Quantum Computing-Based Cryptographic Protocol Optimization
Jincheng Zhang
This paper explores the potential for optimizing cryptographic protocols by leveraging the capabilities of quantum computing. Traditional cryptographic schemes are increasingly vulnerable to attacks from classical computers, particularly those utilizing Shor's algorithm for factoring large numbers and the Generalized Commitment problem. This work investigates how quantum algorithms can be strategically employed to circumvent these vulnerabilities and enhance the security of existing protocols. Specifically, we examine the use of quantum annealing and quantum simulation to address computational bottlenecks within key exchange protocols, digital signatures, and encryption algorithms. The core claim is that exploiting quantum computing's properties can lead to optimized cryptographic protocols, ultimately improving security. The mechanism involves tackling the limitations of classical computations within these protocols. We propose several avenues for integrating quantum techniques, including quantum key distribution (QKD) enhancements and post-quantum cryptography (PQC) acceleration. The research contributes a novel perspective for future cryptographic developments, offering a pathway to secure communications in the face of evolving computational threats.
•Aug 29, 2026•0 citations