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Convex realizations of neural codes in one dimensionOpen AccessPublished in American Institute of Physics Inc.
2020
DOI: 10.1063/5.0025231
Volume: 2277
Neural codes are collective activity of the neurons which are electrically active cells in our brain. In this paper, We study the openness and closeness of the convex neural codes in one dimension. We discuss the possibilities of a convex code to be realized in dimension 1. That is conditions for the minimal embedding dimension of a neural code to be 1. © 2020 Author(s).
Topics: Dimension (vector space) (55)%55% related to the paper, Code (cryptography) (51)%51% related to the paper, Embedding (50)%50% related to the paper and Neural coding (50)%50% related to the paper
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Published in American Institute of Physics Inc.
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