All the best for your talk. 14:55 Could remind people that the integrand is actually the fundamental solution of the Laplacian in 2D. This connects Potential theory to Harmonic functions and complex analysis. 17:00 In plain words: The theorem gives you a way to approx the equilibrium measure by the empirical measure on a large Fekete set. (Like riemann sums approximating the integral)
Hay man, just want to say that your vids are a huge inspiration to me! These vids are part of the reason I have shifted my degree from Enviro science to math (similar to you I suppose)! Although I am a meesly undergrad lol... Big ups, love the vids, good luck ❤🎉❤
Potential Theory is just a strange topic, it has it's roots in physics and classical mechanics but has evolved today as an entirely different thing from its origins lol
Potential theory is a very overpowered tool. Got in the rabbit hole while reading Jackson and Zangwill for Electrostatics during freshmen year as a physics major.
All the best for your talk.
14:55 Could remind people that the integrand is actually the fundamental solution of the Laplacian in 2D. This connects Potential theory to Harmonic functions and complex analysis.
17:00 In plain words: The theorem gives you a way to approx the equilibrium measure by the empirical measure on a large Fekete set. (Like riemann sums approximating the integral)
Well done! 👍👏 Good luck.
(the appealing yellow/blue border is a nice bonus :) I happen to like that color combo, lol)
Thanks! I wanted it to look pretty lol
Well complex analysis is just Harmonic function + i*(some other harmonic function).
Best of luck on your presentation, I also have to study like a maniac this weekend, so in spirit, I'm with you!
Hay man, just want to say that your vids are a huge inspiration to me! These vids are part of the reason I have shifted my degree from Enviro science to math (similar to you I suppose)! Although I am a meesly undergrad lol...
Big ups, love the vids, good luck ❤🎉❤
A friend from the world of EES! Good luck with the switch, you can do it!
Potential Theory is just a strange topic, it has it's roots in physics and classical mechanics but has evolved today as an entirely different thing from its origins lol
Potential theory is a very overpowered tool. Got in the rabbit hole while reading Jackson and Zangwill for Electrostatics during freshmen year as a physics major.
Subtle flex 🤣🤣
@@DaMonster he is doing that to make himself feel better about himself lol
@@DaMonsternah, very intentional very ‘look at me! genius freshman’ flex 🤣
Great stuff! Good luck man. Let us know how it goes.
there's a divide by 0 within the sequence (del n (E) /(n(n-1)) ) n = 1, infinity
Any one have solutions to that kolmogorov book introduction to real analysis?
Good luck in the exam on Monday
👍👍👍
Why are you doing powerpoint when you can use beamer?