延迟锁定:在未知多路径中解开多个未知信号

M. S. Ibrahim, N. Sidiropoulos
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引用次数: 1

摘要

给定同信道用户信号的混合受制于频率选择多径,通过一组同址天线感测,我们如何恢复用户信号?这是一个困难的问题,特别是当一些用户信号比其他信号弱得多,而我们对传输信号的性质知之甚少时。该装置适用于许多场景,包括非合作通信、信号情报、使用机会照明灯的无源雷达,以及卷积语音和音频分离。研究了未知多径和(可能是强)多用户干扰下的无监督信号恢复问题。利用在不同时间通过不同路径接收每个信号的多个独立褪色副本的事实,本文表明可以通过典型相关分析(CCA)识别相对路径延迟和用户信号。CCA是一种强大的统计学习工具,即使在存在噪声和强共信道干扰的情况下也能有效地估计出公共子空间。该方法提供了严格的恢复保证,可以承受强同信道干扰和低信噪比,并且在计算上易于实现。仿真表明,所提出的方法比独立成分分析获得了更好的性能,独立成分分析是在此设置中类似假设下工作的唯一基线。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Delay-locking: Unraveling Multiple Unknown Signals in Unknown Multipath
Given a mixture of co-channel user signals subject to frequency-selective multipath, sensed through an array of co-located antennas, how can we recover the user signals? This is a difficult problem, especially when some of the user signals are much weaker than others, and we know little about the transmitted signal properties. The setup is relevant in a number of settings, including non-cooperative communications, signal intelligence, passive radar using illuminators of opportunity, and convolutive speech and audio separation. This paper considers the problem of unsupervised signal recovery in unknown multipath and (possibly strong) multiuser interference. Leveraging the fact that multiple independently faded copies of each signal are received through distinct paths at different times, this paper shows that relative path delays and the user signals can be identified via canonical correlation analysis (CCA). CCA is a powerful statistical learning tool that can efficiently estimate a common subspace even in the presence of noise and strong cochannel interference. The proposed approach provides rigorous recovery guarantees, can tolerate strong co-channel interference and low signal-to-noise ratio, and is computationally tractable for practical implementation. Simulations reveal that the proposed approach achieves much better performance than independent component analysis, which is the only baseline that works under similar assumptions in this setting.
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