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Math
740 — Spring 2001
Homological Algebra
| Instructor: |
Yuri Berest |
| Time: |
TR 2:55–4:10 |
| Room: |
MT 230 |
Homological Algebra is a common language for many mathematical disciplines
where the global properties of objects are essential. The purpose of this
course is to provide an introduction to the subject, basically from algebraic
and algebro-geometric perspective. We shall try to adopt the modern approach
to Homological Algebra based on a systematic use of the notion of derived
and triangulated categories. Our main reference for this course will be
the book of S.I.Gel'fand and Yu.I.Manin, Methods of Homological Algebra,
Springer-Verlag, Berlin, 1996.
Last modified:
April 7, 2003
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