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Spatiotemporal dynamics of neuronal networks with synaptic depression - Zachary Kilpatrick
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Zachary Kilpatrick:

Spatiotemporal dynamics of neuronal networks with synaptic depression - nouveau livre

ISBN: 9783639309485

ID: af062bc1f31c650ebb96770af2db0661

Spatially structured waves and oscillations in neuronal networks with synaptic depression and adaptation We analyze the spatiotemporal dynamics of systems of nonlocal integro-differential equations, which all represent neuronal networks with synaptic depression and spike frequency adaptation. These networks support a wide range of spatially structured waves, pulses, and oscillations, which are suggestive of phenomena seen in cortical slice experiments and in vivo. In an excitatory network with synaptic depression and adaptation, we study traveling waves, spiral waves, standing bumps, and synchronous oscillations. Analyzing standing bumps in the network with only depression, we find the stability of bumps is determined by the spectrum of a piecewise smooth operator. When the space-clamped network supports limit cycles, target wave emitting oscillating cores and spiral waves arise in the spatially-extended network. We then proceed to study binocular rivalry in a competitive neuronal network with synaptic depression. Rivalry arises as limit cycles in the space-clamped system and double bump instabilities in the spatially-extended system. Finally, we find inhomogeneities in the spatial connectivity of a neuronal network with adaptation can cause wave propagation failure. Bücher / Fremdsprachige Bücher / Englische Bücher 978-3-639-30948-5, VDM Verlag

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Spatiotemporal dynamics of neuronal networks with synaptic depression - Zachary Kilpatrick
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Zachary Kilpatrick:

Spatiotemporal dynamics of neuronal networks with synaptic depression - nouveau livre

ISBN: 9783639309485

ID: 3ea9103599774bb58452947c8f5b8274

Spatially structured waves and oscillations in neuronal networks with synaptic depression and adaptation We analyze the spatiotemporal dynamics of systems of nonlocal integro-differential equations, which all represent neuronal networks with synaptic depression and spike frequency adaptation. These networks support a wide range of spatially structured waves, pulses, and oscillations, which are suggestive of phenomena seen in cortical slice experiments and in vivo. In an excitatory network with synaptic depression and adaptation, we study traveling waves, spiral waves, standing bumps, and synchronous oscillations. Analyzing standing bumps in the network with only depression, we find the stability of bumps is determined by the spectrum of a piecewise smooth operator. When the space-clamped network supports limit cycles, target wave emitting oscillating cores and spiral waves arise in the spatially-extended network. We then proceed to study binocular rivalry in a competitive neuronal network with synaptic depression. Rivalry arises as limit cycles in the space-clamped system and double bump instabilities in the spatially-extended system. Finally, we find inhomogeneities in the spatial connectivity of a neuronal network with adaptation can cause wave propagation failure. Bücher / Fremdsprachige Bücher / Englische Bücher 978-3-639-30948-5, VDM

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Spatiotemporal dynamics of neuronal networks with synaptic depression - Zachary Kilpatrick
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Zachary Kilpatrick:
Spatiotemporal dynamics of neuronal networks with synaptic depression - nouveau livre

ISBN: 9783639309485

ID: 130368987

We analyze the spatiotemporal dynamics of systems of nonlocal integro-differential equations, which all represent neuronal networks with synaptic depression and spike frequency adaptation. These networks support a wide range of spatially structured waves, pulses, and oscillations, which are suggestive of phenomena seen in cortical slice experiments and in vivo. In an excitatory network with synaptic depression and adaptation, we study traveling waves, spiral waves, standing bumps, and synchronous oscillations. Analyzing standing bumps in the network with only depression, we find the stability of bumps is determined by the spectrum of a piecewise smooth operator. When the space-clamped network supports limit cycles, target wave emitting oscillating cores and spiral waves arise in the spatially-extended network. We then proceed to study binocular rivalry in a competitive neuronal network with synaptic depression. Rivalry arises as limit cycles in the space-clamped system and double bump instabilities in the spatially-extended system. Finally, we find inhomogeneities in the spatial connectivity of a neuronal network with adaptation can cause wave propagation failure. Spatially structured waves and oscillations in neuronal networks with synaptic depression and adaptation Buch (fremdspr.) Bücher>Fremdsprachige Bücher>Englische Bücher, VDM

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Spatiotemporal dynamics of neuronal networks with synaptic depression - Zachary Kilpatrick
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Spatiotemporal dynamics of neuronal networks with synaptic depression - Livres de poche

