Journal of Jianghan University(Natural Science Edition) ›› 2017, Vol. 45 ›› Issue (3): 197-201.doi: 10.16389/j.cnki.cn42-1737/n.2017.03.001

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New Perturbation Bounds for Semi-Definite Factor of Matrices with Full Column Rank

KONG Xiangqiang   

  1. Department of Mathematics,Heze University,Heze 274015,Shandong,China
  • Online:2017-06-28 Published:2017-06-30

Abstract: With the singular value decomposition and generalized polar decomposition of matrix,this paper obtained new perturbation bounds for the semi-definite factor of generalized polar decomposition of the matrices with full column rank. The conclusions improved the previous results,and the previous results can be viewed as a special case of the new perturbation bounds.

Key words: singular value decomposition, generalized polar decomposition, semi- definite factor, matrices with full column rank

CLC Number: