Computer Science ›› 2025, Vol. 52 ›› Issue (4): 381-391.doi: 10.11896/jsjkx.240100008
• Information Security • Previous Articles
MA Yingjie1, TIAN Yan2, ZHAO Geng2, YANG Yatao1, QIN Jingying1, HONG Hui2
CLC Number:
[1]ZHENG J,HU H P.A highly secure stream cipher based onanalog-digital hybrid chaotic system[J].Information Sciences,2022,587:226-246. [2]PENG J J,ZHU C X,JIANG D H.A new 2D-ASC chaotic system and its image encryption applications[J].Modern Physics Letters B,2023,37(10):2350009. [3]QIN M H,LAI Q.Extreme multistability and amplitude modulation in memristive chaotic system and application to image encryption[J].Optik,2023,272:170407. [4]ZHOU Z Q,XU X M,YAO Y X,et al.Novel multiple-image encryption algorithm based on a two-dimensional hyperchaotic modular model[J].Chaos,Solitons & Fractals,2023,173:113630. [5]ZHOU S,QIU Y Y,QI G Y,et al.A new conservative chaotic system and its application in image encryption[J].Chaos,Solitons & Fractals,2023,175:113909. [6]WANG Y,MA J B,CHEN Y,et al.New pseudorandom number generator based on spatiotemporal chaos[J].Computer Engineering and Applications,2018,54(11):97-102. [7]ZHAO G,MA Y J,CHEN L,et al.Design of Dynamic S-Box Based on Perturbed Spatiotemporal Chaotic System[J].Acta Electronica Sinica,2022,50(8):2037-2042. [8]ZHOU S,QIU Y Y,WANG X Y,et al.Novel image cryptosystem based on new 2D hyperchaotic map and dynamical chaotic S-box[J].Nonlinear Dynamics,2023,111(10):9571-9589. [9]DA SILVA S S,CARDOSO M,NARDO L,et al.A New Chaos-Based PRNG Hardware Architecture Using the HUB Fixed-Point Format[J].IEEE Transactions on Instrumentation and Measurement,2023,72:1-8. [10]LIU H F,ZHOU X F,LIANG X L,et al.Image encryption algorithm based on multiple chaotic systems[J].Journal of Shaanxi University of Science & Technology,2022,40(1):188-195. [11]FLORES V A,GARCÍA G E E,INZUNZA G E,et al.Implementing a chaotic cryptosystem in a 64-bit embedded system by using multiple-precision arithmetic[J].Nonlinear Dynamics,2019,96(1):497-516. [12]LAI Q,YANG L,CHEN G.Design and Performance Analysis of Discrete Memristive Hyperchaotic Systems With Stuffed Cube Attractors and Ultraboosting Behaviors[J].IEEE Transactions on Industrial Electronics,2023,71(7):7819-7828. [13] NING H,ZHAO G,LI Z Y,et al.A novel method for constructing dynamic S-boxes based on a high-performance spatiotemporal chaotic system[J].Nonlinear Dynamics,2024,112(2):1487-1509. [14]ZHANG Y Q,HE Y,WANG X Y.Spatiotemporal chaos inmixed linear-nonlinear two-dimensional coupled logistic map lattice[J].Physica A:Statistical Mechanics and its Applications,2018,490:148-160. [15]KANEKO K.Spatiotemporal Intermittency in Coupled MapLattices[J].Progress of Theoretical Physics,1985,74(5):1033-1044. [16]ZHAO G,PAN Z,MA Y J,et al.A Novel One-Dimensional Migration-Coupled Mapping Lattice System and Its Dynamic Characteristics[J].Application Research of Computers,2023,40(11):3289-3293. [17]AZAM N A,MURTAZA G,HAYAT U.A novel image encryption scheme based on elliptic curves and coupled map lattices[J].Optik,2023,274:170517. [18]DONG Y H,ZHAO G,MA Y J,et al.A novel image encryption scheme based on pseudo-random coupled map lattices with hybrid elementary cellular automata[J].Information Sciences,2022,593:121-154. [19]LV Z