A novel secure image transmission scheme based on synchronization of fractional-order discrete-time hyperchaotic systems
In this paper, a secure image transmission scheme based on synchronization of fractional-
order discrete-time hyperchaotic systems is proposed. In this scheme, a fractional-order …
order discrete-time hyperchaotic systems is proposed. In this scheme, a fractional-order …
A double perturbation method for reducing dynamical degradation of the digital baker map
L Liu, J Lin, S Miao, B Liu - International Journal of Bifurcation and …, 2017 - World Scientific
The digital Baker map is widely used in different kinds of cryptosystems, especially for image
encryption. However, any chaotic map which is realized on the finite precision device (eg …
encryption. However, any chaotic map which is realized on the finite precision device (eg …
Hybrid function projective synchronization of chaotic systems via adaptive control
In this manuscript, hybrid function projective synchronization of Bhalekar–Gejji and Pehlivan
chaotic systems is established by applying adaptive control technique where the system …
chaotic systems is established by applying adaptive control technique where the system …
A new approach for constrained chaos synchronization with application to secure data communication
In this paper, a new technique is introduced for chaos secure data communication. In this
approach, in addition to the usually used techniques for data encryption, the concept of …
approach, in addition to the usually used techniques for data encryption, the concept of …
An application of adaptive synchronization of uncertain chaotic system in secure communication systems
M Mohadeszadeh, N Pariz - International journal of modelling and …, 2022 - Taylor & Francis
Chaotic secure communication via synchronization of chaotic systems has attracted
increasing attention in recent years. This note aims to introduce the function projective …
increasing attention in recent years. This note aims to introduce the function projective …
Sparse identification of nonlinear duffing oscillator from measurement data
SK Goharoodi, K Dekemele, L Dupre, M Loccufier… - IFAC-PapersOnLine, 2018 - Elsevier
In this paper we aim to apply an adaptation of the recently developed technique of sparse
identification of nonlinear dynamical systems on a Duffing experimental setup with cubic …
identification of nonlinear dynamical systems on a Duffing experimental setup with cubic …
Kinematic modeling and analysis of a novel bio-inspired and cable-driven hybrid shoulder mechanism
AS Niyetkaliyev, E Sariyildiz… - Journal of …, 2021 - asmedigitalcollection.asme.org
The robotic shoulder rehabilitation exoskeletons that do not take into consideration all
shoulder degrees-of-freedom (DOFs) lead to undesirable interaction forces and cause …
shoulder degrees-of-freedom (DOFs) lead to undesirable interaction forces and cause …
Modeling and inverse complex generalized synchronization and parameter identification of non-identical nonlinear complex systems using adaptive integral sliding …
H Afzal, MR Mufti, SU Din, QR Butt, MI Qureshi… - IEEE …, 2020 - ieeexplore.ieee.org
This paper presents the Inverse Complex Generalized Synchronization (ICGS) of non-
identical nonlinear complex systems with unknown parameters. Using the philosophy of …
identical nonlinear complex systems with unknown parameters. Using the philosophy of …
Nonfragile fuzzy output feedback synchronization of a new chaotic system: design and implementation
A new three-dimensional (3D) chaotic system is proposed with four nonlinear terms which
include two quadratic terms. To analyze the dynamical properties of the new system …
include two quadratic terms. To analyze the dynamical properties of the new system …
Physical-stochastic continuous-time identification of a forced Duffing oscillator
Despite the simplicity of the Duffing oscillator, its dynamical behaviour is extremely rich.
Hence, the Duffing equations are used to describe the dynamic behaviour of many real …
Hence, the Duffing equations are used to describe the dynamic behaviour of many real …