Courses



Compulsory Modules (100 ECTS-Credits)
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Compulsory Module 1: Linear Algebra (10 ECTS-Credits; 7 h) (no courses)
Prerequisites for registration: none
Learning Outcome: Graduates of this module understand the contents of the lecture and are able to repeat and apply them. They have the skills to independently elaborate similar contents. They are able to apply the most important concepts of linear algebra in consideration of the respective situation. They have basic understanding of mathematical thinking.
Compulsory Module 3: Analysis 1 (10 ECTS-Credits; 7 h) (no courses)
Prerequisites for registration: none
Learning Outcome: Students understand the contents of the lecture and are able to repeat and apply them. They have the skills to independently elaborate similar contents. They are able to apply the most important concepts of analysis in consideration of the respective situation. They have basic knowledge of the methods of analysis in a variable.
Compulsory Module 5: Mathematical Software 2 (2.5 ECTS-Credits; 2 h) (no courses)
Prerequisites for registration: none
Learning Outcome: Graduates of this module have advanced skills in the use of selected mathematical software. They are able to implement simple algorithms of analysis in a selected programming language and are able to independently implement advanced criteria of mathematical contents and formal shaping in a text.
Compulsory Module 7: Geometry (10 ECTS-Credits; 7 h) (no courses)
Prerequisites for registration: none
Learning Outcome: Graduates of this module understand the contents of the lecture and are able to repeat and apply them. They have the skills to independently elaborate similar contents. They are able to apply the most important concepts of geometry in consideration of the respective situation. They have basic knowledge of the methods of geometry.
Compulsory Module 9: Analysis and Stochastics at School (2.5 ECTS-Credits; 2 h) (no courses)
Prerequisites for registration: successful completion of Compulsory Modules 3 and 6
Learning Outcome: Graduates of this module are able to independently and correctly plan teaching lessons in analysis and stochastics. They are able to critically use the schoolbooks for secondary schools.
Compulsory Module 11: History and Philosophy of Mathematics 1 (2.5 ECTS-Credits; 2 h) (no courses)
Prerequisites for registration: none
Learning Outcome: Graduates of this module understand the contents of the lecture and are able to repeat and apply them. They have the skills to independently elaborate similar contents. They are able to apply the most important concepts in consideration of the respective situation. They have a basic understanding of the concepts of the history and philosophy of mathematics.
Compulsory Module 12: Bachelor's Thesis (7.5 ECTS-Credits; 2 h) (no courses)
Prerequisites for registration: successful completion of the Compulsory Modules 1, 2, 3, 6, 7, 13 and 14
Learning Outcome: Graduates of this module are able to deal with a subdiscipline of mathematics with a clear link to school teaching in a methodically correct way and to demonstrate the results of this examination in writing and verbally in an understandable way,
Compulsory Module 14: Didactics of Mathematics 2 (5 ECTS-Credits; 3 h) (no courses)
Prerequisites for registration: none
Learning Outcome: Graduates of this Module understand the contents of the lecture and are able to repeat and apply them. They have acquired the skills to independently elaborate similar contents. They have in-depth understanding of the concepts of didactics of mathematics.
Compulsory Module 15: Subject-Didactical Seminar (5 ECTS-Credits; 3 h) (no courses)
Prerequisites for registration: successful completion of Compulsory Modules 1, 2, 3, 6 and 13
Learning Outcome: Graduates of this module are able to deal with selected mathematical contents for school teaching and to impart knowledge in consideration of the respective situation.. To do so they use subject-didactical concepts.

Notes:
  • There may still be changes in the courses offered as well as room allocation and course dates.
  • The course descriptions found in the English version of the course catalogue are for informational purposes only. Authoritative information can be found in the "Vorlesungsverzeichnis" (German version of the course catalogue).