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Linear Algebra and Its Applications 2003: Vol 372 Table of Contents PDF

3 Pages·2003·0.56 MB·English
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Preview Linear Algebra and Its Applications 2003: Vol 372 Table of Contents

Contents Volume 372 B. Fritzsche, B. Kirstein and A. Lasarow On a moment problem for rational matrix-valued functions J.-g. Sun : Perturbation analysis of the matrix equation Y = 0+ A"(X¥ — C) R. Campoamor-Stursberg A graph theoretical determination of solvable complete rigid Lie algebras W. Cao and X. Wang Friedland—Hersonsky problem for matrix algebra A. Laszlo A generalization of the bounded real lemma O. Holtz Hermite—Biehler, Routh—Hurwitz, and total positivity C.M. Araujo, J.R. Torregrosa and A.M. Urbano N-matrix completion problem I. Korkee and P. Haukkanen On meet and join matrices associated with incidence functions P. Li, F. Lu and J. Ma Invertibility preserving linear maps on %-subspace lattice algebras V. Strauss On the bicommutant for one type of /-symmetric nilpotent algebras in Krein spaces A. Seeger and M. Torki On eigenvalues induced by a cone constraint J.K. Baksalary, O.M. Baksalary and G. Trenkler A revisitation of formulae for the Moore—Penrose inverse of modified matrices D. Kurowicka and R. Cooke A parameterization of positive definite matrices in terms of partial correlation vines B.G. Zaslavsky and J.J. McDonald A characterization of Jordan canonical forms which are similar to eventually nonnegative matrices with the properties of nonnegative matrices 253 Table of Contents continues Table of Contents continued X.M. Tang Linear operators preserving adjoint matrix between matrix spaces . . Y. Zhang On Hermitian positive definite solutions of matrix equation X+A*X7A =I A. Atzmon and A. Pinkus Rank restricting functions M. Fiedler A note on companion matrices J. Rada and A. Tineo Polygonal chains with minimal energy AMINOP INGEX tO'VOINME SIZ. ook 64 oe eo ee ORR as eb ee CONTE NTS This journal is part of ContentsDirect, the free alerting service which sends tables of a contents by e-mail for Elsevier books and journals. You can register for ContentsDirect online at: http://contentsdirect.elsevier.com

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