I really enjoyed this deep-dive video essay by Lola Germs on the science of airborne disease spread. It’s educational and fun with some Bill Nye vibes. There’s extensive notes as well!
what if everything we thought we knew about disease spread is wrong? by Lola Germs
Group theory is recognized as one of the great unifying mathematical disciplines, with far-reaching applications in virtually all scientific (and many non-scientific) fields. This course, the first of a two-quarter sequence that concludes in Winter 2027 with a course on fields and Galois Theory, is geared toward developing the tools of group theory needed to establish the Abel-Ruffini theorem on the insolvability by radicals of the general polynomial of degree five or greater. Results established along this journey will also be applied toward addressing the three classical ruler and compass construction problems of antiquity: trisecting the angle, duplication of the cube, and squaring the circle, as well as Gauss' surprising characterization of constructible regular polygons. September 22 - December 1Recommended textbook: TBD Dr. Miller provides enough background and thorough notes that if you're taking notes on his lectures, you typically won't need a textbook. If you've never joined the class before (Dr. Miller has been teaching these for 53 years and some of us have been with him for nearly that long; I'm starting into my 20th year personally), I've written up some tips and hints.
Tuesday 7:00PM - 10:00PM PT
REG# 410697
Fee: $450.00
