Summer Term 2008
Times and places
Carsten Schultz: Wed 12.30-14, MA 851;
Fr 10.00-11.30, MA 648.
Tutorials by Anton Dochtermann:
Fr 12.15-13.45, MA 642.
We cover some topics in algebraic topology: We start with the theory of covering
spaces, which is closely related to the fundamental group of a space. We then develop
singular homology and cohomology theory, including products and duality in
manifolds. Finally we take a look at cohomological properties of fibre bundles,
in particular vector bundles. We will build on the overview given in the
topology class in the winter term, but also try to keep the dependence on it
The primary location of the problem sets is Anton's page.
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