Impact of 16-Primitive Irreducible Polynomials Over Erection of High Performance S-Boxes Emanate from Linear Fractional Transformation

Abstract

As a consequence of fast and most recent enhancements in the sphere of IT, information can be transferred on an enormous distance in a very diminutive time. On the other hand safekeeping of sensitive unclassified information becomes more significant in certain circumstances and for these persistence different Cryptographic strategies exists to protect efficiently the concealment of statistics. In this article, we envisioned an effective methodology developed from linear fractional transformation for the composition of nonlinear constituent recognized as S-box and additionally upshot of application of 16 diverse Primitive Irreducible Polynomials (PIPs) are inspected to increase its performance. Moreover, to inspect the performance of S-box against linear and differential attacks we operated illustrious properties of S-box like linear and differential approximation probabilities. To examine the encryption abilities of S-boxes well-known tests of strict avalanche criterion, nonlinearity and bits independence criterion are also applied.