Post Quantum Steganography for Cloud Privacy Preservation using Multivariable Quadratic Polynomial

Abstract

The cryptography and steganography can be employed as an appropriate tool for improving the confidentiality of transmissions over the cloud environment. Several of the prevailing steganographic systems are based on the public key steganographic systems such as RSA and ECC where the privacy is based on the complexities in addressing the numerical factorization issues and distinct log-based issues. Moreover, the schemes for addressing the numerical factorization issues and distinct log-based issues enhances statistically. Hence the presence of quantum computing within the extent of 1000 bits can be real-world risks to the system with these issues. The goal is to propose a fresh Quadratic Polynomial Based Post Quantum steganography system that aggregates the post-quantum cryptography with steganography for assuring safety during cloud communication that will be preserved both for traditional computing and post-quantum computing age.