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Study of a fast channel estimation technique for LTE Downlink systems based on fast linear Toeplitz system solver with displacement structure

机译:基于带位移结构的快速线性Toeplitz系统求解器的LTE下行系统快速信道估计技术研究

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The traditional Linear Minimum Mean Square Error (LMMSE) channel estimation technique costs O(N3) floating operations and O(N2) memory locations where N represents the channel autocorrelation matrix order. In this paper, we propose to study a fast LMMSE channel estimation technique for LTE Downlink systems based on a fast solver for linear system with displacement structure which is based on the application of the Generalized Schur Algorithm (GSA) which costs only O(N2) floating operations and O(N) memory locations. We propose two fast LMMSE channel estimators. The first algorithm is without pivoting which requires the LU factorization. In order to avoid this requirement and for stability issues, we propose a second fast algorithm with partial pivoting technique and without changing the algorithm complexity. The performances of proposed fast algorithms in terms of Bit Error Rate (BER) and Mean Square Error (MSE) are verified via Monte-Carlo MATLAB simulations.
机译:传统的线性最小均方误差(LMMSE)信道估计技术要花费O(N 3 )浮动运算和O(N 2 )内存位置,其中N代表信道自相关矩阵命令。在本文中,我们提议研究基于线性位移快速系统的快速LMMSE信道估计技术,该方法基于具有位移结构的线性系统的快速求解器,该方法基于仅花费O(N < sup> 2 )浮动操作和O(N)个存储位置。我们提出了两个快速的LMMSE信道估计器。第一种算法是无枢轴的,需要LU分解。为了避免这种需求和稳定性问题,我们提出了一种第二快速算法,该算法具有部分枢轴技术,并且不改变算法复杂度。通过蒙特卡洛MATLAB仿真,验证了所提出的快速算法在误码率(BER)和均方误差(MSE)方面的性能。

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