L. Elsner

Bielefeld University — Germany

Computer Science · Physical Sciences

26h-index2.2kcitations137works0.02yr avg
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Research Topics

Matrix Theory and Algorithms(93), Advanced Topics in Algebra(30), Advanced Optimization Algorithms Research(28), graph theory and CDMA systems(28), Mathematical Inequalities and Applications(12)

Publications137 total

Maximizing the spectral radius of a matrix product
Linear Algebra and its Applications·2014· 2 cited
The bialternate matrix product revisited
Linear Algebra and its Applications·2010· 6 cited
On a condensed form for normal matrices under finite sequences of elementary unitary similarities
RePEc: Research Papers in Economics·2010
Normal matrices: an update
RePEc: Research Papers in Economics·2010
Max-algebra and pairwise comparison matrices, II
Linear Algebra and its Applications·2009· 28 cited
Sufficient conditions for permutation equivalence to a WHS-matrix
Linear and Multilinear Algebra·2009
Bounds for the Perron root using max eigenvalues
Linear Algebra and its Applications·2008· 17 cited
Positivity Preserving Hadamard Matrix Functions
Positivity·2007· 14 cited
Functional inequalities for max eigenvalues of nonnegative matrices
Linear Algebra and its Applications·2007
Preface to the Proceedings of the 13th International Workshop on Matrices and Statistics, Będlewo 2004
Linear Algebra and its Applications·2006· 1 cited
Geršgorin and His Circles by Richard S. Varga.
American Mathematical Monthly·2006
A note on generalized Hessenberg matrices
Linear Algebra and its Applications·2005· 5 cited
Low rank perturbations and the spectrum of a tridiagonal sign pattern
Linear Algebra and its Applications·2003· 19 cited
Max-algebra and pairwise comparison matrices
Linear Algebra and its Applications·2003· 54 cited
On the spectra of close-to-Schwarz matrices
Linear Algebra and its Applications·2003· 12 cited
Conditions for strict inequality in comparisons of spectral radii of splittings of different matrices
Linear Algebra and its Applications·2003· 17 cited
Higher Order Logarithmic Derivatives of Matrices in the Spectral Norm
SIAM Journal on Matrix Analysis and Applications·2003· 5 cited
Comparisons of spectral radii and the theorem of Stein–Rosenberg
Linear Algebra and its Applications·2002· 5 cited
On Some Properties of Convex Matrix Sets Characterized by<i>P</i>-Matrices and Block<i>P</i>-Matrices
Linear and Multilinear Algebra·2002· 18 cited
A note on a generalized Cramer's rule
Linear Algebra and its Applications·2002· 17 cited
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Frequent Co-authors

P. van den Driessche(6), Michael Neumann(5), David S. Watkins(5), I. Koltracht(4), Tomasz Szulc(4), Michael Neumann(3), Rafael Bru(2), Х. Д. Икрамов(2), Charles R. Johnson(2), Reinhard Nabben(2), Rajendra Bhatia(2), Shmuel Friedland(2), Volker Mehrmann(2), Wolf‐Jürgen Beyn(2), Angelika Bunse‐Gerstner(1), J. A. Dias Da Silva(1), Jiguang Sun(1), D. Xiao(1), А. А. Vladimirov(1), Peter Lancaster(1)