Fractal and Chaos in for Highly Secured Cryptosystem

N. Al-Saidi
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引用次数: 0

Abstract

With the rapid development in the communications and information transmissions, there is a growing demand for new approaches that increase the security of cryptographic systems. Therefore, some emerging theories, such as fractals chaos can be adapted to providing a contribution toward this goal. They have properties, which have been extensively studied over the years and derive their inherent complexity from the extreme sensitivity of the system to the initial conditions and other features, which ensure a sufficient level of randomness. The fractal algorithm can resist the known attacks due to the open key space and big key size. The “cumulative and truncation errors” accompanying the numerical solution of the non-linear system posed a difficulty for the algorithm to obtain imprecise decimal numbers.
高度安全密码系统的分形与混沌
随着通信和信息传输的飞速发展,人们越来越需要新的方法来提高密码系统的安全性。因此,一些新兴的理论,如分形混沌,可以为实现这一目标做出贡献。它们具有一些性质,这些性质经过多年的广泛研究,其固有的复杂性源于系统对初始条件和其他特征的极端敏感性,这些特征确保了足够的随机性。分形算法具有开放的密钥空间和较大的密钥大小,可以抵抗已知的攻击。非线性系统的数值解所伴随的“累积和截断误差”给算法获得不精确的十进制数带来了困难。
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