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MIMO Terahertz Quantum Key Distribution Under Restricted Eavesdropping

Neel Kanth Kundu, Matthew R. McKay, Andrea Conti, Ranjan K. Mallik, Moe Z. Win

2023IEEE Transactions on Quantum Engineering28 citationsDOIOpen Access PDF

Abstract

Quantum key distribution (QKD) can provide unconditional security to next generation communication networks guaranteed by the laws of quantum physics. This paper studies the secret key rate (SKR) of a continuous variable quantum key distribution (CV-QKD) system using multiple-input multipleoutput (MIMO) transmission and operating at Terahertz (THz) frequencies. Distinct from previous works, we consider a practical “restricted" eavesdropping scenario in which Eve can collect only a fraction of photons lost in the environment. We propose a system model for the MIMO THz CV-QKD system that accounts for restricted eavesdropping via a lossy wireless channel between Alice and Eve. We derive for this system new SKR expressions for both coherent-state-based and squeezed-state-based CV-QKD protocols. Our results show that previous analysis assuming unrestricted eavesdropping leads to overly pessimistic SKRs, and that in practice, the achievable SKR can be significantly increased under restricted eavesdropping. The increase in the SKR is quantified by the simplified SKR expansions derived in this paper. Our results also reveal that squeezing is beneficial for improving the SKR only for unrestricted eavesdropping. However, in a practical setting with restricted eavesdropping, increased squeezing leads to a reduction in the SKR.

Topics & Concepts

EavesdroppingQuantum key distributionMIMOKey (lock)Quantum cryptographyLossy compressionComputer scienceQuantum information scienceTopology (electrical circuits)Electronic engineeringPhysicsMathematicsChannel (broadcasting)QuantumTelecommunicationsComputer networkQuantum mechanicsEngineeringQuantum informationStatisticsComputer securityQuantum entanglementCombinatoricsQuantum Information and CryptographyWireless Communication Security TechniquesQuantum Computing Algorithms and Architecture