Summary
Online course in applications of linear algebra.
This page serves as a resource to my online asynchronous course on Advanced Linear Algebra: Tools and Applications. The YouTube playlist is here: https://www.youtube.com/playlist?list=PLoxJTbDttvt4p6zPSy_0zURsJV1kDCqw1
Originally, this course was taught in spring 2021 at the University of Washington. It serves as a course covering various applications of linear algebra, with all of the students having taken an introductory course in linear algebra. The course does not require an abstract proof-based linear algebra, and so is rather computational in nature. Course notes for the first course in linear algebra can be found here: https://blogs.gwu.edu/robertwon/files/2021/07/Combined308Notes.pdf
The course, as taught, was designed by Rekha Thomas and Sam Roven at the University of Washington. As the course notes were written by them, I will not share them. At the George Washington University, I teach a similar course which is a bit more proof-based (with applications sprinkled in), so I have included notes from that course. If you are a GWU student, you should consider taking MATH 3125!
The major component of this course is the problem sets, which are linked below. The University of Washington math department has posted homework help videos for this course, which you can find here: https://sites.math.washington.edu/~m318/
| Course Notes from 3125 (a similar course I teach at GWU, though not identical) |
| Problem Set 1 |
| Problem Set 2 |
| Problem Set 3 |
| Problem Set 4 |
| Problem Set 5 |
| Problem Set 6 |
| Problem Set 7 |
| Problem Set 8 |
| Problem Set 9 |
| Problem Set 10 |