Coding theory for h(x)-Fibonacci polynomials

Ö. Kaymak
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Abstract

The amount of information transmitted over the internet network has dramatically increased with the prevailing of internet use. As a result of this increase, the algorithms used in data encryption methods have gained importance. In this paper, h(x)-Fibonacci coding/decoding method for h(x)-Fibonacci polynomials is introduced. The proposed method is fast because it is based on basic matrix operations, and it is suitable for cryptographic applications because it uses the ASCII character encoding system. For this reason, it differs from the classical algebraic methods in literature. Furthermore, the fact that h(x) is a polynomial improves the security of cryptography.
h(x)-Fibonacci 多项式的编码理论
随着互联网使用的普及,通过互联网网络传输的信息量急剧增加。因此,数据加密方法中使用的算法变得越来越重要。本文介绍了针对 h(x)-Fibonacci 多项式的 h(x)-Fibonacci 编码/解码方法。所提出的方法基于基本的矩阵运算,因此速度很快,而且由于使用了 ASCII 字符编码系统,因此适用于加密应用。因此,它不同于文献中的经典代数方法。此外,h(x) 是多项式这一事实提高了密码学的安全性。
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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