From chaos to encryption using fractional order Lorenz-Stenflo model with flux-controlled feedback memristor
NA Khan, MA Qureshi, S Akbar, A Ara - Physica Scripta, 2022 - iopscience.iop.org
To add complexity to a chaotic system, a new five-dimensional fractional-order chaotic
system is proposed based on the Lorenz-Stenflo model with a feedback memristor. By …
system is proposed based on the Lorenz-Stenflo model with a feedback memristor. By …
Combination projective synchronization in fractional-order chaotic system with disturbance and uncertainty
In this manuscript, we study combination projective synchronization (CPS). In CPS, matrix
projective combination synchronization (MPCS) and inverse matrix projective combination …
projective combination synchronization (MPCS) and inverse matrix projective combination …
Sliding mode disturbance observer control based on adaptive hybrid projective compound combination synchronization in fractional-order chaotic systems
In this paper, the hybrid projective compound combination synchronization (HPCCS) in a
class of commensurate fractional-order chaotic Genesio–Tesi system with unknown …
class of commensurate fractional-order chaotic Genesio–Tesi system with unknown …
Adaptive hybrid complex projective combination–combination synchronization in non-identical hyperchaotic complex systems
In this paper, we propose an adaptive hybrid complex projective combination–combination
synchronization method to synchronize the hyperchaotic (HC) complex Lorenz system and …
synchronization method to synchronize the hyperchaotic (HC) complex Lorenz system and …
Fitting of experimental data using a fractional Kalman-like observer
In this paper, a fractional order Kalman filter (FOKF) is presented, this is based on a system
expressed by fractional differential equations according to the Riemann–Liouville definition …
expressed by fractional differential equations according to the Riemann–Liouville definition …
Secure communication and synchronization dynamics in chaotic Chua's system via adaptive sliding mode control technique
This paper presents a combination difference synchronization (CDS) in fractional order (FO)
Chua's chaotic model with disturbance using the technique of adaptive sliding mode …
Chua's chaotic model with disturbance using the technique of adaptive sliding mode …
On the complete synchronization of a time-fractional reaction–diffusion system with the Newton–Leipnik nonlinearity
In this paper, we consider a time-fractional reaction–diffusion system with the same
nonlinearities of the Newton–Leipnik chaotic system. Through analytical tools and numerical …
nonlinearities of the Newton–Leipnik chaotic system. Through analytical tools and numerical …
Adaptive Hybrid Projective Synchronization Of Hyper-chaotic Systems
A Khan, H Chaudhary - Applications and Applied …, 2021 - digitalcommons.pvamu.edu
In this paper, we design a procedure to investigate the hybrid projective synchronization
(HPS) technique among two identical hyper-chaotic systems. An adaptive control method …
(HPS) technique among two identical hyper-chaotic systems. An adaptive control method …
Chaos controllability in chemical reactor system via active controlled hybrid projective synchronization method
A Khan, T Khan, H Chaudhary - AIP Conference Proceedings, 2022 - pubs.aip.org
This manuscript deals with an investigation of hybrid projective synchronization (HPS)
scheme between chaotic identical chemical reactor systems via active control design (ACD) …
scheme between chaotic identical chemical reactor systems via active control design (ACD) …
A projection recurrent neural network based sliding mode control to stabilize unknown fractional-order chaotic systems
A Kariminia, H Zarabadipour - International Journal of Dynamics and …, 2023 - Springer
In this paper, a new approach based on Projection Recurrent Neural Network (PRNN) and
Discrete-time Sliding Mode Control (DTSMC) has been proposed to stabilize Fractional …
Discrete-time Sliding Mode Control (DTSMC) has been proposed to stabilize Fractional …