Double image encryption based on discrete multiple-parameter fractional Fourier transform and chaotic maps

Shan, Mingguang; Chang, Jia-Ruey; Zhong, Zhi; Hao, Bengong

doi:10.1016/j.optcom.2012.06.023

Cited by 61 publications

(30 citation statements)

References 30 publications

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“…   (6) where M×N are the size of the image, I D (i,j) and I E (i,j) are the values of the decrypted image and the original image at the pixel (i,j), respectively. The NMSE curves of different decrypted image with total number of 9, 16 and 25 are shown in Fig.7.…”

Section: Simulation Results and Performance Analysismentioning

confidence: 99%

“…The DMPFRFT gives us more choices to represent signals in the fractional Fourier domain with extra freedom provided by vector parameters, and shows improved performance and security in image encryption. So it has been widely applied in image encryption [6]- [9]. In this paper, we propose a novel multiple-image encryption scheme based on DCT and DMPFRFT, which can convert multiple images into one encrypted image.…”

Section: Introductionmentioning

confidence: 99%

See 1 more Smart Citation

High Security Multiple-image Encryption using Discrete Cosine Transform and Discrete Multiple-Parameter Fractional Fourier Transform

Ren¹,

Han²,

Zhu³

et al. 2016

JCM

Self Cite

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A multiple-image encryption scheme is proposed by using discrete cosine transform and discrete multiple-parameter fractional Fourier transform (DMPFRFT). Each image is performed by discrete cosine transform and filtering procedure and then multiplexed into a complex signal. After operated by a pixel scrambling, the complex signal is multiplied by random phase mask, and then encrypted into one image in DMPFRFT domain. The original images can be retrieved by using such correct keys as pixel scrambling operation, random phase mask and the parameters of DMPFRFT. Numerical simulations have been done to verify the feasibility and security of the proposed method

show abstract

Section: Simulation Results and Performance Analysismentioning

confidence: 99%

Section: Introductionmentioning

confidence: 99%

High Security Multiple-image Encryption using Discrete Cosine Transform and Discrete Multiple-Parameter Fractional Fourier Transform

Ren¹,

Han²,

Zhu³

et al. 2016

JCM

Self Cite

View full text Add to dashboard Cite

show abstract

“…However the effect of driving parameter µ on NPCR and security should be applied to a large quantity of digital images to make the existing conclusion more convincing. UACI is defined in Equation (6). The outcomes of UACI are listed in Table 2.…”

Section: Npcr (Number Of Pixel Change Rate)mentioning

confidence: 99%

“…The complex signal, multiplied by another chaotic random phase mask, is encrypted by multi-parameter fractional Discrete Fourier Transform (DFT). Parameters in chaotic maps serve as the keys of this encryption scheme [6]. In another study an efficient scheme was applied for embedding the compressed binary watermark logo on a basis of based integer wavelet-based watermarking.…”

Section: Introductionmentioning

confidence: 99%

Security Authentication of Dual Chaotic Image Watermarking in Spatial Domain with Spatial and Frequency Domain Characteristics Analysis

Yin

Ye³

2018

ASI

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This article presents an advanced dual chaotic watermarking scheme to improve information security. To ensure confidentiality in digital image transmission, a secure dual watermarking scheme is proposed by applying the chaotic logistic system and hyper-chaotic dynamical system. Chaotic watermarking was conducted in the spatial domain, where suboptimal secure hashing with a variable length was selected in preprocessing stages. The secret key was generated by the chaotic sequence for pixel shuffling using a chaotic logistic map, so that a controlled amount of distortion was inserted into the host digital image. Watermarking was proceeded after the chaotic watermark had been embedded into the shuffled image. To strengthen the security, the hyper-chaotic system was used to generate chaotic blocks for block scrambling in order to achieve dual chaotic watermarking. Characteristics analysis was conducted for multiple examples in both spatial and frequency domains. Potential effects induced by the chaotic driving parameter on processing time and integrity authentication of chaotic dual watermarking were also analyzed in detail.

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“…"A" binds with "T" and "G" binds with "C" [17]. We know that every digital image pixel can be expressed by 8bit binary numbers [18]. Because the binary numbers "0" and "1" are complementary, "00" and "11" and "01" and "10" are also complementary.…”

Section: Dna Encoding and Complementarymentioning

confidence: 99%

Image Encryption Algorithm Based on DNA Encoding and Chaotic Maps

Zhang

Fang

Ren

2014

Mathematical Problems in Engineering

123

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We propose a new image encryption algorithm based on DNA sequences combined with chaotic maps. This algorithm has two innovations: (1) it diffuses the pixels by transforming the nucleotides into corresponding base pairs a random number of times and (2) it confuses the pixels by a chaotic index based on a chaotic map. For any size of the original grayscale image, the rows and columns are fist exchanged by the arrays generated by a logistic chaotic map. Secondly, each pixel that has been confused is encoded into four nucleotides according to the DNA coding. Thirdly, each nucleotide is transformed into the corresponding base pair a random number of time(s) by a series of iterative computations based on Chebyshev’s chaotic map. Experimental results indicate that the key account of this algorithm is 1.536 × 10127, the correlation coefficient of a 256 × 256 Lena image between, before, and after the encryption processes was 0.0028, and the information entropy of the encrypted image was 7.9854. These simulation results and security analysis show that the proposed algorithm not only has good encryption effect, but also has the ability to repel exhaustive, statistical, differential, and noise attacks.

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Double image encryption based on discrete multiple-parameter fractional Fourier transform and chaotic maps

Cited by 61 publications

References 30 publications

High Security Multiple-image Encryption using Discrete Cosine Transform and Discrete Multiple-Parameter Fractional Fourier Transform

High Security Multiple-image Encryption using Discrete Cosine Transform and Discrete Multiple-Parameter Fractional Fourier Transform

Security Authentication of Dual Chaotic Image Watermarking in Spatial Domain with Spatial and Frequency Domain Characteristics Analysis

Image Encryption Algorithm Based on DNA Encoding and Chaotic Maps

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