We report on the bifurcation analysis of an extended Hindmarsh–Rose (eHR) neuronal
oscillator. We prove that Hopf bifurcation occurs in this system, when an appropriate chosen …

This paper presents a novel third-order autonomous memristive diode bridge-based
oscillator with fast-slow effect. Based on the modeling of the presented memristive oscillator …

Since the electrical activities of neurons are closely related to complex electrophysiological
environment in neuronal system, a novel three‐dimensional memristive Hindmarsh–Rose …

Time-varying networks are prominently present in the nervous system, where the
connections between neurons vary according to the activity of pre and post synapses. Using …

Introduction Studies of categorical decision-making attempt to understand behavior by
probing how different features of complex and changing environments guide the selection of …

We propose an extension of the Fitzhugh-Nagumo model, which possesses a regime of
three coexisting stable states: resting equilibrium and two stable oscillatory states. Such a …

Temperature affects the conductances and kinetics of the ionic channels that underlie
neuronal activity. Each membrane conductance has a different characteristic temperature …

Similar to period-doubling bifurcation of fixed points, periodic orbits, it has been found since
1980's that a corresponding doubling bifurcation can also be found in the case of …

This paper investigates extreme multistability and its controllability for an ideal voltage‐
controlled memristor emulator‐based canonical Chua's circuit. With the voltage‐current …

The design and analysis of simple autonomous memristive circuits are of great significance
in theoretical research and practical application of complex dynamics. This paper designs a …