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Tree-based optimized forward scheme for pilot placement in OFDM sparse channel estimation

机译:基于树的稀疏信道估计中的导频放置的优化前向方案

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The problem of channel estimation in Orthogonal Frequency Division Multiplexing (OFDM) systems Is here investigated. In particular, channels exhibiting a temporal response with sparse structure are considered. For fast fading channels, we consider the comb type estimation where we address the pilot allocation optimization by applying the recent Compressed Sensing (CS) theory. This optimization reduces to the choice of the CS decomposition basis, deduced from the Discrete Fourier Transform (DFT) matrix as a selection of rows associated with the pilot subcarriers. It has been demonstrated that the optimal CS basis, respecting the coherence measure minimization, corresponds to that based on Cyclic: Difference Sets (CDS). In this contribution, for unavailable CDS, we propose a forward tree-based near-optimal pilot allocation scheme. This scheme, builds up iteratively the CS decomposition basis and minimizes the coherence measure in each iteration. It is shown that the proposed method attains a slightly enhanced performance compared to existing schemes yet with considerably reduced complexity which can be really beneficial in high mobility scenarios.
机译:这里研究了正交频分复用(OFDM)系统的信道估计问题。特别地,考虑表现出具有稀疏结构的时间响应的通道。对于快速衰落渠道,我们考虑通过应用最近的压缩感测(CS)理论来解决试点分配优化的梳型估计。这种优化减少了从离散傅里叶变换(DFT)矩阵推导的CS分解基础的选择,作为与导频子载波相关联的一行的选择。已经证明,尊重相干度量最小化的最佳CS基础对应于基于循环:差分集(CD)。在此贡献中,对于不可用的CD,我们提出了一种基于树的近最优导频分配方案。该方案迭代地建立CS分解基础,并最大限度地减少每次迭代中的相干措施。结果表明,与现有方案相比,该方法达到了略微增强的性能,但具有显着降低的复杂性,这在高移动性方案中可以非常有益。

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