Prerequisites: Math 3323 and working knowledge of a high level programming language
 
 
The text is "Numerical Analysis: Mathematics of Scientific Computing, 3rd edition" David Kincaid & Ward Cheney, Brooks & Cole, 2002
| Topics | chapter | 
|---|---|
| Introductory Material | 1,2 | 
| Nonlinear Equations | 3 | 
| Optimization | 11 | 
| Systems of Linear Equations | 4 | 
| Eigenvalue Problems | 5 | 
| Interpolation | 6 | 
| Integration and Differentiation | 7 | 
| Ordinary Differential Equations | 8 | 
Problem list may change during semester, so re-check before starting each assignment.
| read sections | do problems | date due | 
|---|---|---|
| 1.1 | 5,31,33 | Sept 8 | 
| 1.2 | 6,7ce | Sept 8 | 
| 2.1 | Sept 8 | |
| 2.2 | 8,13,C1 | Sept 8 | 
| 2.3 | 7 | Sept 8 | 
| 3.1 | 14,C1,C4 | Sept 15 | 
| 3.2 | 1,6,11,15,C1,C14 | Sept 15 | 
| 3.3 | 7,C1 | Sept 15 | 
| 3.4 | 19,33,38,40 | Sept 22 | 
| 11.1 | Sept 22 | |
| 11.2 | 1(Rosenbrock),2 | Sept 22 | 
| 11.3 | Sept 22 | |
| Test I | -- | Sept 24 | 
| 4.1 | 2,3,15 | Oct 6 | 
| 4.2 | 7,17,27,31,36 | Oct 6 | 
| 4.3 | 9,16 ("unscaled" pivoting) | Oct 13 | 
| 4.4 | 21,40 | Oct 13 | 
| 4.6 | 1,29,C1 | Oct 20 | 
| 5.1 | 12,22,C1 | Oct 20 | 
| 6.1 | 1cde,13,27 | Oct 29 | 
| 6.2 | 23 | Oct 29 | 
| 6.4 | 5,13,14 | Oct 29 | 
| Test II | -- | Nov 3 | 
| 7.1 | 6 | Nov 12 | 
| 7.2 | 1,4 | Nov 12 | 
| 7.3 | 3, extra problem | Nov 19 | 
| 7.5 | Nov 19 | |
| 8.2 | 4 | Nov 19 | 
| 8.3 | Nov 19 | |
| 8.4 | 5,C3 | Nov 26 | 
| 8.5 | 6 | Nov 26 | 
| 8.6 | 3 | Nov 26 | 
| Test III | -- | Dec 3 | 
| Final | ------------------ | Dec 12, 10am | 
Grading Policy:
| 90-100% | guaranteed A | 
| 80-89% | guaranteed B or better | 
| 70-79% | guaranteed C or better | 
| below 70% | no guarantees | 
Chapter 4 Video (for MATH 5330; matrix algebra review)
Chapter 4 Video (for MATH 5330; LU decomposition)
Chapter 4 Video (for MATH 5330; Band solvers and iterative methods)
Chapter 5 Video (for MATH 5330; Power method for eigenvalues)
Chapter 8 Video (for MATH 5343; Truncation error, Stability, Adams methods)
Chapter 8 Video (for MATH 5343; Stiffness, Runge-Kutta methods)
Note: Drop Deadline is Oct 31
Fall 2008: Test I | Test II | Test III | Final