Interesting new homotopy blog: Chromotopy
I just found, purely by luck, a recent blog about chromatic homotopy theory and various other mathematical topics. It's a group blog called Chromotopy, written by Brendan Pawlowski, Eric Peterson, Erik Davis and Stephen Checkoway. They started February 2010.
The first posts (from Feb 2010 to June 2010):
- Grand opening
- Schreier theory
- Jordan type of a modular representation
- Bundles for adults
- Primes and probability
- On an isomorphism from G_T to G_1
- Adversarial Statistics
- Devinatz-Hopkins-Smith, I, II, III
- Complex orientations and the Steenrod algebra
- Eilenberg-Mac Lane spaces in the chromatic picture
Enjoy reading!
By the way: the ICTP Summer School on Hodge Theory is still teaching the basics needed to start doing Hodge theory - I'm looking forward to see Migliorini's lecture on the Hodge theory of maps this afternoon! See also the short lecture notes from Charles Siegel at Rigorous Trivialities (and the notes from day 2 here), he will post something every day.
