Implementing digital image security framework with hybrid approach of chaotic map and singular-value decomposition

Q1 Mathematics
Haidar Raad Shakir
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引用次数: 0

Abstract

Various encryption techniques, mostly based on mathematical and logical principles, are used for protecting sensitive data from attacks meant to modify or unauthorizedly distribute them. The importance of these techniques has grown significantly as various real-life applications in fields like medicine, banking, or transport are accompanied by increasing security concerns. Various effective cryptography schemes were proposed so far in the literature; however, each of them exhibits certain flaws and limitations with respect to different vital aspects. To overcome these issues, we propose a hybrid scheme for securing digital images by encrypting them using a dual security approach. More precisely, we use first a chaotic map for scrambling the image pixels, and then, we apply the singular-value decomposition method for decomposing the permuted image to provide very strong security. Individually each of these steps has already been considered in the cryptographic literature; however, their combination has not been proposed before this contribution. Experimental results on benchmark data validate our proposed scheme and various performance evaluation metrics indicate that it shows promising qualities in terms of security (against various attacks) and sensitivity in comparison with baseline methods.

利用混沌映射和奇异值分解的混合方法实现数字图像安全框架
各种加密技术主要基于数学和逻辑原理,用于保护敏感数据免受旨在修改或未经授权分发的攻击。随着医学、银行或交通等领域的各种现实应用伴随着越来越多的安全问题,这些技术的重要性已经显著增长。迄今为止,文献中提出了各种有效的加密方案;然而,它们在不同的重要方面都表现出某些缺陷和局限性。为了克服这些问题,我们提出了一种混合方案,通过使用双重安全方法加密数字图像来保护数字图像。更准确地说,我们首先使用混沌映射对图像像素进行置乱,然后使用奇异值分解方法对排列后的图像进行分解,以提供很强的安全性。这些步骤中的每一个都已经在密码学文献中被单独考虑过;然而,在此贡献之前,它们的组合从未被提出过。在基准数据上的实验结果验证了我们提出的方案,各种性能评估指标表明,与基线方法相比,它在安全性(针对各种攻击)和灵敏度方面表现出良好的质量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Chaos, Solitons and Fractals: X
Chaos, Solitons and Fractals: X Mathematics-Mathematics (all)
CiteScore
5.00
自引率
0.00%
发文量
15
审稿时长
20 weeks
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