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New Symmetric Tweakable Block Cipher

机译:新的对称调节块密码

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摘要

Modern cryptography is the cornerstone of computer and communications security. Its foundation is based on various concepts of mathematics such as number theory, polynomial algebra, probability theory, etc. In the paper, original method for construction of the new symmetric algorithm is presented and described. In order to obtain the method the appropriate material has been elaborated on: symmetric cryptosystem and tweakable block ciphers. In modern cryptography symmetric block ciphers, which are constructed based upon the principles of the classic cryptography, are irreplaceable while transferring large amounts of confidential information in the open channel. At the same time their capacities are limitless to the extent that it is possible to use them for various cryptographic constructions. General fault of the ciphers is their determination. In order to correct this fault today there are already existing so-called tweakable block ciphers. This direction is the news of the modern cryptography. In our paper the problem of construction of such cipher is overviewed by means of the Hill method. As it is known, Hill algorithm is one of the best methods to achieve diffusion. General attention in the paper is driven to realization of Hill algorithm in the way that, it is fast and presents necessary characteristic of the symmetric algorithm.
机译:现代加密是计算机和通信安全的基石。其基础基于数学的各种概念,如数字理论,多项式代数,概率理论等。在纸质中,提出和描述了用于构建新对称算法的原始方法。为了获得该方法,已经详细阐述了适当的材料:对称密码系统和可调调节块密码。在现代密码术对称块密码,基于经典密码学的原理构建,在传输在开放通道中的大量机密信息时是不可替代的。同时,他们的能力是无限的,即可以将它们用于各种密码结构的程度。密码的一般故障是他们的决心。为了纠正此故障,已经存在现有的所谓的调节块密码。这个方向是现代密码学的消息。在我们的论文中,通过山坡方法概述了这种密码的构建问题。众所周知,Hill算法是实现扩散的最佳方法之一。纸张中的一般注意力是为了实现Hill算法的方式,它快速呈现对称算法的必要特性。

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