Lehrinhalte
This lecture is a continuation of the lecture Algebraic Geometry.
Topics are local and global properties of morphisms of schemes
and the cohomology of schemes, in particular homological
algebra and derived functors, cohomology of affine schemes and of
projective space, and duality.
Literature
Hartshorne: Algebraic Geometry
Grothendieck et al.: EGA and SGA
Stacks Authors: The Stacks project
Voraussetzungen
Recommended: Algebraic Geometry
Online-Angebote
moodle
This lecture is a continuation of the lecture Algebraic Geometry.
Topics are local and global properties of morphisms of schemes
and the cohomology of schemes, in particular homological
algebra and derived functors, cohomology of affine schemes and of
projective space, and duality.
Literature
Hartshorne: Algebraic Geometry
Grothendieck et al.: EGA and SGA
Stacks Authors: The Stacks project
Voraussetzungen
Recommended: Algebraic Geometry
Online-Angebote
moodle
- Lehrende: Yingkun Li
- Lehrende: Timo Richarz
- Lehrende: Gelöschter User (TU-ID gelöscht)
Semester: Inverno 2021/22