Course Exam
250022 VO Differential Equations and Modelling (2023W)
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Registration/Deregistration
Note: The time of your registration within the registration period has no effect on the allocation of places (no first come, first served).
- Registration is open from Tu 06.02.2024 00:00 to Mo 26.02.2024 23:59
- Deregistration possible until Mo 26.02.2024 23:59
Examiners
Information
Examination topics
The themes of this course include:
- Various methods of solving ODEs;
- Solution of systems of linear differential equations;
- Existence and uniqueness theorems of solutions of ODEs;
- Interpretation of ODEs as dynamical systems;
- Boundary problems;
- Sturm Liouville equations;
- Applications in physics, biology, chemistry, mechanics, economics, etc.See Syllabus of Prof. Teschl (available online)
- Various methods of solving ODEs;
- Solution of systems of linear differential equations;
- Existence and uniqueness theorems of solutions of ODEs;
- Interpretation of ODEs as dynamical systems;
- Boundary problems;
- Sturm Liouville equations;
- Applications in physics, biology, chemistry, mechanics, economics, etc.See Syllabus of Prof. Teschl (available online)
Assessment and permitted materials
The course will be evaluated by a written exam.
Pocket calculator (not programmable) is allowed during the exam. For class test in the exercise class, this will be determined by the Exercise class leaders.
Pocket calculator (not programmable) is allowed during the exam. For class test in the exercise class, this will be determined by the Exercise class leaders.
Minimum requirements and assessment criteria
Positive result at the written exam
Last modified: Th 26.09.2024 10:26