Secure One-Sided Device-Independent Quantum Key Distribution Under Collective Attacks with Enhanced Robustness
Pritam Roy, Subhankar Bera, and A. S. Majumdar

TL;DR
This paper introduces a one-sided device-independent quantum key distribution protocol that enhances robustness against collective attacks, tolerates higher error rates, and functions effectively with lower detection efficiencies, advancing practical secure quantum communication.
Contribution
It provides a new 1sDI-QKD protocol with an analytical key rate bound, demonstrating improved noise tolerance and robustness over existing DI-QKD methods.
Findings
Higher QBER tolerance than DI-QKD protocols.
Secure key generation with lower detection efficiencies.
Analytical closed-form key rate formula derived.
Abstract
We study the security of a quantum key distribution (QKD) protocol under the one-sided device-independent (1sDI) setting, which assumes trust in only one party's measurement device. This approach effectively provides a balance between the experimental viability of device-dependent (DD-QKD) and the minimal trust assumptions of device-independent (DI-QKD). An analytical lower bound on the asymptotic key rate is derived to provide security against collective attacks, in which the eavesdropper's information is limited only by the function of observed violation of a linear quantum steering inequality, specifically the three-setting Cavalcanti-Jones-Wiseman-Reid (CJWR) inequality. We provide a closed-form key rate formula by reducing the security analysis to mixtures of Bell-diagonal states by utilizing symmetries of the steering functional. We show that the protocol tolerates higher quantum…
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