Compensation of Frequency Offset for Differentially Encoded 16- and 64-QAM in the Presence of Laser Phase Noise
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[1] Yojiro Mori,et al. Unrepeated 200-km transmission of 40-Gbit/s 16-QAM signals using digital coherent receiver. , 2009, Optics express.
[2] J. Kahn,et al. Feedforward Carrier Recovery for Coherent Optical Communications , 2007, Journal of Lightwave Technology.
[3] Wen Li,et al. Introduction to phase-locked loop system modeling , 2000 .
[4] R. Noe,et al. Hardware-Efficient Coherent Digital Receiver Concept With Feedforward Carrier Recovery for $M$ -QAM Constellations , 2009, Journal of Lightwave Technology.
[5] Jeng-Kuang Hwang,et al. Angle differential-QAM scheme for resolving phase ambiguity in continuous transmission system , 2008, Int. J. Commun. Syst..
[6] S. Savory,et al. Blind Equalization and Carrier Phase Recovery in a 16-QAM Optical Coherent System , 2009, Journal of Lightwave Technology.
[7] W. Weber,et al. Differential Encoding for Multiple Amplitude and Phase Shift Keying Systems , 1978, IEEE Trans. Commun..
[8] Masataka Nakazawa,et al. Polarization-multiplexed 1 Gsymbol/s, 128 QAM (14 Gbit/s) coherent optical transmission over 160 km using a 1.4 GHz Nyquist filter , 2008, OFC/NFOEC 2008 - 2008 Conference on Optical Fiber Communication/National Fiber Optic Engineers Conference.
[9] Nobuhiko Kikuchi,et al. Multilevel Signalling for High-Speed Optical Transmission , 2006, 2006 European Conference on Optical Communications.
[10] M. Magarini,et al. Spectrally Efficient Long-Haul Optical Networking Using 112-Gb/s Polarization-Multiplexed 16-QAM , 2010, Journal of Lightwave Technology.
[11] Umberto Mengali,et al. Synchronization Techniques for Digital Receivers , 1997, Applications of Communications Theory.