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Modified Eigenvector Projection Approach for Subspace Estimation Adaptive Beamforming

机译:子空间估计自适应波束形成的改进特征向量投影方法

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This paper introduces a Modified Eigenvector Projection approach for Subspace estimation (MEPS), which is robust and has high convergence rate. First, the KR signal subspace is exploited to estimate the covariance matrix. Then, interference plus noise subspace is constructed. And the desired signal steering vector is projected to this subspace. MEPS can estimate the sample covariance matrix more precisely without knowing the number of the signal sources. Simulation results show that MEPS can make convergence in limited snapshots and maintain a high Signal to Interference Plus Noise ratio (SINR) in a large range of input Signal to Interference Rate (SNR). Besides, without knowing the number of the signal sources, this method can estimate the sample covariance matrix more precisely.
机译:本文介绍了一种改进的特征向量投影子空间估计方法(MEPS),该方法鲁棒且收敛速度快。首先,利用KR信号子空间来估计协方差矩阵。然后,构建干扰加噪声子空间。并将所需的信号控制向量投影到此子空间。 MEPS可以更精确地估计样本协方差矩阵,而无需知道信号源的数量。仿真结果表明,MEPS可以在有限的快照中收敛,并在较大的输入信噪比(SNR)范围内保持较高的信噪比(SINR)。此外,在不知道信号源数量的情况下,该方法可以更精确地估计样本协方差矩阵。

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