2020–21–B
Prof. Amnon Yekutieli
Abstract
See pdf files
Course topics
- Sheaves on topological spaces
- Affine schemes
- Schemes and morphisms between them.
- Quasi-coherent sheaves
- Separated and proper morphisms.
- Vector bundles and the Picard group of a scheme.
- The functor of points and moduli spaces.
- Morphisms to projective space and blow-ups.
- Smooth morphisms and differential forms.
- Sheaf cohomology.
- Group schemes.