2026· IEEE Transactions on Quantum Engineering· Vol 7, pp. 4101812-4101812· 0 citations· 37 references
TL;DR
Leveraging the a priori information on the instantaneous QBER, the efficiency of information reconciliation in the Decoy-State BB84 protocol is improved, resulting in a secure key that is almost 3% longer for realistic scenarios, with no computational or hardware complexity overhead.
Abstract
Quantum Key Distribution (QKD) is a cryptographic solution that leverages the properties of quantum mechanics to be resistant and secure even against an attacker with unlimited computational power. Satellite-based links are important in QKD because they can reach distances that the best fiber systems cannot. However, links between satellites in low Earth orbit and ground stations have a duration of only a few minutes, resulting in the generation of a small amount of secure keys. In this context, we investigate the optimization of the information reconciliation step of the QKD postprocessing in order to generate as much secure key as possible. As a first step, we build an accurate model of the downlink signal and Quantum Bit Error Rate (QBER) during a complete satellite pass, which are time-varying due to three effects: 1 the varying link geometry over time; 2) the scintillation effect; and 3) the different signal intensities adopted in the Decoy-State protocol. Leveraging the a priori information on the instantaneous QBER, we improve the efficiency of information reconciliation (i.e., the error correction phase) in the Decoy-State BB84 protocol, resulting in a secure key that is almost 3% longer for realistic scenarios, with no computational or hardware complexity overhead.
It is shown that general post-selective soft-filtering transformations of side-channel states can be consistently incorporated into the GLLP and Koashi framework, and a Holevo-based upper bound on the eavesdropper's information for decoy-state BB84 is derived.
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We experimentally demonstrate an entanglement-based Quantum-Secure Time Transfer (QSTT) system in an emulated low Earth orbit satellite-to-ground channel using a type-0 Sagnac-based entangled-photon source. Our new QSTT system delivers a finite Quantum Key Distribution (QKD) key rate of approximately $3~$bits$~\text{s}...
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A simple finite-key security proof based on phase-error estimation for prepare-and-measure QKD in the presence of either a priori information leakage about the basis choices and/or a posteriori information leakage about the measurement outcomes is presented.
Álvaro Navarrete, Margarida Pereira, Guillermo Currás-Lorenzo et al.· 0 citations
This work presents a security proof for generic prepare-and-measure QKD protocols, including decoy-state BB84, with imperfect and imperfectly characterized sources and detectors using the marginal-constrained entropy accumulation theorem (MEAT).
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