TTh 12-1:15pm

Gilman 377

The syllabus can be found here.

**REFERENCES**

For the first part of the course we will be following *An introduction to homological algebra* by Charles Weibel. Errata can be found here.

Timothy Y. Chow's You could have invented spectral sequences.

William Dwyer and Jan Spaliński's Homotopy theories and model categories.

More information on weak factorization systems and lifting properties can be found in Chapter 11 of Categorical Homotopy Theory.

**PROBLEM SETS**

Problem sets are due in class one week after they are assigned.

- Problem Set 1, due February 11.
- Problem Set 2, due February 25.
- Problem Set 3, due March 22.
- Problem Set 4, due April 19.
- Problem Set 5, due May 3.

If you have any questions about the course, please get in touch. My contact info can be found on my personal website.