Matrix Iteration Analysis (Second Edition, Photocopy of the English Version)

Author: (USA) Gábor W. Golub
Publisher:
Publish Date: 2006-01-01
Features: The author of Matrix Computations (Second Edition) is currently a professor at the University of Kent, UK, and serves as editor-in-chief or associate editor for several international authoritative journals. The first edition of this book was published by Prentice Hall in 1962 and is a classic textbook in the field of matrix iteration analysis. For this revision, some chapters incorporate new research findings, such as results in weakly regular splitting, while others add new content, cite recent theorems, and update references, allowing readers to explore some new development directions. The new chapters in this revision are largely self-contained and include additional exercises. The original edition primarily focused on linear algebra methods, whereas the revised edition emphasizes leveraging tools from other fields, such as approximation theory and conformal mapping theory, to achieve more novel results. This book is particularly suitable for researchers and graduate students engaged in numerical analysis.