AIMS Mathematics (Jun 2023)

Generalization of RSA cryptosystem based on 2n primes

  • Tariq Shah,
  • Muhammad Zohaib ,
  • Qin Xin,
  • Bander Almutairi,
  • Muhammad Sajjad

DOI
https://doi.org/10.3934/math.2023958
Journal volume & issue
Vol. 8, no. 8
pp. 18833 – 18845

Abstract

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This article introduced a new generalized RSA crypto-system based on $ 2n $ prime numbers called generalized RSA (GRSA). This is a modern technique to provide supreme security for the computer world by factoring the variable$ N $, where its analysis process has become much easier nowadays with the development of tools and equipment. $ 2n $ primes (prime numbers) are used in the GRSA crypto-system to provide security over the network system. This includes encryption, key generation, and decryption. In this method we used $ 2n $ primes which are not easily broken, $ 2n $ primes are not comfortably demented. This method provides greater performance and fidelity over the network system.

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