Table of Contents
3.4 Continue and Break Statements
6.1 Simple Function Plot (fplot)
Chapter 7: Solving Nonlinear Equations
7.1 Calculation of Roots with the use of Iterative Functions
Chapter 8: Solving Systems of Linear Equations
8.2 Systems of Linear Equations
8.3 Types of Matrices that arise from Applications and Analysis
Chapter 9: Computational Eigenvalue Problems
9.1 Basic Facts concerning Eigenvalue Problems
9.2 Localization of Eigenvalues
9.5 Iteration with a Shift of Origin
Chapter 10: Introduction to Finite Difference Schemes for Ordinary Differential Equations
10.1 Elementary Example of a Finite Difference Scheme
10.2 Approximation and Stability
10.3 Numerical Solution of Initial Value Problems
10.4 Numerical Solution of Boundary Value Problems
10.5 Error Estimation and Control
Chapter 11: Interpolation and Approximation