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Applying Csiszár''s I-divergence to blind sparse channel estimation

机译:将Csiszár的I-散度应用于盲稀疏信道估计

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Compressed sensing (CS) has renewed interest in sparse channel estimation. Herein, a semi-blind, iterative, sparse channel estimation method is proposed. The new method is based on minimizing Csiszár''s I-divergence using Schulz & Snyder''s iterative deautocorrelation algorithm. First, it is shown that the desired methods can be adapted to the problem of interest. The proposed semi-blind method accurately estimates the significant tap locations of a sparse channel, and their corresponding magnitudes. A method for determining the channel coefficients up to a phase ambiguity is presented. The simulation results show that although limited pilots are used, the proposed semi-blind iterative algorithm achieves performance comparable to that of training-based compressed sensing methods.
机译:压缩感知(CS)重新引起了人们对稀疏信道估计的兴趣。在此,提出了一种半盲,迭代,稀疏信道估计方法。新方法基于使用Schulz&Snyder的迭代解自相关算法使Csiszár的I-散度最小化的方法。首先,示出了期望的方法可以适合于所关注的问题。所提出的半盲方法可以准确地估计稀疏通道的有效抽头位置及其相应的幅度。提出了一种确定直到相位模糊度的信道系数的方法。仿真结果表明,尽管使用了有限的飞行员,但所提出的半盲迭代算法的性能可与基于训练的压缩感知方法相媲美。

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