Loading...

Video

Self-Directed Review

Auto-captioned

Re-Use Encouraged

You are welcome to use this open educational resource (OER) for your own purposes. These videos are being shared openly on the ETO website on behalf of Prof. Mary Pugh. They were recorded and produced by the ETO through the FASE Lecture Capture Program

How to use these videos: They are intended for self-directed use (e.g., for review before or after a class) and are not an online course. 

Watch an example video: An Introduction to Linear Systems

See the full list of Linear Algebra Lecture Videos

Project Components
Linear Algebra Lecture Videos
Dear MAT188 students,
 

I’ve taught MAT188 many times. The EdTech office generously video-captured many of my lectures to be shared with the MAT188 students.  Although the course format has changed (from 13 weeks to 12, to a different book, etc.), I’m happy to share lecture videos from 2016 and 2017 with you in case they’re of any use.

We were using a different book in those years and so while I’ve tried to put the videos into a good order for you, some of the videos are Frankenvideos --- bits of lectures from different lectures edited together. I’ve also referenced the lectures as closely as I could to the various sections of the textbook “Linear Algebra with Applications” (version 2021, revision A) by W. Keith Nicholson. This book is an open textbook, provided by Lyryx.

The auto-subtitle feature on youtube works surprisingly well, if you need subtitles. It’s not perfect but it’s pretty good if you need a little help parsing what I say in the video. I misspeak on occasion and when this happened in class (and hence in the videos) I tried to point this out using italics in the comments below so that it’s clear that I misspoke. If you find what you believe to be unidentified mistakes, please email me and let me know.

Note: I didn’t have a way of indicating vectors using an arrow over a letter and so in the video descriptions, vectors are written in italics. Also, I sometimes used Matlab notation to represent specific vectors and matrices and I used notation like "^2", "^T", and “^{-1}” to indicate superscripts. I hope things are relatively clear from the context.

I love linear algebra and I hope you discover its beauty as well!

 
Sincerely,
 
Mary Pugh
mpugh@math.utoronto.ca
Professor, Mathematics
 
“Linear Algebra with Applications” by W. Keith Nicholson

MAT188 Open Source Textbook

Linear Algebra with Applications” by W. Keith Nicholson

This book is an open textbook, provided by Lyryx.