Faster-than-Nyquist (FTN) signaling aims at improving the spectral efficiency of wireless communication systems by exceeding the boundaries set by the Nyquist-Shannon sampling theorem. 50 years after its first introduction in the scientific literature, wireless communications have significantly changed, but spectral efficiency remains one of the key challenges. To adopt FTN signaling, intersymbol interference (ISI) patterns need to be equalized at the receiver. Motivated by the pattern recognition capabilities of convolutional neural networks with skip connections, we propose such deep learning architecture for ISI equalization and symbol demodulation in FTN receivers. We investigate the performance of the proposed model considering quadrature phase shift keying modulation and low density parity check coding, and compare it to a set of benchmarks, including frequency-domain equalization, a quadratic-programming-based receiver, and an equalization scheme based on a deep neural network. We show that our receiver outperforms any benchmark, achieving error rates comparable to those in additive white Gaussian noise channel, and higher effective throughput, thanks to the increased spectral efficiency of FTN signaling. With a compression factor of 60% and code rate 3/4, the proposed model achieves a peak effective throughput of 2.5 Mbps at just 10dB of energy per bit over noise power spectral density ratio, with other receivers being limited by error floors due to the strong intersymbol interference. To promote reproducibility in deep learning for wireless communications, our code is open source at the repository provided in the references.

De Filippo, B., Amatetti, C., Vanelli-Coralli, A. (2025). Faster-than-Nyquist Equalization with Convolutional Neural Networks. IEEE [10.1109/pimrc62392.2025.11274769].

Faster-than-Nyquist Equalization with Convolutional Neural Networks

De Filippo, Bruno
;
Amatetti, Carla;Vanelli-Coralli, Alessandro
2025

Abstract

Faster-than-Nyquist (FTN) signaling aims at improving the spectral efficiency of wireless communication systems by exceeding the boundaries set by the Nyquist-Shannon sampling theorem. 50 years after its first introduction in the scientific literature, wireless communications have significantly changed, but spectral efficiency remains one of the key challenges. To adopt FTN signaling, intersymbol interference (ISI) patterns need to be equalized at the receiver. Motivated by the pattern recognition capabilities of convolutional neural networks with skip connections, we propose such deep learning architecture for ISI equalization and symbol demodulation in FTN receivers. We investigate the performance of the proposed model considering quadrature phase shift keying modulation and low density parity check coding, and compare it to a set of benchmarks, including frequency-domain equalization, a quadratic-programming-based receiver, and an equalization scheme based on a deep neural network. We show that our receiver outperforms any benchmark, achieving error rates comparable to those in additive white Gaussian noise channel, and higher effective throughput, thanks to the increased spectral efficiency of FTN signaling. With a compression factor of 60% and code rate 3/4, the proposed model achieves a peak effective throughput of 2.5 Mbps at just 10dB of energy per bit over noise power spectral density ratio, with other receivers being limited by error floors due to the strong intersymbol interference. To promote reproducibility in deep learning for wireless communications, our code is open source at the repository provided in the references.
2025
2025 IEEE 36th International Symposium on Personal, Indoor and Mobile Radio Communications (PIMRC)
1
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De Filippo, B., Amatetti, C., Vanelli-Coralli, A. (2025). Faster-than-Nyquist Equalization with Convolutional Neural Networks. IEEE [10.1109/pimrc62392.2025.11274769].
De Filippo, Bruno; Amatetti, Carla; Vanelli-Coralli, Alessandro
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/1033130
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