Mathematics – Degree Programme Component in the Master of Education
Students of Mathematics acquire the skill of abstract thinking required to understand mathematical texts as well as the mathematical terminology that is necessary to ensure precise communication. On this basis, they further learn to independently acquire, apply and develop mathematical methods
Information about the Master of Education
Facts & Formalities
|Degree||Master of Education|
|Type of programme||Consecutive|
|Start of programme||Winter and summer semester|
|Standard period of study||4 semesters|
|Fees and contributions||151.05 € / Semester|
|Application procedure||Application for Master of Education|
|Application deadlines||Information about deadlines can be obtained after you have put together a degree program.|
Graduates of the mathematics degree programme component in the Master of Education, profile ‘teaching degree Gymnasium’ [teaching degree secondary school] know the mathematical concepts and constructions that are the foundation of mathematics at school, can analyse them and justify them from a broad perspective, can structure and interlink mathematical areas and highlight connections to mathematics at school, can adequately present mathematical facts and situations both orally and in writing, and can independently acquire mathematical content, have the ability to argue conclusively and precisely and can constructively respond to objections, can review lines of argumentation in terms of validity, clearly present mistakes or gaps and assist in correcting or specifying mistakes, are aware of mathematical fields of practice and can model extra-mathematical problems, find and apply appropriate mathematical methods to deal with the models and clearly communicate solutions, can name, understand and explain essential mathematical references in everyday life, public texts and general language on the basis of their general mathematical education.
The modules in the degree programme component in mathematics comprise 18 credits for theory and methodology (TM) and 13 credits in specialised didactics (SD). The Master's thesis is an optional module and is not included in the aforementioned credits. The blended module “Geometrie und Unterricht” [geometry in the classroom] consists of two components: the lecture “Einführung in die Geometrie” [introduction to geometry] and the specialised didactics seminar. A further blended module, “Didaktische Reduktion eines Themas aus der Mathematik” [didactic reduction of a mathematical topic], also consists of two parts: the lecture “Ein mathematisches Thema” [a mathematical topic] and the seminar “Didaktische Reduktion” [didactic reduction].
The module handbook includes model curricula for the start of programme in both the winter and the summer semester. Due to the very different combination of subjects, we strongly recommend that students attend a personal consultation upon application and/or enrolment in order to design a curriculum best suited to personal curricular circumstances.