What is...the spectral theorem?

[@fordtimelord8673]

Seriously, thank you. Your clarity of thought and excellent visuals make the complex so simple.

[@VisualMath]

Thank you so much for your feedback: I am glad that you enjoyed the video! Good luck and your math journey - always keep in mind: visualizations rock ;-)

[@fordtimelord8673]

Dude! Thank you!!!
Excellent visualization, very powerful. I sincerely enjoyed this and feel much better informed.

[@VisualMath]

Glad to hear that and that you enjoyed it! Your feedback is very much appreciated - this is why I am doing all these videos ;-)

[@lolo6795]

Brilliant !
thank you from France.

[@VisualMath]

And a warm “You are welcome” back to France ;-)

[@priyankasinha5253]

nice explanation, helped me a lot !

[@VisualMath]

Thanks for the feedback!
I am glad that the video helped you. The spectral theorem is beautiful, but also one of the most advanced theorem in "classical" linear algebra.

[@farahelghemary1195]

Thank you, great explanation

[@VisualMath]

Its good to hear that you liked it.
Not just the video, but hopefully also the statement: The spectral theorem is a bit tricky if you see it for the first time, and uses some form of (real or complex) continuity which is "weird" from the viewpoint of linear algebra. But it is actually adorable ;-)

[@farahelghemary1195]

​@@VisualMath Well yes ! The animation makes it easier to visualize what's going on and sees the beauty of the theorem ^^

[@VisualMath]

@@farahelghemary1195 Absolutely! We are on the same page - that is why I love and like to make diagrams ;-)

[@farahelghemary1195]

@@VisualMath keep making this great videos ! really helpful ^^

[@VisualMath]

@@farahelghemary1195 I will try my best!