• Lectures: Mo 16:15-17:45 (Geomatikum H5), Th 12:15-13:45 (Geomatikum H2)
• Instructor: Tobias Dyckerhoff
• Office: Geomatikum 338
• Email: tobias.dyckerhoff AT uni-hamburg.de
• Tutor: Walker Stern
• Office: Geomatikum 340
• Email: walker.stern AT uni-hamburg.de

## Lecture notes

 Lecture notes (until June 7) notes.pdf

## Problem Sets

 Problem Set 0 (due Monday, April 8) problem0.pdf Problem Set 1 (due Monday, April 15) problem1.pdf Problem Set 2 (due Thursday, April 25) problem2.pdf Problem Set 3 (due Monday, May 06) problem3.pdf Problem Set 4 (due Thursday, May 16) problem4.pdf Problem Set 5 (due Thursday, May 23) problem5.pdf Problem Set 6 (due Monday, June 3) problem6.pdf Problem Set 7 (due Thursday, June 20) problem7.pdf Problem Set 8 (due Thursday, June 27) problem8.pdf Problem Set 9 (due Thursday, July 04) problem9.pdf Problem Set 10 (due Thursday, July 11) problem10.pdf

## Course policies

This course will be an introduction to homological algebra with topics such as complexes, derived functor formalism, group cohomology, sheaf cohomology, spectral sequences, simplicial methods, derived categories, and others depending on time and interest.

### Literature

• Main text book: Introduction to homological algebra (Weibel)
• Homological Algebra (Cartan-Eilenberg)
• Sur quelques points d'algèbre homologique (Grothendieck)
• Methods of homological algebra (Gelfand, Manin)
• Homological Algebra (Gelfand, Manin)
• Commutative Algebra (Eisenbud)
• Categories and Sheaves (Kashiwara, Schapira)
• Simplicial Homotopy Theory (Goerss, Jardine)

Basic Algebra.

### Homework/Exam

• Homework. There will be a problem set once a week. A 50% score is needed to take the final exam.
• Final Exam. TBA