Workload:
90 h
|
Module Number INF3654 |
Module Title Graph Theory (Proseminar) |
Type of Module Elective Compulsory |
|---|---|---|
| ECTS | 3 | |
|
Work load - Contact time - Self study |
Workload:
90 h Class time:
30 h / 2 SWS Self study:
60 h |
|
| Duration | 1 Semester | |
| Frequency | In the winter semester | |
| Language of instruction | German | |
| Type of Exam | Presentation and essay |
|
| Lecture type(s) | Proseminar | |
| Content | Different topics from the field of graph theory are covered per course. Examples: Planarity, network flows, colorability, context. From summer term 2024 on, this proseminar will be offered as proseminar "Beweise aus dem Buch" in the module "Applications of Discrete Mathematics". |
|
| Objectives | The students have a basic overview of graph theory and its application as well as in-depth knowledge of a topic in graph theory. The students are able to independently familiarise themselves with a topic from one area of graph theory using written sources and to present this to others in a presentation. In doing so, the understanding must be sufficiently advanced to be able to answer questions and further questions from the students and supervisors. |
|
| Allocation of credits / grading |
Type of Class
Status
SWS
Credits
Type of Exam
Exam duration
Evaluation
Calculation
of Module (%) |
|
| Prerequisite for participation | There are no specific prerequisites. | |
| Lecturer / Other | Schlipf, wechselnde Dozenten | |
| Literature | wird in der 1. Sitzung / zu Beginn der Vorlesungszeit bekannt gegeben |
|
| Last offered | unknown | |
| Planned for | currently not planned | |
| Assigned Study Areas | INFM1510, MEINFM1510 | |