基于压缩感知l1 -正则化最小二乘问题求解的OFDM信道估计

Vijitha Rajan, Arun A. Balakrishnan, K. Nissar
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引用次数: 2

摘要

压缩感知是一种新兴的方法,用于重建具有少量投影的信号。奈奎斯特速率产生太多的样本,这是高的宽带信号,在许多应用中使用。该方法揭示了压缩感知在正交频分复用(OFDM)信道估计中的应用。压缩感知算法采用1-正则化最小二乘问题求解方法。现有的最小二乘估计器(LS)和最小均方误差估计器(MMSE)实现方法由于公式复杂、样本多,使得传感器的实现成本急剧增加。将该方法与现有的MMSE方法进行了比较。该方法在OFDM信道估计中具有较好的精度和较低的实现成本。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
OFDM Channel Estimation Using Compressed Sensing L1-Regularized Least Square Problem Solver
Compressed Sensing is an emerging methodology to reconstruct signals with smaller number of projections. Nyquist rate yields too many samples, which is high for broadband signals that are used in many applications. The proposed method unveils the application of compressed sensing in the channel estimation of Orthogonal Frequency Division Multiplexing (OFDM). ℓ1-regularized Least square problem solver method is used as compressive sensing algorithm. Existing methods like Least square (LS) estimator and Minimum Mean Square Error (MMSE) estimator implementation has more complex formulations and utilizes many samples making the implementation cost of sensor to increase drastically. Results of the proposed method is compared with the existing MMSE method. The proposed compressed sensing approach in OFDM channel estimation results in good accuracy and less implementation cost.
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