In many fields of science and engineering, numerical methods are essential tools for solving complex problems that do not have a closed solution. As models become more sophisticated, we often encounter situations where numerical approximations are needed to find effective solutions. Even when exact methods exist, they are often inadequate for large-scale problems due to computational complexity and memory limitations.
In this course, we will focus primarily on the theoretical foundations and mathematical aspects of numerical methods. Our approach will emphasize understanding the underlying mathematical principles.
The main topics of this course are the following:
- Interpolation,
- Numerical Integration,
- Direct Solvers for Linear Systems, and
- Iterative Methods for Linear Systems.
Exam.
In order to pass the course, you must pass the final exam at the end of the semester.
Note: Some bachelor students are required to complete two grade components: the exam and homework. For these students, in addition to the exam, a homework assignment will be given at the end of the semester.
If you have any questions about the course, please do not hesitate to contact me.
Prof. Josué Díaz Avalos
Email: josue.diazavalos@uni-due.de
- verantwortliche Lehrperson: Josué Daniel Diaz Avalos
ePortfolio: Nein