Overview

Original Research

PERFORMANCE EVALUATION OF CRYPTOGRAPHIC ALGORITHMS USING MATHEMATICAL NUMBERS

MOHAMMED SHAKEEL 1, AKASH SANGHI 2, YDS ARYA 3, and GAURAV AGARWAL 4.

Vol 18, No 07 ( 2023 )   |  DOI: 10.17605/OSF.IO/8ZRTW   |   Author Affiliation: Ph.D. Scholar, Department of CSE, Invertis University, Bareilly (U.P.), India, Assistant Professor, Department of FOCA, Invertis University, Bareilly (U.P.) 1; Assistant Professor, Department of CSE, Invertis University, Bareilly (U.P.), India 2; Professor, Department of CSE, Invertis University, Bareilly (U.P.), India 3; Associate Professor, Department of CSE, Invertis University, Bareilly (U.P.), India 4.   |   Licensing: CC 4.0   |   Pg no: 2420-2435   |   Published on: 31-07-2023

Abstract

In the real-world, data security with data confidentiality, user authentication, data integrity, and non-repudiation; play an important role. Encryption is the utmost effective way to attain data security as far as security goals are concerned. This paper presents an outlook on the current state in the field of encryption algorithms, particularly on the use of special mathematical numbers. This paper focuses on different types of encryption algorithms that use unique mathematical numbers (e.g. Armstrong Number, Palindrome Number, Composite Number, and Prime Number, etc.) for performing encryption. This paper presents a comparative study of all the techniques together, which cover the performance of the encryption processes and analyzes their security issues.

Keywords

Armstrong Number, Prime Number, Composite Number, Palindrome Number, ASCII Values, Authentication, Cryptography.