基于L1正则化稀疏自编码器的盲源分离

J. Dabin, A. Haimovich, Justin Mauger, Annan Dong
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引用次数: 2

摘要

通过用信道的过完备字典来构造问题,求解代表潜在传输信号的稀疏系数,可以实现同信道通信信号的盲源分离。$L_{1}$正则化最小二乘是一种对潜在信号表示施加稀疏性同时最小化重构误差的常用方法。在本文中,我们提出了一种无监督学习的盲源分离方法,该方法使用$L_{1}$正则化稀疏自编码器,该编码器在隐藏层具有软阈值激活函数,能够分离和完全恢复多个重叠的二进制相移键控同信道信号。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Blind Source Separation with L1 Regularized Sparse Autoencoder
Blind source separation of co-channel communication signals can be performed by structuring the problem with an over-complete dictionary of the channel and solving for the sparse coefficients, which represent the latent transmitted signals. $L_{1}$ regularized least squares is a common approach to imposing sparsity on the latent signal representation while minimizing the reconstruction error. In this paper we propose an unsupervised learning approach for blind source separation using an $L_{1}$ regularized sparse autoencoder with a softthreshold activation function at the hidden layer that is able to separate and fully recover multiple overlapping binary phase shift keying co-channel signals.
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