How To Be A Genius Part II

This is a followup to How To Be A Genius. In particular, this video:


See Nathan's YouTube channel Chalk:


For potential applications, read Dijkstra's Proof of The Banker's Algorithm and A Concrete Way to See What Computable Functions Actually Are, in particular the generalised Collatz sequence problem proposed by John H. Conway. The Russians seem to be into this too:


Here are some really interesting lectures on Galois theory:


See Part II, Part III, Part IV, Part V and Part VI and check out his YouTube channel!!

Here is a more discursive introduction to Galois theory by Edward Frenkel.


See The Right Way to Formalise Mathematics and Feynman on Patents and the Value of an Idea.

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