Uploaded June 2018 | Updated September 2026, 2 weeks ago
In this video, I continue my introduction to tensors by talking about the transformation property that defines tensors, that tensors are invariant under a change of coordinate system.
After describing this transformation property using 3 examples of tensors, I then talk about the intuition behind this property. I finish the video by elaborating on the differences between matrices and tensors.
Questions/requests? Let me know in the comments!
Prerequisites: Previous video(s) on Tensors: youtube.com/playlist?list=PLdgVBOaXkb9D6zw47gsrtE5XqLeRPh27_
Lecture Notes: drive.google.com/open?id=121Ov4gWoZ3le2P0v2OAS0X9S3vEz8zIb
Patreon: patreon.com/user?u=4354534
Twitter: twitter.com/FacultyOfKhan
Special thanks to my Patrons for supporting me at the $5 level or higher:
- Jose Lockhart
- Yuan Gao
- James Mark Wilson
- Marcin Maciejewski
- Sabre
- Jacob Soares
- Yenyo Pal
- Lisa Bouchard
- Bernardo Marques
- Connor Mooneyhan
In this video, I continue my introduction to tensors by talking about the transformation property that defines tensors, that tensors are invariant under a change of coordinate system.
After describing this transformation property using 3 examples of tensors, I then talk about the intuition behind this property. I finish the video by elaborating on the differences between matrices and tensors.
Questions/requests? Let me know in the comments!
Prerequisites: Previous video(s) on Tensors: youtube.com/playlist?list=PLdgVBOaXkb9D6zw47gsrtE5XqLeRPh27_
Lecture Notes: drive.google.com/open?id=121Ov4gWoZ3le2P0v2OAS0X9S3vEz8zIb
Patreon: patreon.com/user?u=4354534
Twitter: twitter.com/FacultyOfKhan
Special thanks to my Patrons for supporting me at the $5 level or higher:
- Jose Lockhart
- Yuan Gao
- James Mark Wilson
- Marcin Maciejewski
- Sabre
- Jacob Soares
- Yenyo Pal
- Lisa Bouchard
- Bernardo Marques
- Connor Mooneyhan










