Control of oscillation periods and phase durations in half-center central pattern generators: a comparative mechanistic analysis.
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Multiple rhythmic states in a model of the respiratory central pattern generatorEvolution of central pattern generators and rhythmic behavioursSimple cellular and network control principles govern complex patterns of motor behaviorDevelopment and Training of a Neural Controller for Hind Leg Walking in a Dog Robot.A neuromechanical simulation of insect walking and transition to turning of the cockroach Blaberus discoidalis.The significance of dynamical architecture for adaptive responses to mechanical loads during rhythmic behavior.Interacting oscillations in neural control of breathing: modeling and qualitative analysis.Unilateral superior laryngeal nerve lesion in an animal model of dysphagia and its effect on sucking and swallowing.Endogenous rhythm and pattern-generating circuit interactions in cockroach motor centresDo pacemakers drive the central pattern generator for locomotion in mammals?From neuron to behavior: dynamic equation-based prediction of biological processes in motor control.A Functional Subnetwork Approach to Designing Synthetic Nervous Systems That Control Legged Robot Locomotion.Leg-local neural mechanisms for searching and learning enhance robotic locomotion.Conditions for Multi-functionality in a Rhythm Generating Network Inspired by Turtle Scratching.Investigating inter-segmental connections between thoracic ganglia in the stick insect by means of experimental and simulated phase response curves.Explicit maps to predict activation order in multiphase rhythms of a coupled cell network.The central pattern generator underlying swimming in Dendronotus iris: a simple half-center network oscillator with a twist.Linking dynamics of the inhibitory network to the input structure.Compensation for variable intrinsic neuronal excitability by circuit-synaptic interactions.A dynamical systems analysis of afferent control in a neuromechanical model of locomotion: I. Rhythm generation.Afferent control of locomotor CPG: insights from a simple neuromechanical model.Inferring and quantifying the role of an intrinsic current in a mechanism for a half-center bursting oscillation: A dominant scale and hybrid dynamical systems analysis.A positive feedback at the cellular level promotes robustness and modulation at the circuit level.Synaptic patterning of left-right alternation in a computational model of the rodent hindlimb central pattern generator.Toward robust phase-locking in Melibe swim central pattern generator models.A neuromechanical model for the neuronal basis of curve walking in the stick insect.A model of the levator-depressor neuro-mechanical system of the stick insect leg.Thomas Graham Brown (1882–1965): Behind the Scenes at the Cardiff Institute of Physiology.State-dependent rhythmogenesis and frequency control in a half-center locomotor CPG.Design process and tools for dynamic neuromechanical models and robot controllers.Frequency modulation of large oscillatory neural networks.Activity-dependent plasticity in the isolated embryonic avian brainstem following manipulations of rhythmic spontaneous neural activity.A network model comprising 4 segmental, interconnected ganglia, and its application to simulate multi-legged locomotion in crustaceans.Dominance of local sensory signals over inter-segmental effects in a motor system: modeling studies.A mathematical modeling study of inter-segmental coordination during stick insect walking.An inter-segmental network model and its use in elucidating gait-switches in the stick insect.A neuromechanical model explaining forward and backward stepping in the stick insect.Analytical CPG model driven by limb velocity input generates accurate temporal locomotor dynamics
P2860
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P2860
Control of oscillation periods and phase durations in half-center central pattern generators: a comparative mechanistic analysis.
description
2009 nî lūn-bûn
@nan
2009年の論文
@ja
2009年学术文章
@wuu
2009年学术文章
@zh-cn
2009年学术文章
@zh-hans
2009年学术文章
@zh-my
2009年学术文章
@zh-sg
2009年學術文章
@yue
2009年學術文章
@zh
2009年學術文章
@zh-hant
name
Control of oscillation periods ...... parative mechanistic analysis.
@en
Control of oscillation periods ...... parative mechanistic analysis.
@nl
type
label
Control of oscillation periods ...... parative mechanistic analysis.
@en
Control of oscillation periods ...... parative mechanistic analysis.
@nl
prefLabel
Control of oscillation periods ...... parative mechanistic analysis.
@en
Control of oscillation periods ...... parative mechanistic analysis.
@nl
P2093
P2860
P1476
Control of oscillation periods ...... parative mechanistic analysis.
@en
P2093
Ilya A Rybak
Jonathan E Rubin
Silvia Daun
P2860
P2888
P356
10.1007/S10827-008-0124-4
P577
2009-01-06T00:00:00Z