Review on chaotic dynamics of memristive neuron and neural network
The study of dynamics on artificial neurons and neuronal networks is of great significance to
understand brain functions and develop neuromorphic systems. Recently, memristive …
understand brain functions and develop neuromorphic systems. Recently, memristive …
Lower-dimensional simple chaotic systems with spectacular features
Lower-dimensional chaotic systems are easily implementable and cost-effective, therefore,
more desirable for practical considerations. Not only can such systems preserve basic …
more desirable for practical considerations. Not only can such systems preserve basic …
Memristor synapse-coupled piecewise-linear simplified Hopfield neural network: Dynamics analysis and circuit implementation
Electromagnetic induction current is generated between the adjacent neurons in neural
network caused by the existence of membrane potential difference. Memristor is the fourth …
network caused by the existence of membrane potential difference. Memristor is the fourth …
Memristor initial-offset boosting and its bifurcation mechanism in a memristive FitzHugh-Nagumo neuron model with hidden dynamics
Electromagnetic induction plays a vital role in impacting the neuron dynamics, since the
electromagnetic induction is triggered alongside with the complex interaction of membrane …
electromagnetic induction is triggered alongside with the complex interaction of membrane …
Two-memristor-based chaotic system with infinite coexisting attractors
Q Lai, Z Wan, LK Kengne, PDK Kuate… - IEEE Transactions on …, 2020 - ieeexplore.ieee.org
Chaotic systems with memristor are favored by academia because of diversity of dynamics.
This brief reports a novel two-memristor-based 4D chaotic system. Numerical simulation …
This brief reports a novel two-memristor-based 4D chaotic system. Numerical simulation …
Hidden attractors in Chua circuit: mathematical theory meets physical experiments
N Kuznetsov, T Mokaev, V Ponomarenko… - Nonlinear …, 2023 - Springer
After the discovery in early 1960s by E. Lorenz and Y. Ueda of the first example of a chaotic
attractor in numerical simulation of a real physical process, a new scientific direction of …
attractor in numerical simulation of a real physical process, a new scientific direction of …
Complex dynamics and initial state effects in a two-dimensional sine-bounded memristive map
Recently, discrete memristor maps can be directly constructed using discrete memristors.
However, some discrete memristors with reciprocal polynomial memristances cannot be …
However, some discrete memristors with reciprocal polynomial memristances cannot be …
Experimental observation of hidden Chua's attractor
Eleven years have passed since the discovery of the first chaotic hidden attractor in Chua
system with piecewise-linear nonlinearity. Experimental observation of such attractor is still a …
system with piecewise-linear nonlinearity. Experimental observation of such attractor is still a …
Generating grid chaotic sea from system without equilibrium point
N Wang, G Zhang, NV Kuznetsov, H Li - Communications in Nonlinear …, 2022 - Elsevier
The dynamical system without equilibrium point is considered having hidden dynamics. It is
relatively difficult to locate the attractor in the state space as its attraction basin has nothing …
relatively difficult to locate the attractor in the state space as its attraction basin has nothing …
Dynamical Behaviors of an SIR Epidemic Model with Discrete Time
B Li, Z Eskandari, Z Avazzadeh - Fractal and Fractional, 2022 - mdpi.com
Analytically and numerically, the study examines the stability and local bifurcations of a
discrete-time SIR epidemic model. For this model, a number of bifurcations are studied …
discrete-time SIR epidemic model. For this model, a number of bifurcations are studied …