Neural Manifold is the name used by neuroscientists for the following observation: when experimentalists record from, say, N = 500 neurons, the activity vector of all N neurons does not fill the N-dimensional space, but only uses a small and continuous portion of it. This portion is the neural manifold. Models in Computational Neuroscience give explanations for this finding.
This is first of a series of videos lectures on 'Neural Manifolds and Low-dimensional Dynamics'
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