After successful completion of the course, students are able to.

 correctly apply the central concepts and computational techniques of the course. This includes the ability to understand and explain these concepts and techniques...

 The following topics are covered:

• vector spaces, matrices, systems of linear equations, scalar product, eigenvalue problem;
• functions of several variables, derivatives, Taylor series, extreme values, inverse and implicit functions, coordinate transformations;
• differential equations, elementary solution techniques, linear differential equations;
• integral calculus in higher dimensions.

The students's questions will be answered and discussed, examples will be solved.

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