial cells in three-dimensional space

机译:用于在三维空间中形成空间单元的分层反赫比网络模型

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摘要

Three-dimensional (3D) spatial cells in the mammalian hippocampal formation are believed to support the existence of 3D cognitive maps. Modeling studies are crucial to comprehend the neural principles governing the formation of these maps, yet to date very few have addressed this topic in 3D space. Here we present a hierarchical network model for the formation of 3D spatial cells using anti-Hebbian network. Built on empirical data, the model accounts for the natural emergence of 3D place, border, and grid cells, as well as a new type of previously undescribed spatial cell type which we call plane cells. It further explains the plausible reason behind the place and grid-cell anisotropic coding that has been observed in rodents and the potential discrepancy with the predicted periodic coding during 3D volumetric navigation. Lastly, it provides evidence for the importance of unsupervised learning rules in guiding the formation of higher-dimensional cognitive maps.
机译:哺乳动物海马结构中的三维(3D)空间细胞被认为可以支持3D认知图的存在。建模研究对于理解控制这些图的形成的神经原理至关重要,但是迄今为止,很少有人在3D空间中解决这个问题。在这里,我们介绍了使用反希伯来网络形成3D空间像元的分层网络模型。基于经验数据,该模型说明了3D位置,边界和网格像元的自然出现,以及一种新型的先前未描述的空间像元类型,我们称其为平面像元。它进一步解释了在啮齿动物中观察到的位置和网格单元各向异性编码背后的合理原因,以及在3D体积导航过程中与预测的周期性编码的潜在差异。最后,它提供了无监督学习规则对指导高维认知图形成的重要性的证据。

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