Is there a good linear algebra video series (Besides MIT)?

[QuarkCharmer]

I just can't watch Prof. Gilbert Strang on MIT. His stuttering and slow pace is just too much for me. Is there another series on the typical first course in Linear Algebra available in video form that I can casually watch as a companion to my textbook and lecture?

 

[sponsoredwalk]

Here is an introductory course on linear algebra:

http://videos.najah.edu/node/1251

Here is another introductory course on linear algebra:

http://www.ictp.tv/diploma/index08-09.php?activityid=MTH

Here is a more theoretical approach to the material:

http://nptel.iitm.ac.in/video.php?subjectId=122107036

Here is the most theoretical approach to the material:

http://cmes.uccs.edu/Fall2007/Math413/archive.php

Here is some multilinear algebra:

http://www.youtube.com/playlist?list=PLB7041DC6FDA5452C

 

[Sankaku]

His stuttering and slow pace is just too much for me.

Yes, I found him difficult to watch, as well. sponsoredwalk has given some interesting links (although I think the NPTEL course is half complex analysis).

The UCCS video is on this page, along with some other more introductory ones (you have to sign up to download):

http://www.uccs.edu/~math/vidarchive.html

The 413 one he linked to follows the Friedberg textbook.


Ted Chinberg at UPenn also has Linear Algebra videos that follow Strang's applied textbook:

http://www.math.upenn.edu/~ted/312F11/math312.html

 

[QuarkCharmer]

Thanks for the references! I will be sure to check them all out!

 

[rezeew]

Yes, there are many other video series on linear algebra available online. Some popular options include Khan Academy, 3Blue1Brown, and PatrickJMT on YouTube. These series may have a different teaching style and pace that may better suit your learning preferences. Additionally, many universities and online learning platforms offer courses on linear algebra with video lectures from different professors. It may be helpful to do some research and find a series that aligns with your learning style.