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)
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
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 a very overpowered tool. Got in the rabbit hole while reading Jackson and Zangwill for Electrostatics during freshmen year as a physics major.
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
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)
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
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!
Well complex analysis is just Harmonic function + i*(some other harmonic function).
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
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 🤣
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?