Computer Engineering & Science ›› 2024, Vol. 46 ›› Issue (04): 657-666.
• Computer Network and Znformation Security • Previous Articles Next Articles
NIU Shi-ming,XUE Ru,DING Cong
Received:
2023-12-18
Revised:
2024-01-18
Accepted:
2024-04-25
Online:
2024-04-25
Published:
2024-04-18
NIU Shi-ming, XUE Ru, DING Cong. A color image encryption method based on improved 3D_Henon chaos mapping[J]. Computer Engineering & Science, 2024, 46(04): 657-666.
[1] | 刘为超.数字图像加密技术及其安全性分析[J].科学技术创新,2020(18):104-105. |
[2] | 赵凤怡.数字图像加密技术的研究[J].信息安全与技术,2014,5(9):7-8. |
Zhao Feng-yi.Research on digital image encryption technology[J].Information Security and Technology,2014,5(9):7-8. | |
[3] | 费敏,李国东.基于混沌系统和双向扩散的图像加密算法[J].计算机技术与发展,2021,31(12):92-97. |
Fei Min,Li Guo-dong.Image encryption algorithm based on chaotic system and bidirectional diffusion[J].Journal of Computer Technology and Development,2021,31(12):92-97. | |
[4] | 王庆杰,李国东,安博文.基于置乱-扩散与新型组合混沌系统的图像加密算法[J].赤峰学院学报(自然科学版),2022,38(6):17-21. |
Wang Qing-jie,Li Guo-dong,An Bo-wen.Image encryption algorithm based on scrambling diffusion and new combined chaotic system[J].Journal of Chifeng University (Natural Science Edition),2022,38(6):17-21. | |
[5] | Zhou Y C,Cao W J,Chen C L P.Image encryption using binary bit plane[J].Signal Processing,2014,100:197-207. |
[6] | 孙力,黄正谦,梁立.基于复合混沌映射与连续扩散的图像加密算法[J].计算机工程与设计,2017,38(12):3374-3379. |
Sun Li,Huang Zheng-qian,Liang Li.Image encryption algorithm based on composite chaotic maps and continuous diffusion[J].Computer Engineering and Design,2017,38(12):3374-3379. | |
[7] | 张秋余,宋宇杰.基于改进Henon映射和超混沌的双重语音加密算法[J].电信科学,2021,37(12):11-24. |
Zhang Qiu-yu,Song Yu-jie. A dual speech encryption algorithm based on improved Henon mapping and hyperchaotic[J].Telecommunications Science,2021,37(12):11-24. | |
[8] | 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,2023,27:1223-1240. |
[9] | 楚春阳,高瑜翔,谢建峰,等.改进混沌方程及其多混沌新型图像加密方法[J].电讯技术,2020,60(8):955-960. |
Chu Chun-yang,Gao Yu-xiang,Xie Jian-feng,et al.Improved chaotic equation and its new multi-chaotic image encryption method[J].Telecommunication Engineering,2020,60(8):955-960. | |
[10] | 李玉珍,金鑫,赵耿,等.基于Zigzag变换与混沌的彩色图像加密方案[J].计算机工程与设计,2016,37(8):2002-2006. |
Li Yu-zhen,Jin Xin,Zhao Geng,et al.Color image encryption scheme based on Zigzag transformation and chaotic map[J].Computer Engineering and Design,2016,37(8):2002-2006. | |
[11] | Zhou G M,Zhang D X,Liu Y J,et al.A novel image encryption algorithm based on chaos and Line map[J].Neurocomputing,2015,169:150-157. |
[12] | 陈善学,唐义嫄.基于混沌系统的RGB彩色图像三重置乱算法[J].重庆邮电大学学报(自然科学版),2018,30(6):812-818. |
Chen Shan-xue,Tang Yi-yuan.Triple scrambling algorithm for RGB color image based on chaotic system[J].Journal of Chongqing University of Posts and Telecommunications (Natural Science Edition),2018,30(6):812-818. | |
[13] | 石玲玉,吴雁南,周铭,等.基于点阵行列变换的图像置乱算法[J].南昌大学学报(理科版),2022,46(6):674-681. |
Shi Ling-yu,Wu Yan-nan,Zhou Ming,et al.Image scrambling algorithm based on row and column transformation of lattice[J].Journal of Nanchang University (Science Edition),2022,46(6):674-681. | |
[14] | 沈继云.一种基于双重置乱的图像加密算法研究[J].信息技术与信息化,2022(10):119-122. |
[15] | 郭媛,许鑫,敬世伟,等.基于螺旋相位变换和广义Fibonacci混沌的光学图像加密[J].电子与信息学报,2020,42(4):988-996. |
Guo Yuan,Xu Xin,Jing Shi-wei,et al.Optical image encryption based on spiral phase transform and generalized Fibonacci chaos[J].Journal of Electronics & Information Technology,2020,42(4):988-996. | |
[16] | 杜思克,张爱华.基于Frobenius标准形的Arnold变换图像加密算法[J].南京邮电大学学报(自然科学版),2022,42(4):105-110. |
Du Si-ke,Zhang Ai-hua.An encryption algorithm for Arnold transformation images based on Frobenius normal form[J].Journal of Nanjing University of Posts and Telecommunications (Natural Science Edition),2022,42(4):105-110. | |
[17] | 张良杰,黎文娟.结合梅森旋转和Arnold变换的图像加密算法[J].信息技术,2021,45(11):49-54. |
Zhang Liang-jie,Li Wen-juan.Image encryption algorithm combining Mersenne Twister and Arnold transformation[J].Information Technology,2021,45(11):49-54. | |
[18] | 洪联系,李传目,卢明玺.基于多混沌系统组合图像置乱加密算法研究[J].计算机技术与发展,2007,17(11):70-73. |
Hong Lian-xi,Li Chuan-mu,Lu Ming-xi. Study on compo- site image disorder encryption algorithm based on multi- chaotic system[J].Computer Technology and Development, 2007,17(11):70-73. | |
[19] | 朱从旭,李力,陈志刚.基于多维混沌系统组合的图像加密新算法[J].计算机工程,2007,33(2):142-144. |
Zhu Cong-xu,Li Li,Chen Zhi-gang.New image encryption algorithm based on combined multi dimensional chaotic systems[J].Computer Engineering,2007,33(2):142-144. | |
[20] | 李涛,柳健.基于位平面与混沌系统的图像置乱方法[J].西南民族大学学报(自然科学版),2008,34(3):595-599. |
Li Tao,Liu Jian.Image scrambling method based on bit plane decomposition and chaotic system[J].Journal of Southwest University for Nationalities,2008,34(3):595-599. | |
[21] | 王瑶,徐洋.基于混沌系统与多方向扩散的图像加密算法[J].包装工程,2017,38(23):217-222. |
Wang Yao,Xu Yang.Image encryption algorithm based on chaotic system and multi-directional diffusion[J].Packaging Engineering,2017,38(23):217-222. | |
[22] | 张汝汝,曹从军,周建.基于随机扩散和位级块置乱的图像加密算法[J].数字印刷,2021(6):38-44. |
Zhang Ru-ru,Cao Cong-jun,Zhou Jian.Image encryption algorithm based on random diffusion and bit-level block scrambling[J].Digital Printing,2021(6):38-44. | |
[23] | Shevchenko I I.Lyapunov exponents in resonance multiplets[J].Physics Letters A,2014,378(1-2):34-42. |
[24] | Zhang M,Tong X J.A new chaotic map based image encryption schemes for several image formats[J].Journal of Systems and Software,2014,98(12):140-154. |
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