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Machine learning aided carrier recovery in continuous-variable quantum key distribution

Physics

Machine learning aided carrier recovery in continuous-variable quantum key distribution

H. Chin, N. Jain, et al.

Unlock new possibilities in continuous-variable quantum key distribution with groundbreaking insights on phase noise estimation using an unscented Kalman filter! This exciting research, led by Hou-Man Chin and colleagues from the Technical University of Denmark, demonstrates exceptional stability and low excess noise in experimental setups, paving the way for enhanced CV-QKD systems.

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~3 min • Beginner • English
Abstract
The secret key rate of a continuous-variable quantum key distribution (CV-QKD) system is limited by excess noise. A key issue typical to all modern CV-QKD systems implemented with a reference or pilot signal and an independent local oscillator is controlling the excess noise generated from the frequency and phase noise accrued by the transmitter and receiver. Therefore accurate phase estimation and compensation, so-called carrier recovery, is a critical subsystem of CV-QKD. Here, we explore the implementation of a machine learning framework based on Bayesian inference, namely an unscented Kalman filter (UKF), for estimation of phase noise and compare it to a standard reference method and a previously demonstrated machine learning method. Experimental results obtained over a 20-km fibre-optic link indicate that the UKF can ensure very low excess noise even at low pilot powers. The measurements exhibited low variance and high stability in excess noise over a wide range of pilot signal to noise ratios. This may enable CV-QKD systems with low hardware implementation complexity which can seamlessly work on diverse transmission lines.
Publisher
npj Quantum Information
Published On
Feb 04, 2021
Authors
Hou-Man Chin, Nitin Jain, Darko Zibar, Ulrik L. Andersen, Tobias Gehring
Tags
continuous-variable quantum key distribution
phase noise estimation
unscented Kalman filter
excess noise
fiber link
pilot signal-to-noise ratio
robustness
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