Designing an efficient cryptosystem via Tripternion Algebra and Nitrosophic Integers

Abstract

The exchange of information between two parties always requires protecting its confidentiality from any unauthorized third party, which requires sending it encrypted using a secure cryptographic system. In this paper, we present a cryptosystem based on quaternion algebra with neutrosophic integer coefficients, an evolution of the QTRU system with features that make this system effective and desirable for many organizations concerned with information security.