Here I collect together various course notes for courses and lectures I've attended.
Equivariant Homotopy Theory and Kervaire Invariant One Problem, Fall 2011
Durring the Fall Semester of 2011 at Harvard University Mike Hopkins taught a course on equivvariant homotopy theory and the Kervaire invariant one problem. These are my course notes. There is more material on the course website.
Chromatic Stable Homotopy Theory, Spring 2010Durring the Spring Semester of 2010 at Harvard University Jacob Lurie taught a course on the chromatic picture of stable homotopy theory. The course description promised to begin with Quillen's work on cohomology theories and formal group laws and culminate with the resolution of the Ravenel conjectures via the work of DevinatzHopkinsSmith.
The following lecture notes should be considered preliminary, and may contain errors or typos. Hopefully as the semester progresses these will be discovered and eliminated, but you can help speed along the process by letting me know of any errors you happen to discover. Your help is always appreciated.
There are alternative lecture notes that Jacob is writing up which are available on the course website.
Quantum Field Theory Lecture Notes, Fall 2007
During the Fall semester of 2007 there was an unusual event at the UC
Berkeley mathematics department. For various reasons three professors
decided independently to run classes on various aspects of quantum field
theory. Two of the professors (Reshetikhin and Teichner) decided to
integrate their classes together. This web page is a compilation of
lecture notes and links that students may find useful throughout the
semester. Each of the course web pages will contain more links and more
information specific to each course.
All lecture notes and course material linked by this website are for
personal use only. Do not distribute.
Anton Geraschenko has a conglomerate of all his course notes listed in
chronological order:
PDF
Source

Conformal Field Theory and Topological Quantum Field Theory,
taught by
Nicolai Reshetikhin

Super Symmetric Field Theories and Generalized Cohomology,
taught by
Peter Teichner
 Lecture notes by
Chris SchommerPries:
PDF
 Lecture notes by
Anton Geraschenko:
PDF
 Homework:
HW1
HW2
HW3
HW4
HW5
 Projects:
PDF
 References:
 Graeme Segal, The definition of conformal field
theory, Proceedings of the 2002 Oxford Symposium in Honour of the 60th
Birthday of Graeme Segal, edited by U. Tillmann, Cambridge University Press
2004, p. 421577.
 Stephan Stolz and Peter Teichner,
What is an elliptic object?
same volume, p. 247343.
 Juan A. Navarro Gonzalez and Juan B. Sancho de Salas,
Smooth Differentiable Spaces. Lecture Notes in
Mathematics, 1824. SpringerVerlag, Berlin, 2003. xiv+188 pp.
 Richard Borcherd's
seminar/minicourse on Quantum Field Theory.

Topological Conformal Field Theory Seminar run by
Peter Teichner
 Topology Colloquium and Student Topology Seminar talks on QFT.

Updating...
Ċ Chris SchommerPries, Jul 18, 2011, 7:31 AM
Ċ Chris SchommerPries, May 6, 2010, 11:28 AM
Chris SchommerPries, May 6, 2010, 11:28 AM
Chris SchommerPries, Mar 26, 2010, 4:57 AM
Ċ Chris SchommerPries, Mar 26, 2010, 4:54 AM
Chris SchommerPries, Mar 26, 2010, 4:58 AM
Ċ Chris SchommerPries, Mar 26, 2010, 4:54 AM
Ċ Chris SchommerPries, Jul 18, 2011, 7:30 AM
Ċ Chris SchommerPries, Nov 16, 2011, 11:37 AM
Ċ Chris SchommerPries, Jul 18, 2011, 7:29 AM
Ċ Chris SchommerPries, Jul 18, 2011, 7:30 AM
