A hybrid hyperchaotic based dynamic keystream generator using perturbance process for public key infrastructure application

A. Sivapriya, D. K. Barman, K. Pandian
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引用次数: 0

Abstract

A need for secured communication under hostile condition mandated to incorporate the cryptographic methods in the PKI system. Chaos is another promising paradigm which offshoots from nonlinear dynamics where its randomness has no stochastic origin. Hence a deterministic Pseudo Random Number Generator (PRNG) plays a vital role in chaotic-cryptography. Though many PRNG based chaotic systems are proposed, the low- key space chaotic systems and the finite precision of processor deteriorates the periodic function. The paper intent to achieve larger Lyapunov exponent by the proposed system in the post quantum ecosystem. The proposed system provides an improved key spacing and randomness with a novel approach of perturbing the sequence obtained from the hyperchaotic system with Non-Linear Feedback based Self-Shrinking Generators (NLFSR-SSG). As a result, an improved Lyapunov exponents (2.94, 0.1, 0, −15.341) are obtained and also a dynamic key stream using the proposed hyperchaotic system is generated with high resistance towards cryptanalytic attacks in the post quantum enabled PKI ecosystem.
一种基于混合超混沌的基于扰动过程的公钥基础设施动态密钥流发生器
在敌对条件下安全通信的需要要求将加密方法合并到PKI系统中。混沌是另一种有前途的范式,它从非线性动力学中衍生出来,其随机性没有随机起源。因此,确定性伪随机数发生器(PRNG)在混沌密码学中起着至关重要的作用。尽管人们提出了许多基于PRNG的混沌系统,但低键空间混沌系统和处理器的有限精度使周期函数恶化。本文旨在通过所提出的系统在后量子生态系统中实现更大的李雅普诺夫指数。该系统采用基于非线性反馈的自收缩发生器(NLFSR-SSG)对超混沌系统得到的序列进行扰动的新方法,改善了密钥间距和随机性。结果,获得了改进的李雅普诺夫指数(2.94,0.1,0,−15.341),并且在启用后量子的PKI生态系统中,使用所提出的超混沌系统生成了具有高抗密码分析攻击能力的动态密钥流。
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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