Optimizing Continuous-Variable Quantum Key Distribution with Phase-Shift Keying Modulation and Postselection
Florian Kanitschar, Christoph Pacher

TL;DR
This paper analyzes the security of continuous-variable quantum key distribution protocols with phase-shift keying modulation, introducing new postselection strategies that improve key rates and robustness against attacks.
Contribution
It introduces a novel cross-shaped postselection strategy and provides analytical phase-space region operators, enhancing CV-QKD performance and security analysis.
Findings
Cross-shaped postselection outperforms other schemes for QPSK.
Postselection can increase secure key rate despite high raw key loss.
Method reduces key rate gap between trusted and untrusted detector scenarios.
Abstract
A numerical security proof technique is used to analyse the security of continuous-variable quantum key distribution (CV-QKD) protocols with phase-shift keying modulation against collective attacks in the asymptotic limit. We argue why it is sufficient to consider protocols with a maximum number of eight signal states and analyse different postselection strategies for protocols with four (QPSK) and eight (8PSK) signal states for untrusted ideal and trusted nonideal detectors. We introduce a \emph{cross-shaped} postselection strategy, and show that both cross-shaped and radial and angular postselection clearly outperform a radial postselection scheme (and no postselection) for QPSK protocols. For all strategies studied, we provide analytical results for the operators defining the respective regions in phase space. We outline several use-cases of postselection, which can easily be…
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