评估 SISO-OFDM 信道均衡的深度学习方法

Saja S Hanoon, Hasan F Khazal, Thamer M. Jamel
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摘要

信道均衡对无线网络系统的效率至关重要。为了提高通信可靠性并降低计算复杂度,5G 网络在深度学习(DL)的帮助下取得了长足的进步。深度学习应用于 5G 和未来网络时,已被证明可以提高系统性能,同时降低计算复杂度。ZF 因其成本低廉、缺乏统计专业知识而经常被用于获取信道均衡器;然而,ZF 的均衡器误差较大。由于最小均方误差(MMSE)方法的局限性,深度学习模型为解决信道均衡器问题提供了更便捷的解决方案。由于深度学习可以更好地权衡性能和复杂性,因此可以用来增强 MMSE 和 ZF 信道均衡器。深度学习的通用性和弹性也使其成为在这种情况下使用的一种有吸引力的工具。为了解决 ZF 和 MMSE 均衡器的不足,本论文重点开发了基于 DL 的信道均衡器。基于正交频分复用(OFDM)的单输入单输出(SISO)系统被用来衡量基于 DL 的均衡器的功效。仿真结果表明,在低选择性和高选择性信道模型中,基于 DL 的信道均衡器可以在 SER = 10-3 的情况下分别比 MMSE 均衡器实现至少 3 dB 的信噪比增益,从而验证了使用不同频率选择性水平的基准均衡器的性能。 此外,与 ZF 和 MMSE 均衡技术相比,基于 DL 的均衡器大大降低了计算复杂度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Deep Learning Approach to Evaluating SISO-OFDM Channel Equalization
Channel equalization is crucial to the efficiency of wireless network systems. To improve communication reliability and decrease computing complexity, 5G networks have made great progress with the help of deep learning (DL). When applied to 5G and future networks, deep learning has been proven to increase system performance while decreasing computational complexity. ZF is often used to acquire a channel equalizer because of its inexpensive cost and lack of statistical expertise; nonetheless, ZF has a large equalizer error. Because of the limitations of the Minimum Mean Square Error (MMSE) method, deep learning models provide a more convenient solution for solving the channel equalizer issue. Since deep learning may give a better performance-complexity trade-off, it can be used to enhance MMSE and ZF channel equalizers. Its generalization and resilience also make it an attractive tool for use in this context. To address the shortcomings of the ZF and MMSE equalizers, this thesis focuses on developing a DL-based channel equalizer. An Orthogonal Frequency-Division Multiplexing (OFDM)-based single-input-single-output (SISO) system is used to measure the DL-based equalizer's efficacy. Simulation results show that the DL-based channel equalizer can achieve at least a 3 dB gain in SNR over the MMSE equalizer for a SER = 10-3 in low and high selective channel models, respectively, validating the performance of the benchmarked equalizer using different frequency selectivity levels.   Furthermore, the DL-based equalizer results in a drastic decrease in computing complexity in contrast to the ZF and MMSE equalization techniques.
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