W,SUN F Y,CAI C X.A new spatiotemporal chaotic system based on two-dimensional discrete system[J].Nonlinear Dynamics,2022,109(4):3133-3144. [20]ZHOU P Z,DU J X,ZHOU K,et al.2D mixed pseudo-random coupling PS map lattice and its application in S-box generation[J].Nonlinear Dynamics,2021,103(1):1151-1166. [21]LIU Z,LIU J Y,ZHANG L Y,et al.Performance of the 2DCoupled Map Lattice Model and Its Application in Image Encryption[J].Complexity,2022(2):1-18. [22]NING H,ZHAO G,DONG Y H,et al.A Novel Two-Dimensional Dynamic Pseudo-Random Coupled Map Lattices System Based on Partitioned Elementary Cellular Automata[J].Applied Sciences,2022,12(23):12399. [23]LAI Q,YANG L,LIU Y.Design and realization of discretememristive hyperchaotic map with application in image encryption.[J].Chaos Solitons Fractals,2022(165):112781. [24]KANEKO K.Spatiotemporal chaos in one- and two-dimensional coupled map lattices[J].Physica D:Nonlinear Phenomena,1989,37(1/2/3):60-82. [25]WANG X Y,ZHAO M C,FENG S J,et al.An image encryption scheme using bit-plane cross-diffusion and spatiotemporal chaos system with nonlinear perturbation[J].Soft Computing,2023,27(3):1223-1240. [26]ZHANG G F,ZHENG L L,SU Z P,et al.M-Sequences and Sliding Window Based Audio Watermarking Robust Against Large-Scale Cropping Attacks[J].IEEE Transactions on Information Forensics and Security,2023,18:1182-1195. [27]DOU Y Q,LI M.An Image Encryption Algorithm Based onCompressive Sensing and M Sequence[J].IEEE Access,2020,8:220646-220657. [28]ZHANG Y Q,HE Y,LI P,et al.A new color image encryption scheme based on 2DNLCML system and genetic operations[J].Optics and Lasers in Engineering,2020,128:106040. [29]KANTZ H.A robust method to estimate the maximal Lyapunov exponent of a time series[J].Physics Letters A,1994,185(1):77-87. [30]LI S L,LIU Y Z,REN F Y,et al.Design of a High Throughput Pseudorandom Number Generator Based on Discrete Hyper-Chaotic System[J].IEEE Transactions on Circuits and Systems II:Express Briefs,2023,70(2):806-810. [31]SHAO S W,LI J,SHAO P,et al.Chaotic Image Encryption Using Piecewise-Logistic-Sine Map[J].IEEE Access,2023,11:27477-27488. [32]WOLF A,SWIFT J B,SWINNEY H L,et al.Determining Lyapunov exponents from a time series[J].Physica D:Nonlinear Phenomena,1985,16(3):285-317. [33]WANG X Y,YANG J J,GUAN N N.High-sensitivity imageencryption algorithm with random cross diffusion based on dynamically random coupled map lattice model[J].Chaos,Solitons & Fractals,2021,143:110582. [34]ZHANG Y Q,WANG X Y.Spatiotemporal chaos in Arnoldcoupled logistic map lattice[J].Nonlinear Analysis:Modelling and Control,2013,18(4):526-541. [35]DONG Y H,ZHAO G,MA Y J.Two-dimensional pseudo-random coupled map lattices system based on partitioned elementary cellular automata and its dynamic properties [J].Journal on Communications,2022,43(1):71-82. [36] BASSHAM I L E,RUKHIN A L,SOTO J,et al.A Statistical Test Suite for Random and Pseudorandom Number Generators for Cryptographic Applications[R].National Institute of Stan-dards and Technology,2010. [37]SU Y Y,TONG X J,ZHANG M,et al.Efficient image encryption algorithm based on dynamic high-performance S-box and hyperchaotic system[J].Physica Scripta,2023,98(6):65215. |
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