Cohomology of sheaves II

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Cohomology of sheaves II

Semester
SoSe 2021

Lecturer
Guido Kings

Type of course (Veranstaltungsart)
Vorlesung

Contents
This lecture continues the study of the cohomology of sheaves with many examples in the theory of
complex and real manifolds, schemes and Riemann surfaces. In particular we want to treat topics
like equivariant sheaves and local systems, locally ringed spaces, de Rham, Dolbeault and singular
cohomology, Poincaré-Verdier Duality and Chern classes. Prerequisites are a knowledge
about the cohomology of sheaves as provided by the first part of the lecture. This lecture is
complemented by a seminar on complex abelian varieties, theta functions and their moduli spaces.

Time/Date
Tue and Thu 14 - 16

Location
digital

Course homepage
http://www.mathematik.uni-regensburg.de/Mat4/kings/index.html
(Disclaimer: Dieser Link wurde automatisch erzeugt und ist evtl. extern)

Registration

Preliminary registration for the organisation of exercise classes: at the end of the previous
semester via EXA or LSF (see announcement by the department)
Registration for the exercise classes: via Grips, during the first week
Registration for course work/examination/ECTS: FlexNow

Course work (Studienleistungen)

Successful participation in the exercise classes: 50 % of the credits, presentation of a
solution in class

Examination (Prüfungsleistungen)

Oral exam: Duration: 30 minuters, Date: individual, re-exam: Date: individual

Regelungen bei Studienbeginn vor WS 2015 / 16

Benotet:
- O. g. Studienleistung und o. g. Prüfungsleistung; die Note ergibt sich aus der Prüfungsleistung
Unbenotet:
- O. g. Studienleistung

Modules
BV, MV, MArGeo, MGAGeo, LA-GyGeo

ECTS
9

Druckansicht