Image encryption model based on novel magic square with differential encoding and chaotic map
In this paper, an encryption model for the grayscale and color images based on novel magic
square, and differential encoding technique along with chaotic map has been proposed. The …
square, and differential encoding technique along with chaotic map has been proposed. The …
An image encryption algorithm based on a 3D chaotic Hopfield neural network and random row–column permutation
W Yao, K Gao, Z Zhang, L Cui, J Zhang - Frontiers in Physics, 2023 - frontiersin.org
This study proposes a novel color image encryption algorithm based on a 3D chaotic
Hopfield neural network and random row–column permutation. First, a 3D chaotic Hopfield …
Hopfield neural network and random row–column permutation. First, a 3D chaotic Hopfield …
Quantum image encryption algorithm based on 3D-BNM chaotic map
V Verma, S Kumar - Nonlinear Dynamics, 2024 - Springer
This study presents a novel quantum image encryption algorithm, using a 3D chaotic map
and controlled qubit-level scrambling operations. The newly proposed 3D-BNM chaotic map …
and controlled qubit-level scrambling operations. The newly proposed 3D-BNM chaotic map …
A visually secure image encryption scheme based on adaptive block compressed sensing and non-negative matrix factorization
Y Shi, R Chen, D Liu, B Wang - Optics & Laser Technology, 2023 - Elsevier
The traditional block compressive sensing theory cannot make full use of the difference of
image block information characteristics for sampling, and the measurement matrix cannot …
image block information characteristics for sampling, and the measurement matrix cannot …
Efficient color image encryption by color-grayscale conversion based on steganography
YG Yang, BP Wang, YH Zhou, WM Shi… - Multimedia Tools and …, 2023 - Springer
Traditional image encryption algorithms usually aim to encrypt the RGB channels of color
plain images separately. In this paper, a novel dimension reduction method is proposed for …
plain images separately. In this paper, a novel dimension reduction method is proposed for …
Image encryption scheme based on improved four-dimensional chaotic system and evolutionary operators
Y Niu, H Zhou, X Zhang - Scientific Reports, 2024 - nature.com
To enhance the security of image data transmission, and address the weaknesses of
existing image encryption schemes based on chaotic systems, particularly concerning …
existing image encryption schemes based on chaotic systems, particularly concerning …
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 …
Secure image storage system based on compressed sensing and 2D-SLLIM in cloud environment
Y Su, X Wang, S Unar, X Zhao, P Liu - Nonlinear Dynamics, 2023 - Springer
This paper proposes a new two-dimensional chaotic map (2D-SLLIM) based on sine map,
logistic map, linear function and infinite folding iterative chaotic map. Compared with other …
logistic map, linear function and infinite folding iterative chaotic map. Compared with other …
Construction of dynamical S-boxes based on image encryption approach
R Hoseini, S Behnia, S Sarmady, S Fathizadeh - Soft Computing, 2022 - Springer
Many cryptographic schemes have been implemented, using the connection between chaos
and cryptography. However, the present study introduces a new algorithm that, as a …
and cryptography. However, the present study introduces a new algorithm that, as a …
Firing pattern transition of fractional-order memristor-coupled Hindmarsh–Rose neurons model and its medical image encryption for region of interest
D Ding, S Chen, H Zhang, Z Yang, F **, X Liu - Nonlinear Dynamics, 2024 - Springer
This paper proposes a fractional-order memristor-coupled Hindmarsh–Rose neurons model,
which the number and stability of equilibrium points are related to the coupling strength. By …
which the number and stability of equilibrium points are related to the coupling strength. By …