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Joint Atomic Norm Based Estimation of Sparse Time Dispersive SIMO Channels with Common Support in Pilot Aided OFDM Systems

机译:辅助OFDM系统中具有共同支持的基于稀疏时间色散SIMO信道的联合原子范数估计

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We consider the problem of estimation of sparse time dispersive Single Input Multiple Output (SIMO) channels, using a single transmit and multiple receive antennas in pilot aided OFDM systems. The channels we consider are with a continuous time delays and sparse, and we assume a common support of the channel coefficients of the SIMO channels associated with different antennas, resulting from the same scatterer. To exploit these properties, we propose a new channel estimation algorithm based on the atomic norm minimization for the Multiple Measurement Vector (MMV) model. A joint estimation of the delays corresponding to the same scatterer is obtained using the combination of the atomic norm regularized minimization for the MMV model and the MUSIC method. Then, based on the availability of the channel correlation information, the path gains are estimated using the LS or the MMSE method. Additionally, we derive a theoretical estimate of the channel estimate Mean Square Error for the asymptotically increasing number of receive antennas. To evaluate the proposed algorithm, we compare its performance with other state of the art algorithms.
机译:我们考虑在导频辅助OFDM系统中使用单个发射天线和多个接收天线来估计稀疏时间分散的单输入多输出(SIMO)信道的问题。我们考虑的信道具有连续的时间延迟和稀疏性,并且我们假定由相同的散射体共同支持与不同天线相关联的SIMO信道的信道系数。为了利用这些特性,我们针对多测量向量(MMV)模型提出了一种基于原子范数最小化的新信道估计算法。使用针对MMV模型的原子范数正则化最小化和MUSIC方法的组合,可以获得对应于同一散射体的延迟的联合估计。然后,基于信道相关信息的可用性,使用LS或MMSE方法估计路径增益。此外,我们针对渐近增加的接收天线数量,得出信道估计均方误差的理论估计。为了评估提出的算法,我们将其性能与其他现有算法进行了比较。

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