Multistable Phase Locking Patterns in a Bursting Neural System

We quantitatively analyze the multistability of dynamic patterns of a busting neural system with diffusive coupling. Through effective coupling analysis, we show that the system is not in-phase locking but exhibits various phase locking patterns, each of which corresponds to the stable fixed points...

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Main Authors: Seon-Hee Park, Young-Sup Hwang, Jae-Hun Choi
Format: Article
Language:English
Published: International Institute of Informatics and Cybernetics 2003-08-01
Series:Journal of Systemics, Cybernetics and Informatics
Online Access:http://www.iiisci.org/Journal/CV$/sci/pdfs/002892.pdf
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author Seon-Hee Park
Young-Sup Hwang
Jae-Hun Choi
author_facet Seon-Hee Park
Young-Sup Hwang
Jae-Hun Choi
author_sort Seon-Hee Park
collection DOAJ
description We quantitatively analyze the multistability of dynamic patterns of a busting neural system with diffusive coupling. Through effective coupling analysis, we show that the system is not in-phase locking but exhibits various phase locking patterns, each of which corresponds to the stable fixed points of the effective coupling. The simulation proves the validity of the effective coupling method in analyzing the multistability of neural systems which presents complicated dynamic patterns such as bursting.
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spelling doaj.art-fbb3e69a36b244f3b68c29c3ecab5caf2022-12-21T23:42:44ZengInternational Institute of Informatics and CyberneticsJournal of Systemics, Cybernetics and Informatics1690-45242003-08-01142326Multistable Phase Locking Patterns in a Bursting Neural SystemSeon-Hee Park0Young-Sup Hwang1Jae-Hun Choi2 Bioinformatics research team, ETRI Bioinformatics research team, ETRI Bioinformatics research team, ETRI We quantitatively analyze the multistability of dynamic patterns of a busting neural system with diffusive coupling. Through effective coupling analysis, we show that the system is not in-phase locking but exhibits various phase locking patterns, each of which corresponds to the stable fixed points of the effective coupling. The simulation proves the validity of the effective coupling method in analyzing the multistability of neural systems which presents complicated dynamic patterns such as bursting.http://www.iiisci.org/Journal/CV$/sci/pdfs/002892.pdf
spellingShingle Seon-Hee Park
Young-Sup Hwang
Jae-Hun Choi
Multistable Phase Locking Patterns in a Bursting Neural System
Journal of Systemics, Cybernetics and Informatics
title Multistable Phase Locking Patterns in a Bursting Neural System
title_full Multistable Phase Locking Patterns in a Bursting Neural System
title_fullStr Multistable Phase Locking Patterns in a Bursting Neural System
title_full_unstemmed Multistable Phase Locking Patterns in a Bursting Neural System
title_short Multistable Phase Locking Patterns in a Bursting Neural System
title_sort multistable phase locking patterns in a bursting neural system
url http://www.iiisci.org/Journal/CV$/sci/pdfs/002892.pdf
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