Linear Algebra 18d: The Eigenvalue Decomposition and Powers of a Matrix

[@MathTheBeautiful]

Go to LEM.MA/LA for videos, exercises, and to ask us questions directly.

[@ektabansal7109]

been learning a lot from your playlists, thank you professor

[@darrenpeck156]

I feel so fortunate to have access to these lectures, a genuine MasterClass!

[@BoZhaoengineering]

I was trying to understanding SVD. And I find this series videos give a great interpretation about the essence of a Matrix carries and the implicit in applications.Thank you for your video.

[@PavanMuppala]

"Pay the price once and go to Town lifting power of the diagonal matrix" -Pavel Grinfeld

[@danoulo28]

you should have a couple of thousand views by now, great video, thanx!

[@LibertyAzad]

+danoulo28 Agreed! These are so helpful.

[@adarshkishore6666]

This was such a satisfying video. Learnt so much from it. Too bad I can like it only once. Thank you sir!

[@MathTheBeautiful]

Glad you liked it! Make sure to check out lem.ma/LA

[@rawatenator]

Thanks for posting these videos. Very well explained.

[@M4rcosV]

Thank you very much. Great set of videos.

[@PatrickEngSU]

This guy is great at explaining linear algebra. Too bad his videos weren't around 13 years ago...

[@mauritzandreae4278]

Thank you so much, this was very helpful

[@MathTheBeautiful]

Thanks! Glad it was helpful!

[@jakubmichalak]

Masterclass

[@thentust]

5:50 I GUESS you want to say the inverse of lambda matrix,or I cant know the A^-1 is
Xλ^-1X^-1.

[@MathTheBeautiful]

+thentust Λ is a diagonal matrix so it's particularly easy to invert: replace the diagonal entries with their reciprocals

[@nicolaiiversen9348]

Very helpful!

[@aleksanderaksenov1363]

Неплохие лекции по линейной, но маловато именно алгебраическая теории