[HTML][HTML] Exploiting newly designed fractional-order 3D Lorenz chaotic system and 2D discrete polynomial hyper-chaotic map for high-performance multi-image …
W Feng, Q Wang, H Liu, Y Ren, J Zhang, S Zhang… - Fractal and …, 2023 - mdpi.com
Chaos-based image encryption has become a prominent area of research in recent years. In
comparison to ordinary chaotic systems, fractional-order chaotic systems tend to have a …
comparison to ordinary chaotic systems, fractional-order chaotic systems tend to have a …
Exploiting Newly Designed Fractional-Order 3D Lorenz Chaotic System and 2D Discrete Polynomial Hyper-Chaotic Map for High-Performance Multi-Image Encryption …
W Feng, Q Wang, H Liu, Y Ren, J Zhang… - Fractal & …, 2023 - search.ebscohost.com
Chaos-based image encryption has become a prominent area of research in recent years. In
comparison to ordinary chaotic systems, fractional-order chaotic systems tend to have a …
comparison to ordinary chaotic systems, fractional-order chaotic systems tend to have a …
Exploiting Newly Designed Fractional-Order 3D Lorenz Chaotic System and 2D Discrete Polynomial Hyper-Chaotic Map for High-Performance Multi-Image Encryption
W Feng, Q Wang, H Liu, Y Ren, J Zhang… - Fractal and …, 2023 - search.proquest.com
Chaos-based image encryption has become a prominent area of research in recent years. In
comparison to ordinary chaotic systems, fractional-order chaotic systems tend to have a …
comparison to ordinary chaotic systems, fractional-order chaotic systems tend to have a …