Dynamics of Limit-Cycle Oscillators Subject to General Noise
about
Moving forward in circles: challenges and opportunities in modelling population cycles.Intrinsic heterogeneity in oscillatory dynamics limits correlation-induced neural synchronizationImpact of neuronal heterogeneity on correlated colored noise-induced synchronization.Interplay of coupling and common noise at the transition to synchrony in oscillator populations.Mathematical Frameworks for Oscillatory Network Dynamics in Neuroscience.Robustness, variability, phase dependence, and longevity of individual synaptic input effects on spike timing during fluctuating synaptic backgrounds: a modeling study of globus pallidus neuron phase response properties.Desynchronization of stochastically synchronized chemical oscillators.Improving the frequency precision of oscillators by synchronization.Noise-induced synchronization, desynchronization, and clustering in globally coupled nonidentical oscillators.Deriving theoretical phase locking values of a coupled cortico-thalamic neural mass model using center manifold reduction.Phase-amplitude reduction of transient dynamics far from attractors for limit-cycling systems.Optimization of noise-induced synchronization of oscillator networks.Precision of collective oscillations in complex dynamical systems with noise.Phase reduction of a limit cycle oscillator perturbed by a strong amplitude-modulated high-frequency force.Phase reduction theory for hybrid nonlinear oscillators.Phase reduction method for strongly perturbed limit cycle oscillators.Deterministic Smoluchowski-Feynman ratchets driven by chaotic noise.Effects of demographic noise on the synchronization of a metapopulation in a fluctuating environment.Stochastic bifurcations in a bistable Duffing-Van der Pol oscillator with colored noise.Design principles for enhancing phase sensitivity and suppressing phase fluctuations simultaneously in biochemical oscillatory systems.Coupling functions: Universal insights into dynamical interaction mechanismsCompeting influence of common noise and desynchronizing coupling on synchronization in the Kuramoto-Sakaguchi ensembleNoise can reduce disorder in chaotic dynamicsUncertainty principle for control of ensembles of oscillators driven by common noiseStochastic Hybrid Systems in Cellular Neuroscience
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P2860
Dynamics of Limit-Cycle Oscillators Subject to General Noise
description
article publié dans la revue scientifique Physical Review Letters
@fr
im Oktober 2010 veröffentlichter wissenschaftlicher Artikel
@de
scientific article published in Physical Review Letters
@en
wetenschappelijk artikel
@nl
наукова стаття, опублікована в жовтні 2010
@uk
name
Dynamics of Limit-Cycle Oscillators Subject to General Noise
@en
Dynamics of Limit-Cycle Oscillators Subject to General Noise
@nl
type
label
Dynamics of Limit-Cycle Oscillators Subject to General Noise
@en
Dynamics of Limit-Cycle Oscillators Subject to General Noise
@nl
prefLabel
Dynamics of Limit-Cycle Oscillators Subject to General Noise
@en
Dynamics of Limit-Cycle Oscillators Subject to General Noise
@nl
P2860
P50
P1476
Dynamics of limit-cycle oscillators subject to general noise
@en
P2093
G Bard Ermentrout
P2860
P304
P356
10.1103/PHYSREVLETT.105.154101
P407
P577
2010-10-04T00:00:00Z