2011, ISBN: 3639309480

ID: 10407750552

[EAN: 9783639309485], Neubuch, [PU: VDM Verlag Jan 2011], This item is printed on demand - Print on Demand Neuware - We analyze the spatiotemporal dynamics of systems of nonlocal integro differential equations, which all represent neuronal networks with synaptic depression and spike frequency adaptation. These networks support a wide range of spatially structured waves, pulses, and oscillations, which are suggestive of phenomena seen in cortical slice experiments and in vivo. In an excitatory network with synaptic depression and adaptation, we study traveling waves, spiral waves, standing bumps, and synchronous oscillations. Analyzing standing bumps in the network with only depression, we find the stability of bumps is determined by the spectrum of a piecewise smooth operator. When the space clamped network supports limit cycles, target wave emitting oscillating cores and spiral waves arise in the spatially-extended network. We then proceed to study binocular rivalry in a competitive neuronal network with synaptic depression. Rivalry arises as limit cycles in the space-clamped system and double bump instabilities in the spatially-extended system. Finally, we find inhomogeneities in the spatial connectivity of a neuronal network with adaptation can cause wave propagation failure. 212 pp. Englisch

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Spatiotemporal dynamics of neuronal networks with synaptic depression - Kilpatrick, Zachary
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Kilpatrick, Zachary:
Spatiotemporal dynamics of neuronal networks with synaptic depression - Livres de poche

2011, ISBN: 9783639309485

[ED: Softcover], [PU: Vdm Verlag Dr. Müller], We analyze the spatiotemporal dynamics of systems of nonlocal integro differential equations, which all represent neuronal networks with synaptic depression and spike frequency adaptation. These networks support a wide range of spatially structured waves, pulses, and oscillations, which are suggestive of phenomena seen in cortical slice experiments and in vivo. In an excitatory network with synaptic depression and adaptation, we study traveling waves, spiral waves, standing bumps, and synchronous oscillations. Analyzing standing bumps in the network with only depression, we find the stability of bumps is determined by the spectrum of a piecewise smooth operator. When the space clamped network supports limit cycles, target wave emitting oscillating cores and spiral waves arise in the spatially-extended network. We then proceed to study binocular rivalry in a competitive neuronal network with synaptic depression. Rivalry arises as limit cycles in the space-clamped system and double bump instabilities in the spatially-extended system. Finally, we find inhomogeneities in the spatial connectivity of a neuronal network with adaptation can cause wave propagation failure. 2011. 212 S. Versandfertig in 3-5 Tagen, [SC: 0.00], Neuware, gewerbliches Angebot

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Détails sur le livre
Spatiotemporal dynamics of neuronal networks with synaptic depression
Auteur:

Kilpatrick, Zachary

Titre:

Spatiotemporal dynamics of neuronal networks with synaptic depression

ISBN:

9783639309485

We analyze the spatiotemporal dynamics of systems of nonlocal integro-differential equations, which all represent neuronal networks with synaptic depression and spike frequency adaptation. These networks support a wide range of spatially structured waves, pulses, and oscillations, which are suggestive of phenomena seen in cortical slice experiments and in vivo. In an excitatory network with synaptic depression and adaptation, we study traveling waves, spiral waves, standing bumps, and synchronous oscillations. Analyzing standing bumps in the network with only depression, we find the stability of bumps is determined by the spectrum of a piecewise smooth operator. When the space-clamped network supports limit cycles, target wave emitting oscillating cores and spiral waves arise in the spatially-extended network. We then proceed to study binocular rivalry in a competitive neuronal network with synaptic depression. Rivalry arises as limit cycles in the space-clamped system and double bump instabilities in the spatially-extended system. Finally, we find inhomogeneities in the spatial connectivity of a neuronal network with adaptation can cause wave propagation failure.

Informations détaillées sur le livre - Spatiotemporal dynamics of neuronal networks with synaptic depression


EAN (ISBN-13): 9783639309485
ISBN (ISBN-10): 3639309480
Version reliée
Livre de poche
Date de parution: 2011
Editeur: VDM Verlag Jan 2011

Livre dans la base de données depuis 30.10.2008 20:10:26
Livre trouvé récemment le 04.07.2016 09:23:22
ISBN/EAN: 9783639309485

ISBN - Autres types d'écriture:
3-639-30948-0, 978-3-639-30948-5

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