For summer sessions 2005, I'm the instructor for Math 110 (section 2). My office hours are in 775 Evans, Monday to Thursday, 10:00-11:00. Also feel free to email me with any questions you have about the course.
The course syllabus is available here. Note that you will need a PDF reader to view this file.
Here I'll post copies of the homework assignments and quizzes and their solutions.
Homework assignments: 1 2 3 4 5 6 7 8 9 10 11 12
Homework solutions: 1 2 3 4 5 6 7 8
For those of you who have expressed interest, the LaTeX source of all course material is now available; the names are the same as the PDF files above, but with .pdf changed to .tex. For example, hw6soln.tex.
This paper gives a one-page proof of the p-linearity of the p-curvature of an integrable connection. It depends heavily on the machinery of PD differential operators. (LaTeX source, DVI, PostScript, PDF.)
This paper is a rough writeup of some work I did to extend Breen and Messing's combinatorial definition of higher-order differentials on schemes, to the case of log schemes. (LaTeX source, DVI, PostScript, or PDF.)
Several years ago I was involved in writing tests for high school mathematics competitions. I plan to eventually put copies up here for anybody who's interested.
In summer 1999, I spent some time gathering my thoughts on the set theory course I had taken the previous year. The end result was a paper trying to explain the proof that the Continuum Hypothesis is independent of ZFC, hopefully in a readable but correct way. It is available here in LaTeX, DVI, PostScript, and PDF formats. (Note: The paper is 36 pages long, so on a slow connection it might take a couple minutes to download it, especially with the PostScript and PDF formats.)