Norman Wildberger and Dean Rubine Rewriting History and Edward Frenkel Offering Free Psychoanalysis
There is a generalised form of the Catalan numbers which sheds some light on series solutions to polynomials. It turns out that this more general series was discovered by a Mongolian mathematician a century before Catalan described the Catalan series. See Numberphile - Sophie Maclean on the Catalan Numbers and also Terence Tao - Using Claude, ChatGPT to Formalise A Theorem About Magmas in Lean and More Robotics with Terence Tao.
See N. J. Wildberger and Dean Rubine A Hyper-Catalan Series Solution to Polynomial Equations, and the Geode in The American Mathematical Monthly.
Subscribe to Insights into Mathematics.
Subscribe to Simons Centre for Geometry and Physics.
Here's the video he mentions:
So that's why it's important to read Toby's book: Toby's 3D model of a "Four-dimensional Penrose Triangle".
Subscribe to Edward Frenkel.
Comments
Post a Comment