Stochastic Bifurcations and Noise-Induced Chaos in 3D Neuron Model

Lévy noise induced stochastic resonance in an FHN model

(2016) ZhanQing Wang et al.   Science China-Technological Sciences

Macro- and micro-chaotic structures in the Hindmarsh-Rose model of bursting neurons

(2014) Roberto Barrio et al.   CHAOS

NOISE-INDUCED OSCILLATING BISTABILITY AND TRANSITION TO CHAOS IN FITZHUGH–NAGUMO MODEL

(2014) IRINA BASHKIRTSEVA et al.   FLUCTUATION AND NOISE LETTERS

Mixed-mode bursting oscillations: Dynamics created by a slow passage through spike-adding canard explosion in a square-wave burster

(2013) Mathieu Desroches et al.   CHAOS

Sensitivity analysis of stochastic attractors and noise-induced transitions for population model with Allee effect

(2011) I. Bashkirtseva et al.   CHAOS

SubHopf/Fold-Cycle Bursting in the Hindmarsh—Rose Neuronal Model with Periodic Stimulation

(2011) Ying Ji et al.   CHINESE PHYSICS LETTERS

Parameter-sweeping techniques for temporal dynamics of neuronal systems: case study of Hindmarsh-Rose model

(2011) Roberto Barrio et al.   Journal of Mathematical Neuroscience

Confidence tori in the analysis of stochastic 3D-cycles

(2009) L. Ryashko et al.   MATHEMATICS AND COMPUTERS IN SIMULATION

The Hindmarsh–Rose neuron model: Bifurcation analysis and piecewise-linear approximations

(2008) Marco Storace et al.   CHAOS

METHODS OF THE QUALITATIVE THEORY FOR THE HINDMARSH–ROSE MODEL: A CASE STUDY – A TUTORIAL

(2008) ANDREY SHILNIKOV et al.   INTERNATIONAL JOURNAL OF BIFURCATION AND CHAOS