point and duality theorems in algebraic topology
the contents are the following:
- Manifolds and orientation. Definitions and local homological
- Cap product, statements of Poincare duality for compact and
- Proof of the Poincare duality theorem.
- Lefschetz and Alexander duality theorem: statements and proofs.
- Examples and applications of the duality theorems.
- Lefschetz fixed point theorem, its proof and applications.
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