Polynomial Representation of Vernam Cipher

Storing information or data has been one of the basic needs of humans for many years and these needs have led to the existence of some systems throughout the years. In this paper, soft sets represented by polynomials will be encrypted and decrypted in line with their representations. We are going to use the Rijndael Algorithm for soft sets and then encrypt and decrypt the data in accordance with its algorithm. The Rijndael algorithm is an algorithm which carries out the cyclic process according to the keys it has. At the end of each loop, the key is renewed and is applied to the data. These data are firstly shown in strings. While enumerating, it starts with zero index and ends with one less than string length.

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Publication Details

Journal
Cumhuriyet Science Journal
Published
2024-09-30
DOI
https://doi.org/10.17776/csj.1418207
Primary Topic
semigroups and automata theory
Type
article
Field-Weighted Citation Impact
0.00
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article

Polynomial Representation of Vernam Cipher

Emin Aygün, İncinur Yılmaz
Cumhuriyet Science Journal
semigroups and automata theory
article

Polynomial Representation of Vernam Cipher

Emin Aygün, İncinur Yılmaz
article en

Abstract

Storing information or data has been one of the basic needs of humans for many years and these needs have led to the existence of some systems throughout the years. In this paper, soft sets represented by polynomials will be encrypted and decrypted in line with their representations. We are going to use the Rijndael Algorithm for soft sets and then encrypt and decrypt the data in accordance with its algorithm. The Rijndael algorithm is an algorithm which carries out the cyclic process according to the keys it has. At the end of each loop, the key is renewed and is applied to the data. These data are firstly shown in strings. While enumerating, it starts with zero index and ends with one less than string length.

Cumhuriyet Science JournalVol. 45(3)
Openalex Percentile: Top 80%
semigroups and automata theory
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