Below are very, very rough notes that I've livetexed at the 2011 West Coast Algebraic Topology Summer School. Ideally it will be a collaborative effort to fix these up, for which reason I'm including the source files too.
Note that all these files use Paul Taylor's package diagrams.sty. If you'd like to compile the files yourself, just download this file and put it in the same folder.
I'd appreciate any comments and corrections, no matter how big or small. Just email me or find me in person.
SHT=Stable Homotopy Theory
|SHT#1: Introduction to Stable Homotopy Theory||Dylan Wilson||pdf tex||August 26, 2011, 2:54pm|
|BL#1: Motivation and basics of localization||Viraj Navkal||pdf tex||August 26, 2011, 2:54pm|
|TC#1: Introduction to Triangulated Categories||Beren Sanders||pdf tex||August 26, 2011, 4:03pm|
|SHT#2: Introduction to Symmetric Spectra||Marcy Robinson||pdf tex||August 28, 2011, 10:07am|
|MS#2: Introduction to Moduli Spaces of Riemann Surfaces||Owen Gwilliam||pdf tex||August 27, 2011, 11:09am|
|TC#2: Triangulated Categories #2||Bregje Pauwels||pdf tex||August 27, 2011, 12:21pm|
|BL#2: Model Categories and Bousfield Localization||Enxin Wu||pdf tex||August 28, 2011, 10:01am|
|SHT#3: Introduction to S-Modules||Rolf Hoyer||pdf tex||September 24, 2011, 10:34am|
|SHT#4: Introduction to Equivariant Homotopy Theory||Anna Marie Bohmann||pdf tex||August 28, 2011, 11:08am|
|AKT#1: Introduction to Algebraic K-Theory||Mona Merling||pdf tex||September 6, 2011, 6:14pm|
|TC#3: The Geometry of Tensored Triangulated Categories||Dylan Wilson||pdf tex||August 28, 2011, 2:55pm|
|BL#3: Structure Within Bousfield Lattices||Luke Wolcott||pdf tex||August 28, 2011, 4:08pm|
Beamer notes from John Palmieri's talk on cohomology operations and the Steenrod algebra are available on his website here. Expanded notes from Anna Marie's talk are available on her website.