Winter 2022: Math 697
Winter 2020: Math 417, Math 797
Winter 2019: Math 592
Winter 2018: Math 697
Spring 2018: Math 425
In Fall 2011, Math 425, Math 593 and the Introductory Algebraic Topology Seminar
In Fall 2012, I taught Math 425, Math 695
In Winter 2013, I taught Math 592.
In Fall 2013, I taught Math 417 (look for a treatment of differential forms!) and Math 697 (look for the Adams spectral sequence!).
Winter 2014: Math 592.
Fall 2014: Math 412, Math 695.
Winter 2015: Math 696.
Spring 2015: Math 425.
Fall 2015: Math 417, Math 695.
Spring 2016: Math 425
Fall 2016: Math 417, Math 696.
Winter 2017: Math 592
Spring 2017: Math 417
In Winter 2001, I taught Math 286 (Honors Differential Equations) using Boyce-DiPrima. That book has solutions to all HW problems, so the instructor must design their own HW. Here are some samples:
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In Fall 1999, I taught Math 185.
Due 9/14:1.1.20,1.1.26,1.2.4,1.2.6,1.2.12,1.3.14,1.3.20,1.3.16
Due 9/21:1.3.36,1.3.38,p.64/65:2,4; 2.1.2, 2.1.4, 2.2.4, 2.3.24
Due 9/28:2.3.22,2.3.28,2.4.14,2.4.8,2.4.12,2.5.8,2.6.18
Due 10/5:3.1.6,3.1.10,3.1.28,3.2.18,3.2.22,3.3.26,3.3.72
Due 10/13 (Wednesday): 3.4.10, 3.4.16, 3.5.32, 3.5.10, 3.5.38, 3.5.46
Due 10/19:3.6.42,3.6.52,3.6.54,3.6.64,3.6.10,3.6.12,3.6.28
Due 10/25:3.7.32,3.7.8,3.7.16,3.7.30,3.8.24,3.8.30,3.9.12,3.8.36
Due 11/2:3.9.14,3.10.8,3.10.4,3.10.6,4.1.40,4.1.54
Due 11/10 (Wednesday):4.2.18,4.2.20,4.3.6,4.3.14,4.3.18,4.3.46
Due 11/16:4.4.8,4.4.14,4.4.28,4.4.36,4.5.14,4.5.26
Due 11/23:4.7.50,4.7.28,4.5.46,4.10.2,4.10.26,4.10.36,4.10.32,5.1.2
Due 11/30:5.2.8,5.2.12.,5.3.8,5.3.14,5.3.28
In 1997/98, I taught Math 295, Math 296 and Math 695.
In Fall 98, I taught Math 795. This is a course in algebraic topology for advanced graduate students who are interested in the area and its interdiscipli nary implications. Here is a course description.
In Fall 98, I taught Math 395. This is a continuation of the 295/296 sequ ence, and a course for sophomores who are interested in advanced calculus. Here is a list of topics.
In Winter 99, I taught Math 396. This is a continuation of Math 395 . Here are the problem sets used for Math 396.
Problems for Math 396, Winter 1999 in pd f format (visible with Acrobat Reader). If document does not display in browser plugin, downloa d and run Acrobat Reader from your desktop.
Problems for Math 396, Winter 1999 in dvi format:
Problems for Math 395, Fall 1998 in pdf format.Problems for Math 395, Fall 1998 in dvi format:
In 1997/98, I taught Math 295, Math 296 and Math 695. For problems from Math 295/296, see this link