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Original Articles

Factorization of selfadjoint matrix polynomials with reas SpectrumFootnote

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Pages 327-336 | Published online: 01 Apr 2008

References

  • Gohberg , I. , Lancaster , P. and Rodman , L. 1980 . Spectral analysis of selfadjoint matrix polynomials . Ann. Of Math. , 112 : 34 – 71 .
  • Gohberg , I. , Lancaster , P. and Rodman , L. 1982 . Matrix Polynomials , New York : Academic Press .
  • Krupnik , I. , Lancaster , P. and Markus , A. 1982 . Factorization of selfadjoint quadratic matrix polynomials with real spectrum . Linear and Multilinear Algebra , (to appear)
  • Lancaster , P. , Markus , A. S. and Ye , Q. 1994 . Low rank perturbations of strongly definitizable transformations and matrix polynomials . Linear Algebra Appl , 197/198 : 3 – 29 .
  • Langer , H. 1976 . Factorization of operator pencils . Acta Sci. Math. , 38 : 83 – 96 . (Szeged)
  • Markus , A. S. 1988 . Introduction to the Spectral Theory of Polynomial Operator Pencils . Transl. Math. Monographs, Amer. Math. Soc. , 38 Providence

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