Refinements of kantorovich inequality for hermitian matrices

HIGHLIGHTS

  • who: Hermitian, Matrices and Feixiang, Chen from the School of Mathematics and Statistics, Chongqing Three Gorges University, Wanzhou, Chongqing, China have published the research: Refinements of Kantorovich Inequality for Hermitian Matrices, in the Journal: (JOURNAL) of 28/08/2012
  • what: In this paper, we introduce some new Kantorovich-type inequalities for the invertible Hermitian matrices.
  • how: The following lemmas can be obtained from by replacing Hilbert space · · with inner product spaces Cn so the authors omit the details.

SUMMARY

    And Preliminaries ≤ x* Axx* A-1 x ≤ λn 2, 4 . . .

     

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