Dim Sum

[@bballfancalmd2583]

Awesome 😂! The name alone is worth a like!

[@joshlaubach3380]

Hey would you mind going over Jordan Canonical form?

[@drpeyam]

Sure! Jordan Canonical Form kzbin.info/www/bejne/moHbcpuXYrxsoJo

[@expl0s10n]

I believe this formula cannot be generalized to dim=3 or higher. A counterexample: take V=R^2, U=span{(1,0)}, W=span{(0,1)} and Z=span{(1,1)}.

[@drpeyam]

Correct but see the video on direct sums

[@theproofessayist8441]

What variety of Chinese cuisine was BPRP introduced you to? American Chinese, Szechuan, Cantonese, Hong Kong, Manchurian (i don't what they call the food there), and the typical dim sum?)

[@drpeyam]

All of it!!!

[@rodolfopabst92]

Dr Peyam, please do a video about the half derivative of e^x. I was trying to solve this through the Riemann-Liouville integral but I had no success. After a search in Google I found that's not a too trivial problem.

[@drpeyam]

It’s actually trivial. Half derivative of e^x and cos x kzbin.info/www/bejne/oWO3YYyfobWljdk

[@dougr.2398]

Right, the double counting is obvious....even the Null set is double counted!!

[@dougr.2398]

Does this have an analogy to extension Fields? Or a 1:1 mapping?

[@drpeyam]

Not sure!

[@dougr.2398]

Dr Peyam lots more to learn! We were assigned I. N. Herstein in Modern Algebra!! I’m studying out of Landin first!

[@drpeyam]

Ooooh, I used Herstein when I took Abstract Algebra, it’s so dry 🌚

[@dougr.2398]

Dr Peyam I understand Lang is as well, but I recently bought used texts of his that were historical predecessors to his finished products.

[@dgrandlapinblanc]

Thank you very much.

[@JTB312]

Excellent title

[@aiden359]

Sad that you didn’t do this video on Cantonese

[@drpeyam]

Hahahaha

[@zaraal-ghnai4305]

Great!!!

[@m.faizantanoli9206]

how to proov this dim (U x W) = dim U + dim W

[@dougr.2398]

Dim Sum = Bright Addition! (First to comment otherwise than by mere Cardinality!!)

[@davidgould9431]

I always thought a Chinese takeaway was a dim sum.

[@dougr.2398]

David Gould nope, it is not!!! Dim Sum is a much more specific type of food! (Or classification)

[@IshaaqNewton]

You look younger....!

[@drpeyam]

Haha, filmed this in April

[@tzekang9600]

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