On Normalization of Matched Filter Belief in GaBP for Large MIMO Detection

Takumi Takahashi, S. Ibi, S. Sampei
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引用次数: 23

Abstract

This paper proposes a normalized matched filter (MF) belief in Gaussian belief propagation (GaBP) detection especially for a large multiple-input multiple-output (L-MIMO) configuration where a base station (BS) has tens of antennas. In a massive MIMO channel where the BS has hundreds of antennas, damped GaBP is known to be an effective detector in terms of low computational complexity and its detection capability. However, in L- MIMO channels, GaBP is subject to ill convergence behavior of iterative detection due to lack of channel hardening effects obtained by massive number of receive antennas. To improve the convergence property, we investigate the MF belief, instead of a traditional log likelihood ratio (LLR) belief. Then, we propose the novel normalized MF belief according to instantaneous channel state. As a side effect of the normalization, a noise variance estimator is not necessary. Finally, we demonstrate the validity of the normalized MF belief with the aid of damped processing, in terms of suppression of bit error rate (BER) floor as well as approach to maximum likelihood detection (MLD) limit.
大型MIMO检测中GaBP匹配滤波器信度的归一化研究
针对具有数十根天线的大型多输入多输出(L-MIMO)配置,提出了一种归一化匹配滤波器(MF)信度用于高斯信度传播(GaBP)检测。在具有数百个天线的大规模MIMO信道中,阻尼GaBP在低计算复杂度和检测能力方面被认为是一种有效的检测器。然而,在L- MIMO信道中,由于缺乏大量接收天线所获得的信道硬化效应,GaBP的迭代检测收敛性不佳。为了提高收敛性,我们研究了MF信念,而不是传统的对数似然比(LLR)信念。然后,我们提出了一种新的基于瞬时信道状态的归一化MF信念。作为归一化的副作用,噪声方差估计器是不必要的。最后,我们在抑制误码率(BER)下限和接近最大似然检测(MLD)极限方面证明了借助阻尼处理的归一化MF信念的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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