2D-RC: Two-Dimensional Neural Network Approach for OTFS Symbol Detection
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Abstract (arXiv)
Orthogonal time frequency space (OTFS) is a promising modulation scheme for wireless communication in high-mobility scenarios. Recently, a reservoir computing (RC) based approach has been introduced for online subframe-based symbol detection in the OTFS system, where only a limited number of over-the-air (OTA) pilot symbols are utilized for training. However, this approach does not leverage the domain knowledge specific to the OTFS system to fully unlock the potential of RC. This paper introduces a novel two-dimensional RC (2D-RC) method that incorporates the domain knowledge of the OTFS system into the design for symbol detection in an online subframe-based manner. Specifically, as the channel interaction in the delay-Doppler (DD) domain is a two-dimensional (2D) circular operation, the 2D-RC is designed to have the 2D circular padding procedure and the 2D filtering structure to embed this knowledge. With the introduced architecture, 2D-RC can operate in the DD domain with only a single neural network, instead of necessitating multiple RCs to track channel variations in the time domain as in previous work. Numerical experiments demonstrate the advantages of the 2D-RC approach over the previous RC-based approach and compared model-based methods across different OTFS system variants and modulation orders.
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References · 11
- 2019Artificial Intelligence-Enabled Cellular Networks: A Critical Path to Beyond-5G and 6Gcited by 25
- 2020RCNet: Incorporating Structural Information into Deep RNN for MIMO-OFDM Symbol Detection with Limited Trainingcited by 10
- 2021RC-Struct: A Structure-based Neural Network Approach for MIMO-OFDM Detectioncited by 6
- 2022Detect to Learn: Structure Learning with Attention and Decision Feedback for MIMO-OFDM Receive Processingcited by 4
- 2022New Delay Doppler Communication Paradigm in 6G era: A Survey of Orthogonal Time Frequency Space (OTFS)cited by 4
- 2019Low Complexity LMMSE Receiver for OTFScited by 3
- 2021Learning to Equalize OTFScited by 3
- 2023OTFS -- A Mathematical Foundation for Communication and Radar Sensing in the Delay-Doppler Domaincited by 3
- 2019Low-Complexity Linear Equalization for OTFS Systems with Rectangular Waveformscited by 2
- 2019A Simple Variational Bayes Detector for Orthogonal Time Frequency Space (OTFS) Modulationcited by 2
- 2021Convolutional Sparse Coding based Channel Estimation for OTFS-SCMA in Uplinkcited by 1
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