โ Scribed by Bernd Fischer (auth.)
No coin nor oath required. For personal study only.
Contents: Introduction - Orthogonal Polynomials - Chebyshev and Optimal Polynomials - Orthogonal Polynomials and Krylow Subspaces - Estimating the Spectrum and the Distribution function - Parameter Free Methods - Parameter Dependent Methods - The Stokes Problem - Approximating the A-Norm - Bibliography - Notation - Index
Front Matter....Pages 1-14
Introduction....Pages 15-18
Orthogonal Polynomials....Pages 19-89
Chebyshev and Optimal Polynomials....Pages 90-131
Orthogonal Polynomials and Krylov Subspaces....Pages 132-136
Estimating the Spectrum and the Distribution function....Pages 137-154
Parameter Free Methods....Pages 155-211
Parameter Dependent Methods....Pages 212-223
The Stokes Problem....Pages 224-247
Approximating the A-Norm....Pages 248-262
Bibliography....Pages 263-273
Notation....Pages 274-277
Back Matter....Pages 278-283
Engineering, general
๐ SIMILAR VOLUMES
Totally awesome and well organized contents are in this material. Nice book to get the knowledge of numerical linear algebra!!!
This book can be used to teach graduate-level courses on iterative methods for linear systems. Engineers and mathematicians will find its contents easily accessible, and practitioners and educators will value it as a helpful resource. The preface includes syllabi that can be used for either a semest