论文标题
在MU-MIMO系统中的关节发射器和非合并接收器设计的深度学习解决方案上
On Deep Learning Solutions for Joint Transmitter and Noncoherent Receiver Design in MU-MIMO Systems
论文作者
论文摘要
本文旨在通过深度学习来处理多源多输入多输出(MU-MIMO)系统的关节发射器和非合并接收器设计。鉴于基于深神经网络(DNN)的非相干接收器,这项工作的新颖性主要在于发射机侧的多源波形设计。根据信号格式,提出的深度学习解决方案可以分为两组。一组被称为飞行员辅助波形,其中包含信息的符号是用飞行员符号延时的。另一个称为基于学习的波形,其中多源波形部分或什至完全由深度学习算法设计。具体而言,如果包含信息的符号直接嵌入波形中,则称为系统波形。否则,它被称为非系统波形,不涉及人造设计。仿真结果表明,在小型MU-MIMO Systems上,试验辅助波形设计优于传统的零强迫接收器(LS)通道估计。通过利用时间域自由度(DOF),基于学习的波形设计进一步在高信噪比(SNR)范围内至少提高了5 dB的检测性能。此外,发现传统的重量初始化方法可能会导致基于学习的波形设计中不同用户的训练失衡。为了解决此问题,提出了一种新型的权重初始化方法,该方法提供了平衡的收敛性能而没有复杂性惩罚。
This paper aims to handle the joint transmitter and noncoherent receiver design for multiuser multiple-input multiple-output (MU-MIMO) systems through deep learning. Given the deep neural network (DNN) based noncoherent receiver, the novelty of this work mainly lies in the multiuser waveform design at the transmitter side. According to the signal format, the proposed deep learning solutions can be divided into two groups. One group is called pilot-aided waveform, where the information-bearing symbols are time-multiplexed with the pilot symbols. The other is called learning-based waveform, where the multiuser waveform is partially or even completely designed by deep learning algorithms. Specifically, if the information-bearing symbols are directly embedded in the waveform, it is called systematic waveform. Otherwise, it is called non-systematic waveform, where no artificial design is involved. Simulation results show that the pilot-aided waveform design outperforms the conventional zero forcing receiver with least squares (LS) channel estimation on small-size MU-MIMO systems. By exploiting the time-domain degrees of freedom (DoF), the learning-based waveform design further improves the detection performance by at least 5 dB at high signal-to-noise ratio (SNR) range. Moreover, it is found that the traditional weight initialization method might cause a training imbalance among different users in the learning-based waveform design. To tackle this issue, a novel weight initialization method is proposed which provides a balanced convergence performance with no complexity penalty.