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

• Use and modify terminology and mathematical propositions in the context of theoretical and practical examples.
• Modify and perform propositions, methods and concepts to compute typical examples.
• Apply mathematical reasoning in concrete computing tasks to replace calculation methods.

• Generalised functions and integral transformations
• Vector analysis
• Elements of higher analysis (function spaces and linear operators)
• Probability and Statistics
• Selected chapters of numerical mathematics

Online teaching: students solve regular assignments and upload these via TUWEL.

In addition there will be  written exams.

Start date 12.10.2020

Exercises are held weekly.

Examination-immanent course (permanent examination character): Grades are determined based on the number and quality of solved exercise problems and the result sof the written exams.

Anmeldung in TISS

differential and integral calculus in multidimensional space, linear ordinary differential equations