Information Theory in Neuroscience
As the ultimate information processing device, the brain naturally lends itself to being studied with information theory. The application of information theory to neuroscience has spurred the development of principled theories of brain function, and has led to advances in the study of consciousness,...
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Format: | Electronic Book Chapter |
Language: | English |
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MDPI - Multidisciplinary Digital Publishing Institute
2019
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Online Access: | DOAB: download the publication DOAB: description of the publication |
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042 | |a dc | ||
100 | 1 | |a Piasini, Eugenio |4 auth | |
700 | 1 | |a Panzeri, Stefano |4 auth | |
245 | 1 | 0 | |a Information Theory in Neuroscience |
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520 | |a As the ultimate information processing device, the brain naturally lends itself to being studied with information theory. The application of information theory to neuroscience has spurred the development of principled theories of brain function, and has led to advances in the study of consciousness, as well as to the development of analytical techniques to crack the neural code-that is, to unveil the language used by neurons to encode and process information. In particular, advances in experimental techniques enabling the precise recording and manipulation of neural activity on a large scale now enable for the first time the precise formulation and the quantitative testing of hypotheses about how the brain encodes and transmits the information used for specific functions across areas. This Special Issue presents twelve original contributions on novel approaches in neuroscience using information theory, and on the development of new information theoretic results inspired by problems in neuroscience. | ||
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653 | |a synergy | ||
653 | |a Gibbs measures | ||
653 | |a categorical perception | ||
653 | |a entorhinal cortex | ||
653 | |a neural network | ||
653 | |a perceived similarity | ||
653 | |a graph theoretical analysis | ||
653 | |a orderness | ||
653 | |a navigation | ||
653 | |a network eigen-entropy | ||
653 | |a Ising model | ||
653 | |a higher-order correlations | ||
653 | |a discrimination | ||
653 | |a information theory | ||
653 | |a recursion | ||
653 | |a goodness | ||
653 | |a consciousness | ||
653 | |a neuroscience | ||
653 | |a feedforward networks | ||
653 | |a spike train statistics | ||
653 | |a decoding | ||
653 | |a eigenvector centrality | ||
653 | |a discrete Markov chains | ||
653 | |a submodularity | ||
653 | |a free-energy principle | ||
653 | |a infomax principle | ||
653 | |a neural information propagation | ||
653 | |a integrated information | ||
653 | |a mismatched decoding | ||
653 | |a maximum entropy principle | ||
653 | |a perceptual magnet | ||
653 | |a graph theory | ||
653 | |a internal model hypothesis | ||
653 | |a channel capacity | ||
653 | |a complex networks | ||
653 | |a representation | ||
653 | |a latching | ||
653 | |a noise correlations | ||
653 | |a independent component analysis | ||
653 | |a mutual information decomposition | ||
653 | |a connectome | ||
653 | |a redundancy | ||
653 | |a mutual information | ||
653 | |a information entropy production | ||
653 | |a unconscious inference | ||
653 | |a hippocampus | ||
653 | |a neural population coding | ||
653 | |a spike-time precision | ||
653 | |a neural coding | ||
653 | |a maximum entropy | ||
653 | |a neural code | ||
653 | |a Potts model | ||
653 | |a pulse-gating | ||
653 | |a functional connectome | ||
653 | |a integrated information theory | ||
653 | |a minimum information partition | ||
653 | |a brain network | ||
653 | |a Queyranne's algorithm | ||
653 | |a principal component analysis | ||
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856 | 4 | 0 | |a www.oapen.org |u https://directory.doabooks.org/handle/20.500.12854/50225 |7 0 |z DOAB: description of the publication |