Quantum Hidden-Line Cryptography Dynamic Topology
Jincheng Zhang
Abstract
Quantum Hidden-Line Cryptography (QHIDL) is a cryptographic system designed to resist attacks based on classical computational methods. This paper introduces a novel dynamic topology-based cryptography framework leveraging quantum geometry to enhance data security and enable more complex encryption algorithms. The core mechanism centers around the manipulation of quantum states, generating unique and unpredictable keys through a dynamic topology construction. This approach offers a significant shift from traditional cryptographic approaches, potentially yielding enhanced security levels and novel cryptographic functionalities. We detail the foundational principles, the dynamic topology construction process, and the security analysis of this system. The research explores the potential impact of this dynamic topology-based approach on the overall security landscape of cryptography.