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Joseph A. Ball & Yuli Eidelman
Recent Advances in Matrix and Operator Theory

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Hoes van Joseph A. Ball & Yuli Eidelman: Recent Advances in Matrix and Operator Theory (PDF)

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Inverse Problems for First-Order Discrete Systems.- Stability of Dynamical Systems via Semidefinite Programming.- Ranks of Hadamard Matrices and Equivalence of Sylvester—Hadamard and Pseudo-Noise Matrices.- Image of a Jacobi Field.- The Higher Order Carathéodory—Julia Theorem and Related Boundary Interpolation Problems.- A Generalization to Ordered Groups of a Kre?n Theorem.- A Fast QR Algorithm for Companion Matrices.- The Numerical Range of a Class of Self-adjoint Operator Functions.- A Perturbative Analysis of the Reduction into Diagonal-plus-semiseparable Form of Symmetric Matrices.- The Eigenstructure of Complex Symmetric Operators.- Higher Order Asymptotic Formulas for Traces of Toeplitz Matrices with Symbols in Hölder-Zygmund Spaces.- On an Eigenvalue Problem for Some Nonlinear Transformations of Multi-dimensional Arrays.- On Embedding of the Bratteli Diagram into a Surface.- Superfast Inversion of Two-Level Toeplitz Matrices Using Newton Iteration and Tensor-Displacement Structure.- On Generalized Numerical Ranges of Quadratic Operators.- Inverse Problems for Canonical Differential Equations with Singularities.- On Triangular Factorization of Positive Operators.- Solutions for the H ?(Dn) Corona Problem Belonging to exp(L1/2n-1.- A Matrix and its Inverse: Revisiting Minimal Rank Completions.

Taal Engels ● Formaat PDF ● Pagina’s 340 ● ISBN 9783764385392 ● Bestandsgrootte 2.5 MB ● Editor Joseph A. Ball & Yuli Eidelman ● Uitgeverij Springer Basel ● Stad Basel ● Land CH ● Gepubliceerd 2007 ● Downloadbare 24 maanden ● Valuta EUR ● ID 2205850 ● Kopieerbeveiliging Sociale DRM

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