Algebraic Geometry II (V4A2), Summer semester 2016

Dozent: Prof. Daniel Huybrechts

Assistent: Andrey Soldatenkov

This is a continuation of Algebraic Geometry I last term. We study further properties of schemes and morphisms. Central notions like flatness and smoothness will be investigated. We will also see all the techniques applied to geometrically concrete situations.

Prerequisits: Sheaves, cohomology of sheaves, schemes, Proj and Spec, coherent sheaves, properties of morphisms (proper, separated, projective).

Lectures

Monday 16.00 - 18.00, Großer Hörsaal, Wegelerstr. 10 and Thursday 14.00 - 16.00, Großer Hörsaal, Wegelerstr. 10

Exams:

Exercise sheets

Solutions of the exercises have to be handed in every Monday before(!) the lecture.
One has to collect half of the points to be admitted to exams.

Tutorials

Monday Tuesday Wednesday Thursday Friday
8-10
10-12
12-14 2
14-16 1
16-18
18-20

Group Time Room Tutor/-in
1 We 14-16 0.008 Isabell Große-Brauckmann
2 Th 12-14 1.007 Kai Behrens

Tutorial groups

We apologize for misprints in the names.