
The Theory and Applications of Iteration Methods
by Ioannis K. Argyros
2nd Edition
Publisher: CRC Press
Book Details
| Print ISBN | 9780367653309 |
| eText ISBN | 9781000536775 |
| Publisher | CRC Press |
| Publishing Year | 2022 |
| Edition | 2nd Edition |
| Language | English |
| Pages | 470 |
The Theory and Applications of Iteration Methods, 2nd Edition, is an academic textbook that presents updated contemporary theory on iterative processes paired with practical applications. Designed for researchers, industry practitioners, and university students across engineering, economics, and computational sciences, the volume connects theoretical mechanics to computational problem-solving. It provides a formal framework for analyzing how numeric algorithms function under strict mathematical parameters across applied disciplines.
The core material systematically examines fundamental themes within numerical analysis, such as algorithmic models, convergence criteria, and the behavior of iteration sequences. Subsequent sections detail the mathematical foundations of monotone convergence alongside explicit comparison theorems. These analytical tools enable readers to evaluate iterative performance across complex mathematical models with greater precision.
A distinct structural enhancement of this edition is how it expands the applicability of standard iterative processes by broadening the convergence domain while providing sharper error tolerance. This mathematical refinement supports graduate curriculum requirements and assists technical specialists who construct numerical simulations.
Table of Contents
Chapter 1: The Convergence of Algorithmic Models
Chapter 2: The Convergence of Iteration Sequences
Chapter 3: Monotone Convergence
Chapter 4: Comparison Theorems
Chapter 5: Extended Semi-Local Convergence of Newton’s Method
Chapter 6: Extended local Convergence of Newton’s Method
Chapter 7: Two Step Methods
Chapter 8: Multi Step Methods
Chapter 9: Multi Point Methods
Chapter 10: High Convergence Order Methods
Chapter 11: Special Methods
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