Your query: ti = (KREISS & MATRIX & THEOREM) LOGO

  Answers 1-13 (of 13)

   1. [_] 946.65029 Toh, Kim-Chuan; Trefethen, Lloyd N.
   The Kreiss matrix theorem on a general complex domain. (English)
   SIAM J. Matrix Anal. Appl. 21, No.1, 145-165 (1999). MSC 2000: *65F35
   65F10 15A60, Reviewer: Michael Sever

   2. [_] pre996.17267 Ma, Siliang
   A new proof of the Kreiss matrix theorem. (Chinese. English summary)
   Math. Numer. Sin. 11, No.1, 104-106 (1989). MSC 2000: *65N12 65N06

   3. [_] 877.15029 Strikwerda, John C.; Wade, Bruce A.
   A survey of the Kreiss matrix theorem for power bounded families of
   matrices and its extensions. (English)
   Janas, Jan (ed.) et al., Linear operators. Proceedings of the semester
   organized at the Stefan Banach International Mathematical Center,
   Warsaw, Poland, February 7--May 15, 1994. Warsaw: Polish Academy of
   Sciences, Inst. of Mathematics, Banach Cent. Publ. 38, 339-360 (1997).
   MSC 2000: *15A60

   4. [_] 842.15013 Kraaijevanger, J.F.B.M.
   Two counterexamples related to the Kreiss matrix theorem. (English)
   BIT 34, No.1, 113-119 (1994). MSC 2000: *15A45 15A60 65F10, Reviewer:
   A.-A.Jafarian

   5. [_] 814.47036 Pokrzywa, Andrzej
   On an infinite-dimensional version of the Kreiss matrix theorem.
   (English)
   Kowalski, Jan Krzysztof (ed.) et al., Numerical analysis and
   mathematical modelling. Warszawa: Polish Academy of Sciences, Inst. of
   Mathematics, Banach Cent. Publ. 29, 45-50 (1994). MSC 2000: *47B37
   46M05 47B07, Reviewer: K.Chandrasekhara Rao

   6. [_] 799.30002 Wegert, Elias; Trefethen, Lloyd N.
   From the Buffon needle problem to the Kreiss matrix theorem. (English)
   Am. Math. Mon. 101, No.2, 132-139 (1994). MSC 2000: *30A10 15A45,
   Reviewer: G.D.Dikshit

   7. [_] 736.15015 Spijker, M.N.
   On a conjecture by LeVeque and Trefethen related to the Kreiss matrix
   theorem. (English)
   BIT 31, No.3, 551-555 (1991). MSC 2000: *15A60 15A45 65F35, Reviewer:
   F.J.Gaines

   8. [_] 726.15020 Lenferink, H.W.J.; Spijker, M.N.
   On a generalization of the resolvent condition in the Kreiss matrix
   theorem. (English)
   Math. Comput. 57, No.195, 211-220 (1991). MSC 2000: *15A60 65L20
   65M12, Reviewer: V.Mehrmann

   9. [_] 724.15021 Strikwerda, John C.; Wade, Bruce A.
   Cesaro means and the Kreiss matrix theorem. (English)
   Linear Algebra Appl. 145, 89-106 (1991). MSC 2000: *15A60, Reviewer:
   R.von Randow

   10. [_] 667.65074 Strikwerda, John C.; Wade, Bruce A.
   An extension of the Kreiss matrix theorem. (English)
   SIAM J. Numer. Anal. 25, No.6, 1272-1278 (1988). MSC 2000: *65M12
   35L15, Reviewer: L.G.Vulkov

   11. [_] 559.15018 Leveque, Randall J.; Trefethen, Lloyd N.
   On the resolvent condition in the Kreiss matrix theorem. (English)
   BIT 24, 584-591 (1984). MSC 2000: *15A60 65F35 15A45, Reviewer:
   F.J.Gaines

   12. [_] 467.65013 Friedland, Shmuel
   A generalization of the Kreiss matrix theorem. (English)
   SIAM J. Math. Anal. 12, 826-832 (1981). MSC 2000: *65F10 15A60 65F15

   13. [_] 146.13702 Morton, K.W.
   On a matrix theorem due to H.-O. Kreiss (English)
   Commun. Pure Appl. Math. 17, 375-379 (1964).
   Zentralblatt MATH (E-Mail),
   Copyright (c) 2001 European Mathematical Society, FIZ Karlsruhe &  Springer-Verlag.