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Original Articles

Drazin invertibility of the diagonal of an operator

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Pages 65-71 | Received 23 Sep 2010, Accepted 02 Feb 2011, Published online: 01 Jun 2011

References

  • Aiena , P . 2004 . Fredholm and Local Spectral Theory, with Applications to Multipliers , Dordrecht : Kluwer Academic Publishers .
  • Barnes , BA . 2006 . Restrictions of bounded linear operators: Closed range . Proc. Amer. Math. Soc. , 135 : 1735 – 1740 .
  • Barnes , BA . 2007 . Spectral and spectral theory involving the diagonal of bounded linear operator . Acta Math. (Szeged) , 73 : 237 – 250 .
  • Berkani , M , Castro--Gonzalez , GN and Djordjević , SV . 2006 . The single-valued extension property, quasiaffinity and the generalized Weyl's theorem . Math. Bohemica , 131 : 29 – 38 .
  • Caradus , SR . 1978 . Generalized Inverses and Operator Theory, Queen's Paper in Pure and Applied Mathematics , Vol. 50 , Kingston, ON : Queen's University .
  • Djordjević , D . 2002 . Perturbation of spectra of operator matrices . J. Oper. Theory , 48 : 467 – 486 .
  • Djordjević , SV and Duggal , BP . 2009 . Spectral property of linear operator through invariant subspaces . Funct. Anal., Approx. Comput. , 1 : 19 – 29 .
  • Heuser , HG . 1982 . Functional Analysis , Chichester : John Wiley and Sons .
  • Taylor , AE and Lay , DC . 1980 . Introduction to Functional Analysis , New York : John Wiley and Sons .

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