Determining Properties of Synaptic Structure in a Neural Network through Spike Train Analysis
A "complex" system typically has a relatively large number of dynamically interacting components and tends to exhibit emergent behavior that cannot be explained by analyzing each component separately. A biological neural network is one example of such a system. A multi-agent model of such...
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2007
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ndltd-unt.edu-info-ark-67531-metadc37022017-03-17T08:35:50Z Determining Properties of Synaptic Structure in a Neural Network through Spike Train Analysis Brooks, Evan Complexity neural network multi-agent model sample entropy Neural networks (Neurobiology) -- Mathematical models. Neural transmission -- Mathematical models. A "complex" system typically has a relatively large number of dynamically interacting components and tends to exhibit emergent behavior that cannot be explained by analyzing each component separately. A biological neural network is one example of such a system. A multi-agent model of such a network is developed to study the relationships between a network's structure and its spike train output. Using this model, inferences are made about the synaptic structure of networks through cluster analysis of spike train summary statistics A complexity measure for the network structure is also presented which has a one-to-one correspondence with the standard time series complexity measure sample entropy. University of North Texas Monticino, Michael G. Quintanilla, John Brand, Neal 2007-05 Thesis or Dissertation Text oclc: 174144166 https://digital.library.unt.edu/ark:/67531/metadc3702/ ark: ark:/67531/metadc3702 English Public Copyright Brooks, Evan Copyright is held by the author, unless otherwise noted. All rights reserved. |
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English |
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Others
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Complexity neural network multi-agent model sample entropy Neural networks (Neurobiology) -- Mathematical models. Neural transmission -- Mathematical models. |
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Complexity neural network multi-agent model sample entropy Neural networks (Neurobiology) -- Mathematical models. Neural transmission -- Mathematical models. Brooks, Evan Determining Properties of Synaptic Structure in a Neural Network through Spike Train Analysis |
description |
A "complex" system typically has a relatively large number of dynamically interacting components and tends to exhibit emergent behavior that cannot be explained by analyzing each component separately. A biological neural network is one example of such a system. A multi-agent model of such a network is developed to study the relationships between a network's structure and its spike train output. Using this model, inferences are made about the synaptic structure of networks through cluster analysis of spike train summary statistics A complexity measure for the network structure is also presented which has a one-to-one correspondence with the standard time series complexity measure sample entropy. |
author2 |
Monticino, Michael G. |
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Monticino, Michael G. Brooks, Evan |
author |
Brooks, Evan |
author_sort |
Brooks, Evan |
title |
Determining Properties of Synaptic Structure in a Neural Network through Spike Train Analysis |
title_short |
Determining Properties of Synaptic Structure in a Neural Network through Spike Train Analysis |
title_full |
Determining Properties of Synaptic Structure in a Neural Network through Spike Train Analysis |
title_fullStr |
Determining Properties of Synaptic Structure in a Neural Network through Spike Train Analysis |
title_full_unstemmed |
Determining Properties of Synaptic Structure in a Neural Network through Spike Train Analysis |
title_sort |
determining properties of synaptic structure in a neural network through spike train analysis |
publisher |
University of North Texas |
publishDate |
2007 |
url |
https://digital.library.unt.edu/ark:/67531/metadc3702/ |
work_keys_str_mv |
AT brooksevan determiningpropertiesofsynapticstructureinaneuralnetworkthroughspiketrainanalysis |
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1718429677390921728 |