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Linear Algebra and Its Applications 2003: Vol 360 Table of Contents PDF

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Preview Linear Algebra and Its Applications 2003: Vol 360 Table of Contents

Contents Volume 360 J.V. Bondar Schur majorization inequalities for symmetrized sums with applica- tions to tensor products J. Mici¢, J. Pecari¢ and Y. Seo Function order of positive operators based on the Mond—Peéaric¢ method D. Stevanovi¢ Bounding the largest eigenvalue of trees in terms of the largest vertex degree P.J. Psarrakos and M.J. Tsatsomeros The Perron eigenspace of nonnegative almost skew-symmetric ma- trices and Levinger’s transformation S. Dupliy On supermatrix idempotent operator semigroups N. Cohen and I. Lewkowicz A pair of matrices sharing common Lyapunov solutions—A closer Y. Cao and Z. Tan Automorphisms of the Lie algebra of strictly upper triangular matrices over a commutative ring B. Mirman UB-matrices and conditions for Poncelet polygon to be closed M.A. Goberna, V. Jornet and M.M.L. Rodriguez On linear systems containing strict inequalities E.A. Martins and F.C. Silva On the invariant polynomials of Jordan products B.E. Cain Group homomorphisms h; such that h,(x;) +---- vable T. Biyikoglu A discrete nodal domain theorem for trees Y. Fan and Jj. Li On graphs with small number of Laplacian eigenvalues greater than E. Remm and M. Goze Affine structures on abelian Lie groups Table of Contents continues Table of Contents continued A.S. Cavaretta and L. Smithies Lipschitz-type bounds for the map 4 — |A| on #(#) J.R. Cardoso and F.S. Leite The Moser-—Veselov equation G. Ji Similarity-preserving linear maps on A(.#) J.-C. Bourin Singular values of compressions, restrictions and dilations Call for Papers: Special Issue in honor of Graciano de Oliveira Call for Papers: Special Issue on Determinants and the Legacy of Sir Thomas Muir Author index to volume 360 From the Editor-in-Chief Referees for volumes 341-360 Author index to volumes 341—360 CO NTENTS This journal is part of ContentsDirect, the free alerting service which sends tables of contents by e-mail for Elsevier Science books and journals. You can register for & ContentsDirect online at: http://contentsdirect.elsevier.com

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