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Mean-field equations for neuronal networks with arbitrary degree distributions
Duane Q. Nykamp, Daniel Friedman, Sammy Shaker, Maxwell Shinn, Michael Vella, Albert Compte, Alex Roxin
doi: https://doi.org/10.1101/118463
Duane Q. Nykamp
1School of Mathematics, University of Minnesota, 127 Vincent Hall, Minneapolis, MN 55455
Daniel Friedman
1School of Mathematics, University of Minnesota, 127 Vincent Hall, Minneapolis, MN 55455
Sammy Shaker
1School of Mathematics, University of Minnesota, 127 Vincent Hall, Minneapolis, MN 55455
Maxwell Shinn
1School of Mathematics, University of Minnesota, 127 Vincent Hall, Minneapolis, MN 55455
Michael Vella
1School of Mathematics, University of Minnesota, 127 Vincent Hall, Minneapolis, MN 55455
Albert Compte
2Theoretical Neurobiology of Cortical Circuits, Institut d'Investigacions Biomédiques August Pi i Sunyer Carrer Rossell’o 149, Barcelona 08036, Spain
Alex Roxin
3Computational Neuroscience Group Centre de Recerca Matemaática Campus de Bellaterra, Edifici C 08193 Bellaterra, Spain
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Posted March 20, 2017.
Mean-field equations for neuronal networks with arbitrary degree distributions
Duane Q. Nykamp, Daniel Friedman, Sammy Shaker, Maxwell Shinn, Michael Vella, Albert Compte, Alex Roxin
bioRxiv 118463; doi: https://doi.org/10.1101/118463
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