# Structured Matrices in Mathematics, Computer Science, and Engineering I

### About this Title

**Vadim Olshevsky**, Editor

Publication: Contemporary Mathematics

Publication Year
2001: Volume 280

ISBNs: 978-0-8218-1921-0 (print); 978-0-8218-7870-5 (online)

DOI: http://dx.doi.org/10.1090/conm/280

MathSciNet review: 1850397

### Table of Contents

**Front/Back Matter**

** Part I. Interpolation and Approximation **

- Harry Dym – Structured matrices, reproducing kernels and interpolation [MR 1850398]
- Vadim Olshevsky and Amin Shokrollahi – A superfast algorithm for confluent rational tangential interpolation problem via matrix-vector multiplication for confluent Cauchy-like matrices [MR 1850399]
- S. A. Goreinov and E. E. Tyrtyshnikov – The maximal-volume concept in approximation by low-rank matrices
- Martin H. Gutknecht – A matrix interpretation of the extended Euclidean algorithm [MR 1850401]
- Victor M. Adukov – The essential polynomial approach to convergence of matrix PadÃ© approximants [MR 1850402]

** Part II. System Theory, Signal and Image Processing **

- P. Dewilde – Systems of low Hankel rank: a survey [MR 1850403]
- Eleftherios Kofidis and Phillip A. Regalia – Tensor approximation and signal processing applications [MR 1850404]
- I. K. Proudler – Exploiting Toeplitz-like structure in adaptive filtering algorithms using signal flow graphs [MR 1850405]
- Nicola Mastronardi, Philippe Lemmerling and Sabine Van Huffel – The structured total least squares problem [MR 1850406]
- W. K. Cochran, R. J. Plemmons and T. C. Torgersen – Exploiting Toeplitz structure in atmospheric image restoration [MR 1850407]

- A. C. Antoulas, D. C. Sorensen and S. Gugercin – A survey of model reduction methods for large-scale systems [MR 1850408]
- Biswa N. Datta and Daniil R. Sarkissian – Theory and computations of some inverse eigenvalue problems for the quadratic pencil [MR 1850409]
- D. Calvetti, B. Lewis and L. Reichel – Partial eigenvalue assignment for large linear control systems [MR 1850410]
- Heike Faßbender and Peter Benner – A hybrid method for the numerical solution of discrete-time algebraic Riccati equations [MR 1850411]

** Part IV. Spectral Properties. Conditioning **

- A. Böttcher and S. Grudsky – Condition numbers of large Toeplitz-like matrices [MR 1850412]
- Dario Fasino and Vadim Olshevsky – How bad are symmetric Pick matrices? [MR 1850413]
- Miroslav Fiedler – Spectral properties of real Hankel matrices [MR 1850414]
- Ludwig Elsner and S. Friedland – Conjectures and remarks on the limit of the spectral radius of nonnegative and block Toeplitz matrices [MR 1850415]