Implicit vs. Explicit Approximate Matrix Inversion for Wideband Massive MU-MIMO Data Detection
Implicit vs. Explicit Approximate Matrix Inversion for Wideband Massive MU-MIMO Data Detection
复制标题
DOI:
10.1007/s11265-017-1313-z
复制
发表时间:
2017-12
期刊:
影响因子:
--
通讯作者:
Michael Wu;Bei Yin;Kaipeng Li;C. Dick;Joseph R. Cavallaro;Christoph Studer
中科院分区:
文献类型:
--
作者:
Michael Wu;Bei Yin;Kaipeng Li;C. Dick;Joseph R. Cavallaro;Christoph Studer
Massive multi-user (MU) MIMO wireless technology promises improved spectral efficiency compared to that of traditional cellular systems. While data-detection algorithms that rely on linear equalization achieve near-optimal error-rate performance for massive MU-MIMO systems, they require the solution to large linear systems at high throughput and low latency, which results in excessively high receiver complexity. In this paper, we investigate a variety of exact and approximate equalization schemes that solve the system of linear equations eitherexplicitly(requiring the computation of a matrix inverse) orimplicitly(by directly computing the solution vector). We analyze the associated performance/complexity trade-offs, and we show that for small base-station (BS)-to-user-antenna ratios, exact and implicit data detection using the Cholesky decomposition achieves near-optimal performance at low complexity. In contrast, implicit data detection using approximate equalization methods results in the best trade-off for large BS-to-user-antenna ratios. By combining the advantages of exact, approximate, implicit, and explicit matrix inversion, we develop a newfrequency-adaptiveequalizer (FADE), which outperforms existing data-detection methods in terms of performanceandcomplexity for wideband massive MU-MIMO systems.