Module page
Istituzioni di Geometria Superiore
| academic year: | 2012/2013 |
| instructor: | Domenico Fiorenza |
| degree course: | Mathematics (magistrale) |
| type of training activity: | caratterizzante |
| credits: | 9 (72 class hours) |
| scientific sector: | MAT/03 Geometria |
| teaching language: | italiano |
| period: | I sem (01/10/2012 - 18/01/2013) |
Lecture meeting time and location
Presence: highly recommended
Module subject:
- Complex and differential manifolds
- de Rham cohomology
- Cech cohomology
- Spectral sequences
- Poincaré duality
Type of course: standard
Knowledge and understanding: Successful students will be familiar with the language of differential forms and of de Rham cohomology of differential manifolds.
Skills and attributes: Succesfull students will be able to deal with smooth manifolds (manipulation of differential forms, computation of Euler characteristic and of cohomology groups, integration of differential forms...)
Personal study: the percentage of personal study required by this course is the 65% of the total.