Application of quantum genetic algorithm in high noise laser image security

Zhenlong Man, Jinqing Li, Xiaoqiang Di, Yining Mu

Optoelectronics Letters ›› 2022, Vol. 18 ›› Issue (1) : 59-64.

Optoelectronics Letters ›› 2022, Vol. 18 ›› Issue (1) : 59-64. DOI: 10.1007/s11801-022-1070-5
Article

Application of quantum genetic algorithm in high noise laser image security

Author information +
History +

Abstract

Aiming at the security problem of range gated laser imaging in high noise background, a range gated laser image encryption scheme based on the quantum genetic algorithm (QGA) is proposed. Due to the fuzziness of the laser image itself, the randomness and security of the key become more and more important in encryption. In this paper, the chaotic sequence is used as the parent chromosome of the QGA, and the random number satisfying the encryption algorithm is obtained by an iterative genetic algorithm. To further improve the security of laser images, some random pixels are stochastically inserted around the laser image before scrambling. These random pixels are scrambled together with the image. Finally, an adaptive diffusion method is designed to completely change the original statistical information of the image. Experimental simulation and performance analysis show that the scheme has high security.

Cite this article

Download citation ▾
Zhenlong Man, Jinqing Li, Xiaoqiang Di, Yining Mu. Application of quantum genetic algorithm in high noise laser image security. Optoelectronics Letters, 2022, 18(1): 59‒64 https://doi.org/10.1007/s11801-022-1070-5

References

[1]
OsawaH, YamamotoH. Present and future status of flexible spectral imaging color enhancement and blue laser imaging technology. Digestive endoscopy, 2014, 26(Suppl.1):105-115
CrossRef Google scholar
[2]
GhlerB, LutzmannP, AnstettG. 3D imaging with range gated laser systems using speckle reduction techniques to improve the depth accuracy. Proceedings of SPIE-electro-optical and infrared systems: technology and applications V, 2008, 7113: 711307
[3]
SteinvallO, AnderssonP, ElmqvistM, et al.. Overview of range gated imaging at FOI, 2007, Bellingham, SPIE: 654216
[4]
ManZ, LiJ, DiX, et al.. An image segmentation encryption algorithm based on hybrid chaotic system. IEEE access, 2019, 7: 103047-103058
CrossRef Google scholar
[5]
ZhangY. The fast image encryption algorithm based on lifting scheme and chaos. Information sciences, 2020, 520: 177-194
CrossRef Google scholar
[6]
IsmailS M, SaidL A, RadwanA G, et al.. A novel image encryption system merging fractional-order edge detection and generalized chaotic maps. Signal processing, 2020, 167: 107280
CrossRef Google scholar
[7]
YinQ, WangC. A new chaotic image encryption scheme using breadth-first search and dynamic diffusion. International journal of bifurcation and chaos, 2018, 28(04):1850047
CrossRef Google scholar
[8]
El-LatifA A A, NiuX. A hybrid chaotic system and cyclic elliptic curve for image encryption. AEU-international journal of electronics and communications, 2013, 67(2): 136-143
CrossRef Google scholar
[9]
NarayananA, MooreM. Quantum-inspired genetic algorithms, 1996, New York, IEEE: 61
[10]
HanK H, KimJ H. Genetic quantum algorithm and its application to combinatorial optimization problem, 2000, New York, IEEE: 1354-1360
[11]
WuJ, LiaoX, YangB. Image encryption using 2D Hénon-Sine map and DNA approach. Signal processing, 2018, 153: 11-23
CrossRef Google scholar
[12]
GuesmiR, FarahMB. A new efficient medical image cipher based on hybrid chaotic map and DNA code. Multimedia tools and applications, 2021, 80(2):1925-1944
CrossRef Google scholar
[13]
ZhouY, LiC, LiW, et al.. Image encryption algorithm with circle index table scrambling and partition diffusion. Nonlinear dynamics, 2021, 103(2):2403-2601
[14]
ManZ, LiJ, DiX. Image encryption algorithm based on dual fingerprint control, 2020, New York, IEEE: 236
[15]
ZhuS, ZhuC. Secure image encryption algorithm based on hyperchaos and dynamic DNA coding. Entropy, 2020, 22(7): 772
CrossRef Google scholar
[16]
RakhejaP, VigR, SinghP. Double image encryption using 3D Lorenz chaotic system, 2D non-separable linear canonical transform and QR decomposition. Optical and quantum electronics, 2020, 52(2): 103
CrossRef Google scholar

Accesses

Citations

Detail

Sections
Recommended

/