Math 430/630 - Matrix Analysis

Fall 2001 - Matthias K. Gobbert

Syllabus

This syllabus is designed to give you an overview of the material to be covered and is tentative in nature.
The part numbers refer to the text, Lloyd N. Trefethen and David Bau, III., Numerical Linear Algebra, SIAM, 1997 and 2000. Note: SIAM has published both a softcover (1997) and a hardcover (2000) version of this book; they are identical in content.
Lecture Date Main Topic
1 Th 08/30 Introduction and Overview
2 Tu 09/04 Part I: Fundamentals
3 Th 09/06 Part I: Fundamentals
4 Tu 09/11 Part I: Fundamentals
5 Th 09/13 Part I: Fundamentals
6 Tu 09/18 Part II: QR Factorization and Least Squares
7 Th 09/20 Part II: QR Factorization and Least Squares
8 Tu 09/25 Part II: QR Factorization and Least Squares
9 Th 09/27 Part II: QR Factorization and Least Squares
10 Tu 10/02 Part II: QR Factorization and Least Squares
11 Th 10/04 Part IV: Systems of Equations
12 Tu 10/09 Part IV: Systems of Equations
13 Th 10/11 Part IV: Systems of Equations
14 Tu 10/16 Part IV: Systems of Equations
15 Th 10/18 Part IV: Systems of Equations
16 Tu 10/23 Review
17 Th 10/25 Midterm Exam
18 Tu 10/30 Part VI: Iterative Methods
19 Th 11/01 Part VI: Iterative Methods
20 Tu 11/06 Part VI: Iterative Methods
21 Th 11/08 Part VI: Iterative Methods
22 Tu 11/13 Part VI: Iterative Methods
23 Th 11/15 Part V: Eigenvalues
24 Tu 11/20 Part V: Eigenvalues
Th 11/22 Thanksgiving Holiday
25 Tu 11/27 Part V: Eigenvalues
26 Th 11/29 Part V: Eigenvalues
27 Tu 12/04 Part V: Eigenvalues
28 Th 12/06 Part V: Eigenvalues
29 Tu 12/11 Review
Copyright © 1999-2001 by Matthias K. Gobbert. All Rights Reserved.
This page version 1.1, August 2001.