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Indoor ranging signal recovery via regularized CoSaMP

机译:通过常规CoSaMP进行室内测距信号恢复

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The indoor ranging signal recovery requires not only the high detection probability but also the excellent detection accuracy, which is related to the matched filter output SINR, especially for radio signal based location and positioning systems, where little deviation of time delay will yield radical error of position estimation. Furthermore, the ranging signals in multi-measurment channels demands the so-called sparse condition [1] for uniquely determining the results. Because the corresponding recovery matrix in terms of time-code frame is a wide matrix, which can not be orthogonalized between all columns any more. So far, many related recovery algorithms haven been developed, like optimization based l1-norm minimization and greedy approaches based OMP, ROMP and CoSaMP [2]. However, these algorithms are either not real-time enough or short of uniform performance in different scenarios. In this paper we will first introduce the novel ranging signals for higher time delay estimation, then develop the corresponding detection algorithm namely Regularized Compressive Sampling Mathing Pursuit (RCoSaMP), which outperforms the most conventional detection approaches.
机译:室内测距信号的恢复不仅需要很高的检测概率,而且还需要出色的检测精度,这与匹配的滤波器输出SINR有关,尤其是对于基于无线电信号的定位和定位系统而言,其时延几乎没有偏差,会产生根本的误差。位置估计。此外,多测量通道中的测距信号需要所谓的稀疏条件[1]来唯一确定结果。由于就时间码帧而言,相应的恢复矩阵是一个宽矩阵,因此无法再在所有列之间进行正交化。到目前为止,已经开发了许多相关的恢复算法,例如基于优化的l1-norm最小化和基于OMP,ROMP和CoSaMP的贪婪方法[2]。但是,这些算法要么不够实时,要么在不同情况下缺乏统一的性能。在本文中,我们将首先介绍用于更高时延估计的新颖测距信号,然后开发优于常规检测方法的相应检测算法,即正则化压缩采样数学追踪(RCoSaMP)。

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