Modern and efficient digital signal processing methods for high baud-rate optical communication systems

Abstract

Modern optical communication systems exhibit rapid growth due to the advent of edge-cloud networking architectures that fuel the future of 5G/B5G define how internet will evolve in the next decades. As transmission rates continue to grow approaching the physical limits of single-mode fiber, the goal of high capacity without substantially increasing power consumption is a significant challenge. In long haul systems, where digital coherent solutions prevail, the improvement of spectral efficiency is mainly hindered by the nonlinear effects attributed to the Kerr effect. In intensity modulation/direct detection (IM/DD) systems the main degradation comes from power fading, caused by chromatic dispersion, bandwidth limitations and transceiver nonlinearities. The evolution of machine learning algorithms and deep learning techniques makes it possible to apply them to state-of-the-art digital processors in order to efficiently solve complex nonlinear problems. Hence, machine learning becomes a ...
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DOI
10.12681/eadd/54586
Handle URL
http://hdl.handle.net/10442/hedi/54586
ND
54586
Alternative title
Σύγχρονες και αποδοτικές μέθοδοι ψηφιακής επεξεργασίας υψίρρυθμων συστημάτων οπτικών επικοινωνιών
Author
Deligiannidis, Stavros (Father's name: Lazaros)
Date
2023
Degree Grantor
University of West Attica
Committee members
Μπόγρης Αντώνιος
Καρκαζής Παναγιώτης
Καραμπέτσος Σωτήριος
Καμαλάκης Θωμάς
Μεσαριτάκης Χάρης
Νισταζάκης Έκτωρ
Πετρόπουλος Περικλής
Discipline
Natural SciencesComputer and Information Sciences ➨ Artificial Intelligence
Natural SciencesComputer and Information Sciences ➨ Computer Networks and Communications
Engineering and TechnologyElectrical Engineering, Electronic Engineering, Information Engineering ➨ Communication engineering and systems, Telecommunications
Keywords
Coherent systems; Direct modulation and propagation; Digital signal processing; Chromatic dispersion; Recurrent neural networks; Deep learning; Non linear time series models; Machine learning
Country
Greece
Language
Greek
Description
im., tbls., maps, fig., ch.
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