Babichev Andrey, Cheng Sen, Dabaghian Yuri A
Department of Pediatrics Neurology, Baylor College of Medicine, Jan and Dan Duncan Neurological Research InstituteHouston, TX, USA; Department of Computational and Applied Mathematics, Rice UniversityHouston, TX, USA.
Mercator Research Group "Structure of Memory" and Department of Psychology, Ruhr-University Bochum Bochum, Germany.
Front Comput Neurosci. 2016 Mar 8;10:18. doi: 10.3389/fncom.2016.00018. eCollection 2016.
Spatial navigation in mammals is based on building a mental representation of their environment-a cognitive map. However, both the nature of this cognitive map and its underpinning in neural structures and activity remains vague. A key difficulty is that these maps are collective, emergent phenomena that cannot be reduced to a simple combination of inputs provided by individual neurons. In this paper we suggest computational frameworks for integrating the spiking signals of individual cells into a spatial map, which we call schemas. We provide examples of four schemas defined by different types of topological relations that may be neurophysiologically encoded in the brain and demonstrate that each schema provides its own large-scale characteristics of the environment-the schema integrals. Moreover, we find that, in all cases, these integrals are learned at a rate which is faster than the rate of complete training of neural networks. Thus, the proposed schema framework differentiates between the cognitive aspect of spatial learning and the physiological aspect at the neural network level.
哺乳动物的空间导航基于构建其环境的心理表征——认知地图。然而,这种认知地图的本质及其在神经结构和活动中的支撑机制仍然模糊不清。一个关键难题在于,这些地图是集体涌现现象,无法简化为单个神经元提供的输入的简单组合。在本文中,我们提出了计算框架,用于将单个细胞的脉冲信号整合到空间地图中,我们将其称为模式。我们给出了由不同类型拓扑关系定义的四种模式的示例,这些拓扑关系可能在大脑中进行神经生理学编码,并证明每种模式都提供了其自身的环境大规模特征——模式积分。此外,我们发现,在所有情况下,这些积分的学习速度都比神经网络完全训练的速度要快。因此,所提出的模式框架在神经网络层面区分了空间学习的认知方面和生理方面。