I used to LaTeX notes for my classes live, and sometimes I would go back and edit them too. I began posting my notes mainly as a benefit to my classmates, but feel free to use them as you see fit. Beware: these notes are far from error-free! Please send me corrections as you find errors and I will be happy to fix them.
Conferences, Workshops, and Summer Schools
Event | Dates | |
---|---|---|
Young Topologists Meeting | 3-7 July 2017 | Notes |
Chromatic Homotpy Theory: Journey to the Frontier | 16-20 May 2018 | Notes |
Homotopy Theory Summer Berlin | 18-22 June 2018 | Notes |
Cornell
Notes from grad school at Cornell.
Item | Class | Semester | |
---|---|---|---|
Notes on the Cotangent Complex | Summer 2019 | ||
Simplicial Methods in Algebra and Geometry | 7350 | Fall 2018 | |
Homotopy Theory Reading Group | Fall 2018 | ||
Algebraic Number Theory | 6370 | Spring 2018 | |
Homotopy Theory Reading Group | Spring 2018 | ||
K-Theory | 6530 | Fall 2017 | Inna's Notes |
Algebraic Geometry | 6670 | Fall 2017 | |
DG Algebras and DG Categories | 7350 | Spring 2017 | |
Symplectic Geometry Reading Group | Fall 2016 | ||
Sheaves on Manifolds | 7510 | Fall 2016 | |
Lie Combinatorics and Hyperplane Arrangements | 7410 | Fall 2016 | |
Differentiable Manifolds I | 6520 | Fall 2016 |
SPUR 2019
Some notes from a short crash course for the 2019 Cornell Summer Program for Undergraduate Research.
Cambridge Part III
Notes from classes I took at Cambridge in the 2015-2016 academic year. See also Dexter Chua's notes.
Class | Term | |
---|---|---|
Part III Essay | Lent 2015 | |
Hopf Algebras | Lent 2016 | |
Representation Theory | Lent 2016 | |
Complex Manifolds | Lent 2016 | Only the first half of the course. |
Commutative Algebra | Michaelmas 2015 | |
Category Theory | Michaelmas 2015 | |
Differential Geometry | Michaelmas 2015 | |
Lie Algebras | Michaelmas 2015 |
Bökstedt Preprints
These three important preprints of Marcel Bökstedt were very hard to find, so I have posted them here for ease of reference.
- Bökstedt - Topological Hochschild homology
- Bökstedt - The topological Hochschild homology of \(\mathbb Z\) and \(\mathbb Z/p\)
- Bökstedt - The natural transformation from \(K(\mathbb Z)\) to \(THH(\mathbb Z)\)
Miscellaneous LaTeX
Item | Description |
---|---|
handout.zip | Document class and template for making class handouts. |
notes.zip | Document class and template for live-TeX-ing class notes. |
curve.png | Image file for beamer template. |
mehrle-beamertemplate.tex | A pretty beamer template. |
mehrle-beamertemplate.pdf | A pretty beamer template. |
mehrle-howtolatex.pdf | An introduction to LaTeX written for PROMYS 2014 students. |