MIMO Full Duplex Radios with Deep Learning

Yitao Chen, Rajesh K. Mishra, D. Schwartz, S. Vishwanath
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引用次数: 6

Abstract

This paper presents a novel design for self-interference (SI) cancellation in multiple-input multiple-output (MIMO) full duplex radios by using a cascaded neural network structure. Our approach exploits the spatial correlation among the transmit and receive antennas in multi antenna systems to reduce the complexity of echo cancellation filters at the receivers. Specifically, we propose a method in which, instead of using a cancellation filter for each echo channel, we decompose it into a common filter for a single aggressor going into a number of victims each having their own secondary filters, thus, reducing the individual filter complexity. In fact, our method provides significant complexity reduction with minimal degradation in performance compared to the naive approach of replicating the single-input single-output (SISO) design into the MIMO system. We further explain the theoretical framework for functioning of neural network for echo cancellation in both SISO and MIMO systems. We show that using a one layer Rectified Linear unit (ReLU) neural network to solve the SISO SI problem is theoretically optimal. We evaluate our approach on a series of simulated correlated channels to show case complexity reduction.
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MIMO全双工无线电与深度学习
提出了一种基于级联神经网络结构的多输入多输出全双工无线电自干扰消除方法。我们的方法利用多天线系统中发射天线和接收天线之间的空间相关性来降低接收机回波抵消滤波器的复杂性。具体地说,我们提出了一种方法,在这种方法中,我们不是对每个回波通道使用抵消滤波器,而是将其分解为单个攻击者进入多个受害者的公共滤波器,每个受害者都有自己的辅助滤波器,从而降低了单个滤波器的复杂性。事实上,与将单输入单输出(SISO)设计复制到MIMO系统中的幼稚方法相比,我们的方法在性能下降最小的情况下显著降低了复杂性。我们进一步解释了神经网络在SISO和MIMO系统中回波抵消功能的理论框架。我们证明了使用一层整流线性单元(ReLU)神经网络来解决SISO SI问题在理论上是最优的。我们在一系列模拟的相关通道上评估了我们的方法,以显示复杂性的降低。
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