We show how a synchronized pair of integrate-and-fire neural oscillators with noninstantaneous synaptic interactions can destabilize in the strong coupling regime resulting in non-phase-locked behavior. In the case of symmetric inhibitory coupling, desynchronization produces an inhomogeneous state in which one of the oscillators becomes inactive (oscillator death). On the other hand, for asymmetric excitatory/inhibitory coupling, mode locking can occur leading to periodic bursting patterns. The consequences for large globally coupled networks is discussed
International audienceWe have used continuous and discrete-time versions of a neural oscillator mode...
Synchronization of neural oscillations has been hypothesized to play an essential role in the large-...
We consider the stationary and the partially synchronous regimes in an all-to-all coupled neural net...
A dynamical theory of spike train transitions in networks of pulse-coupled integrateand- fire (IF) n...
Under which conditions can a network of pulse-coupled oscillators sustain stable collective activity...
A dynamical mechanism underlying pattern formation in a spatially extended network of integrate-and-...
We use geometric dynamical systems methods to derive phase equations for networks of weakly connecte...
We investigate theoretically the conditions for the emergence of synchronous activity in large netwo...
Synchronization of excitable cells coupled by reciprocal inhibition is a topic of significant intere...
International audienceSynchronization properties of fully connected networks of identical oscillator...
We study a model for a network of synaptically coupled, excitable neurons to identify the role of co...
Gap junction coupling is ubiquitous in the brain, particularly between the dendritic trees of inhibi...
Synchronization properties of fully connectec. netwoi,s of identical os-cillatory neurons are studie...
We propose a new integrate-and-fire model as a single neuron model. We study a globally coupled nois...
AbstractExistence and stability criteria for harmonic locking modes were derived for two reciprocall...
International audienceWe have used continuous and discrete-time versions of a neural oscillator mode...
Synchronization of neural oscillations has been hypothesized to play an essential role in the large-...
We consider the stationary and the partially synchronous regimes in an all-to-all coupled neural net...
A dynamical theory of spike train transitions in networks of pulse-coupled integrateand- fire (IF) n...
Under which conditions can a network of pulse-coupled oscillators sustain stable collective activity...
A dynamical mechanism underlying pattern formation in a spatially extended network of integrate-and-...
We use geometric dynamical systems methods to derive phase equations for networks of weakly connecte...
We investigate theoretically the conditions for the emergence of synchronous activity in large netwo...
Synchronization of excitable cells coupled by reciprocal inhibition is a topic of significant intere...
International audienceSynchronization properties of fully connected networks of identical oscillator...
We study a model for a network of synaptically coupled, excitable neurons to identify the role of co...
Gap junction coupling is ubiquitous in the brain, particularly between the dendritic trees of inhibi...
Synchronization properties of fully connectec. netwoi,s of identical os-cillatory neurons are studie...
We propose a new integrate-and-fire model as a single neuron model. We study a globally coupled nois...
AbstractExistence and stability criteria for harmonic locking modes were derived for two reciprocall...
International audienceWe have used continuous and discrete-time versions of a neural oscillator mode...
Synchronization of neural oscillations has been hypothesized to play an essential role in the large-...
We consider the stationary and the partially synchronous regimes in an all-to-all coupled neural net...