Upon completing the course, students learn the following skills. They are able to
- understand and explain basic concepts of linear algebra (k1/k2);
- understand and apply mathematical methods and techniques in a precise and analytical way (k3);
- apply the principles of linear algebra and transfer them to the context of physical problems (k3).
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During the course, students acquire knowledge in the following areas of linear algebra:
- vector spaces;
- linear mappings, matrices, determinants and systems of linear equations;
- eigenvalues and eigenvectors;
- normed spaces;
- sesquilinear forms, scalar product spaces;
- Fourier decomposition and transformation;
- multilinear mappings.
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