How and why do neurons generate complex rhythms with various frequencies?

Some neurons generate endogenous rhythms with a period of a few hundred milliseconds,while others generate rhythms with a period of a few tens of seconds. Sometimes rhythms appear chaotic. Explaining how these neurons can generate various modes of oscillation with a widely ranging frequency is a cha...

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Main Authors: Teresa Ree Chay, Young Seek Lee
Format: Article
Language:English
Published: Wiley 1998-01-01
Series:Discrete Dynamics in Nature and Society
Subjects:
Online Access:http://dx.doi.org/10.1155/S102602269800020X
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author Teresa Ree Chay
Young Seek Lee
author_facet Teresa Ree Chay
Young Seek Lee
author_sort Teresa Ree Chay
collection DOAJ
description Some neurons generate endogenous rhythms with a period of a few hundred milliseconds,while others generate rhythms with a period of a few tens of seconds. Sometimes rhythms appear chaotic. Explaining how these neurons can generate various modes of oscillation with a widely ranging frequency is a challenge. In the first part of this review, we illustrate that such rhythms can be generated from simple yet elegant mathematical models. Chaos embedded in rhythmic activity has interesting characteristics that are not seen in other physical systems. Understanding of how these neurons utilizes endogenous rhythms to communicate with each other is important in elucidating where the brain gets various rhythms and why it can pervert into abnormal rhythms under diseased conditions. Using the islet of Langerhans in pancreas as an example, in the second part of this review, we illustrate how insulin secreting β-cells communicate with glucagon secreting α-cells to achieve an optimal insulin release.
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spelling doaj-art-fe8142a28f984ece95fb86730b002d9e2025-02-03T01:26:08ZengWileyDiscrete Dynamics in Nature and Society1026-02261607-887X1998-01-012421524210.1155/S102602269800020XHow and why do neurons generate complex rhythms with various frequencies?Teresa Ree Chay0Young Seek Lee1Department of Biological Sciences, University of Pittsburgh, Pittsburgh, Pennsylvania 15260, USADepartment of Biochemistry, Hanyang University, Kyung-Gi-Do, Ansan, KoreaSome neurons generate endogenous rhythms with a period of a few hundred milliseconds,while others generate rhythms with a period of a few tens of seconds. Sometimes rhythms appear chaotic. Explaining how these neurons can generate various modes of oscillation with a widely ranging frequency is a challenge. In the first part of this review, we illustrate that such rhythms can be generated from simple yet elegant mathematical models. Chaos embedded in rhythmic activity has interesting characteristics that are not seen in other physical systems. Understanding of how these neurons utilizes endogenous rhythms to communicate with each other is important in elucidating where the brain gets various rhythms and why it can pervert into abnormal rhythms under diseased conditions. Using the islet of Langerhans in pancreas as an example, in the second part of this review, we illustrate how insulin secreting β-cells communicate with glucagon secreting α-cells to achieve an optimal insulin release.http://dx.doi.org/10.1155/S102602269800020XBurstingSpikingChaosBifurcationsFrequency modulation.
spellingShingle Teresa Ree Chay
Young Seek Lee
How and why do neurons generate complex rhythms with various frequencies?
Discrete Dynamics in Nature and Society
Bursting
Spiking
Chaos
Bifurcations
Frequency modulation.
title How and why do neurons generate complex rhythms with various frequencies?
title_full How and why do neurons generate complex rhythms with various frequencies?
title_fullStr How and why do neurons generate complex rhythms with various frequencies?
title_full_unstemmed How and why do neurons generate complex rhythms with various frequencies?
title_short How and why do neurons generate complex rhythms with various frequencies?
title_sort how and why do neurons generate complex rhythms with various frequencies
topic Bursting
Spiking
Chaos
Bifurcations
Frequency modulation.
url http://dx.doi.org/10.1155/S102602269800020X
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