Topology [ LMAT1323 ]
3.0 crédits ECTS
22.5 h + 15.0 h
1q
| Teacher(s) |
Lambrechts Pascal ;
Félix Yves ;
|
| Language |
French
|
Place
of the course |
Louvain-la-Neuve
|
| Main themes |
Metric spaces
Topological spaces
Continuous maps .
Hausdorff spaces
Compact spaces
Connectedness
|
| Aims |
The objective is on one hand to initiate students to the notion of topological space and on the other hand to make them find short proofs of topological properties.
After this course they will be :
- familiar with a large series of topological spaces
- able to establish continuity/discontinuity of maps between topological spaces;
- able to recognize and to establish the compactness and connectedness of topological spaces and to draw conclusions;
- able to build and write short proofs concerning topological properties.
|
| Other information |
Prerequisite : Mathematical analysis 3
|
Cycle et année
d'étude |
> Bachelor in Mathematics
> Bachelor in Economics and Management
> Bachelor in Engineering
> Bachelor in Physics
|
Faculty or entity
in charge |
> MATH
|
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