基于Lucas序列、S-Box和混沌理论的图像加密

Wassim Alexan, Mohamed ElBeltagy, Amr Aboshousha
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引用次数: 14

摘要

对低计算复杂度的图像加密方案的需求越来越大。同时,在最近的文献中,使用混沌函数和数学序列来管理安全性已被证明提供了非常好的结果。本文提出了一种基于3个阶段的轻量级图像加密方案。第一阶段结合了卢卡斯序列的使用,第二阶段结合了S-box的使用,而第三阶段使用了Sin Logistic地图。对所提出的加密方案的性能评估表明,该方案对各种形式的攻击具有很强的抵抗能力,且计算成本低。这使得所提出的图像加密非常适合实时应用。此外,将所提出的方案与最先进的方案进行了比较,表明了其优越性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Image Encryption Through Lucas Sequence, S-Box and Chaos Theory
The need for image encryption schemes that are of low computation complexity is ever increasing. Meanwhile, the use of chaotic functions and mathematical sequences to administer security has been shown to provide very good results in recent literature. This paper proposes a lightweight image encryption scheme that is based on 3 stages. The first stage incorporates the use of the Lucas sequence, the second stage incorporates the use of an S-box, while the third stage makes use of the Sin Logistic map. Performance evaluation of the proposed encryption scheme indicates great resistivity to various forms of attacks, attained at a low computation cost. This renders the proposed image encryption ideal for real-time applications. Furthermore, a comparison of the proposed scheme with the state-of-the-art indicates its superiority.
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