Abstract The article shows that transient chaos phenomena can be observed in a generalized memristor Chua's circuit where a nonlinear resistor is introduced to better model the real memristor behaviour. The flux‐charge analysis method is used to explain the origin of transient chaos, that is attributed to the drift of the index of the memristor circuit invariant manifolds caused by the charge flowing into the nonlinear resistor
The paper studies bifurcations and complex dynamics in a class of nonautonomous oscillatory circuits...
In this paper, a magnetron memristor model based on hyperbolic sine function is presented and the co...
Over the last three decades, theoretical design and circuitry implementation of various chaotic gene...
The work focuses on pattern classification via analog systems that exploit tunable chaos in 3rd-orde...
The key intent of the work is to analyze complex dynamics and synchronization phenomena in a 1-D arr...
The present manuscript relies on the companion paper entitled ''Memristor Circuits: Flux-Charge Anal...
The paper considers a relevant class of networks containing memristors and (possibly) nonlinear capa...
Recent articles introduced a new method, named flux-charge analysis method (FCAM), for studying nonl...
In this paper, a time varying resistive circuit realising the action of an active three segment piec...
In this paper, a time varying resistive circuit realizing the action of an active three segment piec...
A novel approach to the physical memristor’s behavior of the KNOWM is presented in this work. The KN...
This paper proposes a modified Chua Corsage Memristor endowed with two symmetrical locally active do...
A recent work [1] introduced a flux-charge analysis method (FCAM) to study the nonlinear dynamics an...
The paper studies nonlinear dynamics and bifurcations of a class of memristor oscillatory circuits o...
Memristor-based circuits are widely exploited to realize analog and/or digital systems for a broad s...
The paper studies bifurcations and complex dynamics in a class of nonautonomous oscillatory circuits...
In this paper, a magnetron memristor model based on hyperbolic sine function is presented and the co...
Over the last three decades, theoretical design and circuitry implementation of various chaotic gene...
The work focuses on pattern classification via analog systems that exploit tunable chaos in 3rd-orde...
The key intent of the work is to analyze complex dynamics and synchronization phenomena in a 1-D arr...
The present manuscript relies on the companion paper entitled ''Memristor Circuits: Flux-Charge Anal...
The paper considers a relevant class of networks containing memristors and (possibly) nonlinear capa...
Recent articles introduced a new method, named flux-charge analysis method (FCAM), for studying nonl...
In this paper, a time varying resistive circuit realising the action of an active three segment piec...
In this paper, a time varying resistive circuit realizing the action of an active three segment piec...
A novel approach to the physical memristor’s behavior of the KNOWM is presented in this work. The KN...
This paper proposes a modified Chua Corsage Memristor endowed with two symmetrical locally active do...
A recent work [1] introduced a flux-charge analysis method (FCAM) to study the nonlinear dynamics an...
The paper studies nonlinear dynamics and bifurcations of a class of memristor oscillatory circuits o...
Memristor-based circuits are widely exploited to realize analog and/or digital systems for a broad s...
The paper studies bifurcations and complex dynamics in a class of nonautonomous oscillatory circuits...
In this paper, a magnetron memristor model based on hyperbolic sine function is presented and the co...
Over the last three decades, theoretical design and circuitry implementation of various chaotic gene...