THE CLASSICAL AES-LIKE CRYPTOLOGY VIA THE FIBONACCI POLYNOMİAL MATRİX

E. Avaroglu, Orhan Dişkaya, H. Menken
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引用次数: 2

Abstract

Galois field, has an important position in cryptology. Advanced Encryption Standard (AES) also used in polynomial operations. In this paper, we consider the polynomial operations on the Galois fields, the Fibonacci polynomial sequences. Using a certain irreducible polynomial, we redefine the elements of Fibonacci polynomial sequences to use in our cryptology algorithm. So, we find the classical AES-like cryptology via the Fibonacci polynomial matrix. Successful results were achieved with the method used.
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经典的类aes密码学通过斐波那契polynomİal matrİx
伽罗瓦领域,在密码学中有着重要的地位。高级加密标准(AES)也用于多项式运算。本文考虑了伽罗瓦域上的多项式运算,即斐波那契多项式序列。利用一个不可约的多项式,我们重新定义了斐波那契多项式序列的元素,以用于我们的密码学算法。因此,我们通过斐波那契多项式矩阵找到了经典的类aes密码学。所采用的方法取得了成功的结果。
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