Unsymmetric Image Encryption Using Lower-Upper Decomposition and Structured Phase Mask in the Fractional Fourier Domain

被引:0
|
作者
Yadav S. [1 ]
Singh H. [1 ]
机构
[1] Department of Applied Science, The NorthCap University, Sector 23-A, Haryana, Gurugram
关键词
Fractional fourier transform; Lower-upper decomposition; MSE; PSNR; Random phase mask; RE; Structured phase masks;
D O I
10.2174/2666255813999200708134844
中图分类号
学科分类号
摘要
Background: An asymmetric cryptosystem using Structured Phase Mask (SPM) and Random Phase Mask (RPM) in fractional Fourier transform (FrFT) using Lower-Upper decomposition with partial pivoting is proposed in order to enhance security for an existing system. The usage of structured phase mask offers additional parameters in encryption. In the encoded process, the phase-truncation (PT) part is replaced by the Lower-Upper decomposition part. Objective: Introducing the asymmetric cryptosystem using LUDP is to prevent quick identification of encrypted image in the FrFT domain. Method: Initially input image is convoluted using SPM, FrFT and finally LUDP.Then the obtained result is multiplied using RPM, inverse FrFT and LUDP. Results: The strength and legitimacy of the proposed scheme have been verified by using numerical analysis on MATLAB R2018a (9.4.0.813654). For checking the viability of the proposed scheme, mathematical simulations have been carried out which inturn determines the performance and better quality of the image. These all simulations based on key sensitivity, occlusion attack, noise attacks and histograms. Conclusion: A novel asymmetric cryptosystem is proposed by using two phase masks; one is SPM and another is RPM. LUDP is proposed in which the encoded procedure is different from the decoded procedure. Security is enhanced by increasing the number of keys and the scheme is also robust against attacks. Statistical simulations are also carried out for inspecting the strength and viability of the algorithm. © 2021 Bentham Science Publishers.
引用
收藏
页码:2689 / 2702
页数:13
相关论文
共 50 条
  • [31] Optical image encryption using fractional Fourier transform and chaos
    Singh, Narendra
    Sinha, Aloka
    OPTICS AND LASERS IN ENGINEERING, 2008, 46 (02) : 117 - 123
  • [32] Color image encryption and decryption using fractional Fourier transform
    Joshi, Madhusudan
    Chandrashakher
    Singh, Kehar
    OPTICS COMMUNICATIONS, 2007, 279 (01) : 35 - 42
  • [33] Multiple-image encryption using phase retrieve algorithm and intermodulation in Fourier domain
    Deng, Xiaopeng
    Zhao, Daomu
    OPTICS AND LASER TECHNOLOGY, 2012, 44 (02): : 374 - 377
  • [34] Optical Image Encryption in the Fractional Hartley Domain, Using Arnold Transform and Singular Value Decomposition
    Singh, Phool
    Yadav, A. K.
    Singh, Kehar
    Saini, Indu
    MATHEMATICAL SCIENCES AND ITS APPLICATIONS, 2017, 1802
  • [35] Image encryption based on interference that uses fractional Fourier domain asymmetric keys
    Rajput, Sudheesh K.
    Nishchal, Naveen K.
    APPLIED OPTICS, 2012, 51 (10) : 1446 - 1452
  • [36] Optical image encryption based on compressive sensing and chaos in the fractional Fourier domain
    Liu, Xingbin
    Mei, Wenbo
    Du, Huiqian
    JOURNAL OF MODERN OPTICS, 2014, 61 (19) : 1570 - 1577
  • [37] Multiple-image encryption based on chaotic phase mask and equal modulus decomposition in quaternion gyrator domain
    Shao, Zhuhong
    Liu, Xilin
    Yao, Qijun
    Qi, Na
    Shang, Yuanyuan
    Zhang, Jingjing
    SIGNAL PROCESSING-IMAGE COMMUNICATION, 2020, 80
  • [38] Optical image encryption with multistage and multichannel fractional Fourier-domain filtering
    Liu, ST
    Mi, QL
    Zhu, BH
    OPTICS LETTERS, 2001, 26 (16) : 1242 - 1244
  • [39] Security-enrichment of an asymmetric optical image encryption-based devil's vortex Fresnel lens phase mask and lower upper decomposition with partial pivoting in gyrator transform domain
    Anshula
    Singh, Hukum
    OPTICAL AND QUANTUM ELECTRONICS, 2021, 53 (04)
  • [40] Security-enrichment of an asymmetric optical image encryption-based devil’s vortex Fresnel lens phase mask and lower upper decomposition with partial pivoting in gyrator transform domain
    Hukum Anshula
    Optical and Quantum Electronics, 2021, 53