DE
Modul
Stochastic Geometry [M-MATH-102865]
Credits
8Recurrence
Jedes SommersemesterDuration
1 SemesterLanguage
Level
5Version
1Responsible
Organisation
- KIT-Fakultät für Mathematik
Part of
Bricks
Identifier | Name | LP |
---|---|---|
T-MATH-105840 | Stochastic Geometry | 8 |
Competence Certificate
The module will be completed by an oral exam (ca. 30 min).
Competence Goal
The students
- know the fundamental geometric models and characteristics in stochastic geometry,
- are familiar with properties of Poisson processes of geometric objects,
- know examples of applications of models of stochastic geometry,
- know how to work self-organised and self-reflexive.
Prerequisites
None
Content
- Random Sets
- Geometric Point Processes
- Stationarity and Isotropy
- Germ Grain Models
- Boolean Models
- Foundations of Integral Geometry
- Geometric densities and characteristics
- Random Tessellations
Recommendation
It is recommended to have taken the module 'Spatial Stochastics' beforehand.
Workload
Total workload: 240 hours
Attendance: 90 hours
- lectures, problem classes, and examination
Self-studies: 150 hours
- follow-up and deepening of the course content
- work on problem sheets
- literature study and internet research related to the course content
- preparation for the module exam.