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一种简单的对称互扰矩阵分解算法研究

A simple factorization scheme for systematic correlated matrices
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摘要 介绍了一种基于矩阵分解来消除对称互扰的算法.该算法利用对角阵的计算特性有效地对互扰矩阵进行了分解,达到了减少干扰因子影响的目的.整个分解算法没有很高的复杂度,且矩阵的形式也保持一致,不会因为矩阵维数的增加而增加. In this paper,an efficient factorization scheme to combat the systematic correlated matrices is proposed.The proposed scheme could be approached to that of the uncorrelated case by properly using the diagonal matrices and their factorizations.The results could decrease the correlations with the same pattern and simplify computations.
作者 董旭 侯嘉
出处 《苏州大学学报(自然科学版)》 CAS 2011年第4期26-28,共3页 Journal of Soochow University(Natural Science Edition)
基金 教育部霍英东教育基金会青年教师优选课题资助(114002)
关键词 对角阵 互扰 分解算法 diagonal matrices correlations factorization
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参考文献4

  • 1Zhang H, Li Y G, Reid A, et al. Optimum traning symbol desgin for MIMO OFDM in correlated fading channels [ J ]. IEEE Trans Wireless Commun, 2006,5 ( 9 ) : 2343 - 2347.
  • 2Enescu M, Roman T, Koivunen V. State-space approach spatially correlated MIMO OFDM channel estimation [ J ]. Signal Process- ing, Science Direct,2007,87 ( 3 ) : 2272 - 2279.
  • 3Tran N N, Tuan H D, Nguyen H H. Superimopsed training designs for spatially correlated MIMO-OFDM systems [ J ]. IEEE Trans Wireless Commun, 2010,9 ( 3 ) :876 - 880.
  • 4Tran N N,Pham D H, Tuan H D, et al. Orthogonal affine precoding and decoding for channel estimation and source detection in MIMO frequency selective fading channels [ J ] . IEEE Trans Signal Processing ,2009,57 ( 3 ) : 1152 - 1162.

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