用持续学习提升OFDM信道估计的重建与泛化能力
Continual Learning-Aided Super-Resolution Scheme for Channel Reconstruction and Generalization in OFDM Systems
- 设计双注意力超分辨率网络,精准重建时频域信道
- 引入弹性权重固化,使模型在不同信道分布下仍保持性能
- 在3GPP标准信道下验证,重建与泛化性能显著优于现有方法
在深度学习框架中,信道重建与泛化能力同等重要。本文提出一种新型基于深度学习的高效OFDM信道估计方案,分别设计用于信道重建与泛化的神经网络。针对重建,提出双注意力辅助超分辨率神经网络(DA-SRNN),首次引入信道空间注意力机制,沿两个独立维度依次推断对应两类潜在信道相关性的注意力图,并设计轻量级超分辨率模块实现高效重建。针对泛化,引入持续学习(CL)训练策略,以弹性权重固化(EWC)作为损失函数的正则项,约束不同信道分布下重要权重的更新方向与空间。同时提供了详细的训练流程。在3GPP信道模型下的数值结果表明,所提方案在信道重建与泛化性能上均显著优于现有方法。
原文摘要 · Abstract (English)
Channel reconstruction and generalization capability are of equal importance for developing channel estimation schemes within deep learning (DL) framework. In this paper, we exploit a novel DL-based scheme for efficient OFDM channel estimation where the neural networks for channel reconstruction and generalization are respectively designed. For the former, we propose a dual-attention-aided super-resolution neural network (DA-SRNN) to map the channels at pilot positions to the whole time-frequency channels. Specifically, the channel-spatial attention mechanism is first introduced to sequentially infer attention maps along two separate dimensions corresponding to two types of underlying channel correlations, and then the lightweight SR module is developed for efficient channel reconstruction. For the latter, we introduce continual learning (CL)-aided training strategies to make the neural network adapt to different channel distributions. Specifically, the elastic weight consolidation (EWC) is introduced as the regularization term in regard to loss function of channel reconstruction, which can constrain the direction and space of updating the important weights of neural networks among different channel distributions. Meanwhile, the corresponding training process is provided in detail. By evaluating under 3rd Generation Partnership Project (3GPP) channel models, numerical results verify the superiority of the proposed channel estimation scheme with significantly improved channel reconstruction and generalization performance over counterparts.
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