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Chaos-based designing of a highly nonlinear S-box using Boolean functions

机译:使用布尔函数基于混沌的高度非线性S-box设计

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In this manuscript we present a novel method to design a strong substitution box having important cryptographic properties. Our method is based on chaos and take into account that an S-box can be viewed as a set of Boolean functions. Therefore, we will take advantage of the different characteristics of chaotic functions to generate random Boolean functions with high nonlinearity. Using these Boolean functions, we can create a highly nonlinear S-box. Afterwards, the proposed methodology is analyzed and tested for the following criteria: bijective property, nonlinearity, strict avalanche criterion, output bits independence criterion and equiprobable input/output XOR distribution. Numerical simulation and security analysis demonstrate that the proposed S-box has important cryptographic properties.
机译:在此手稿中,我们提出了一种新颖的方法来设计具有重要密码学特性的强替代盒。我们的方法基于混乱,并考虑到可以将S-box视为一组布尔函数。因此,我们将利用混沌函数的不同特性来生成具有高非线性度的随机布尔函数。使用这些布尔函数,我们可以创建一个高度非线性的S盒。然后,对所提出的方法进行以下标准的分析和测试:双射性质,非线性,严格雪崩准则,输出位独立性准则和等值输入/输出XOR分布。数值模拟和安全分析表明,所提出的S盒具有重要的密码学性质。

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