A new full chaos coupled map** lattice and its application in privacy image encryption
X Wang, P Liu - IEEE Transactions on Circuits and Systems I …, 2021 - ieeexplore.ieee.org
Since chaotic cryptography has a long-term problem of dynamic degradation, this paper
presents proof that chaotic systems resist dynamic degradation through theoretical analysis …
presents proof that chaotic systems resist dynamic degradation through theoretical analysis …
A simple method for constructing a family of Hamiltonian conservative chaotic systems
Conservative chaotic systems (CCSs) have unique advantages over dissipative chaotic
systems (DCSs) in the fields of secure communication and pseudo-random number …
systems (DCSs) in the fields of secure communication and pseudo-random number …
Fast chaotic image encryption algorithm using a novel divide and conquer diffusion strategy
B Ge, Z Shen, J Zhang - IEEE Access, 2022 - ieeexplore.ieee.org
To protect image privacy in real-time transmission, a fast chaotic image encryption algorithm
using a novel divide and conquer diffusion strategy is proposed in this paper. Firstly, a fast …
using a novel divide and conquer diffusion strategy is proposed in this paper. Firstly, a fast …
A high-performance hybrid random number generator based on a nondegenerate coupled chaos and its practical implementation
H Ming, H Hu, F Lv, R Yu - Nonlinear Dynamics, 2023 - Springer
High-quality random number generators (RNGs) are essential in many fields. To overcome
the drawbacks in instability of the true RNGs and periodicity of the pseudo-RNGs, based on …
the drawbacks in instability of the true RNGs and periodicity of the pseudo-RNGs, based on …
Characteristic analysis of 5D symmetric Hamiltonian conservative hyperchaotic system with hidden multiple stability
LL Huang, YH Ma, C Li - Chinese Physics B, 2024 - iopscience.iop.org
Conservative chaotic systems have unique advantages over dissipative chaotic systems in
the fields of secure communication and pseudo-random number generator because they do …
the fields of secure communication and pseudo-random number generator because they do …
High performance parallel pseudorandom number generator on cellular automata
A Levina, D Mukhamedjanov, D Bogaevskiy… - Symmetry, 2022 - mdpi.com
Nowadays, the practice of develo** algorithms to maintain the confidentiality of data
shows that there is a lack of some features, such as velocity, predictability, etc. Generating …
shows that there is a lack of some features, such as velocity, predictability, etc. Generating …
A novel clock-glitch-attack-proof image encryption algorithm implemented on FPGA
Nowadays, chaotic systems are widely used in engineering applications. They play a vital
role, particularly in cryptography and secure communication systems. This paper proposed …
role, particularly in cryptography and secure communication systems. This paper proposed …
Avoiding dynamical degradation in computer simulation of chaotic systems using semi-explicit integration: Rössler oscillator case
A Tutueva, D Butusov - Fractal and Fractional, 2021 - mdpi.com
Dynamical degradation is a known problem in the computer simulation of chaotic systems.
Data type limitations, sampling, and rounding errors give rise to the periodic behavior. In …
Data type limitations, sampling, and rounding errors give rise to the periodic behavior. In …
An oscillator without linear terms: Infinite equilibria, chaos, realization, and application
Oscillations and oscillators appear in various fields and find applications in numerous areas.
We present an oscillator with infinite equilibria in this work. The oscillator includes only …
We present an oscillator with infinite equilibria in this work. The oscillator includes only …
Numerical sensitivity analysis and hardware verification of a transiently-chaotic attractor
We introduce a new chaotic system with nonhyperbolic equilibrium and study its sensitivity
to different numerical integration techniques prior to implementing it on an FPGA. We show …
to different numerical integration techniques prior to implementing it on an FPGA. We show …