StudiesDegree ProgrammesGeneral Overview
Mathematik im Fächerübergreifenden Bachelor

Mathematics as subject in the Interdisciplinary Bachelor’s Degree Programme
(Bachelor of Science)

decorative picture © Prof. Smoczyk
© Prof. Smoczyk
Course type
Undergraduate studies (2 Subjects bachelor)
Standard Course Duration
6 semesters
Course Start
Winter semester
Primary Language of Instruction
Language Requirements

German HZB: none
International application: German C1
Find out more

Special Requirements


Unrestricted admission

Stay abroad possible, but not obligatory.

Short Description

The subject mathematics is offered as one of two subjects within the Interdisciplinary Bachelor’s Degree Programme. Please note the subject combination options.

On the basis of foundation courses, students on the Interdisciplinary Bachelor’s Degree Programme with Mathematics gain an overview of the spectrum of mathematics.

This degree programme is particularly directed at students who wish to become grammar school teachers. To achieve this, after completing the Bachelor’s degree, students must also take the Master’s Teacher Training Course for Grammar Schools. Mathematics can be taken as a major or minor subject. Students majoring in Mathematics may also go on to take the Master’s degree programme in Mathematics. The mathematical content is based on the requirements of the Federal State of Lower Saxony.

Areas of Focus

  • Algebra
  • Analysis
  • Numerical analysis
  • Stochastics
  • Teaching methodology
Course Content

Those who study Mathematics on the Interdisciplinary Bachelor’s Degree Programme cover the wide areas of the subject discipline and the teaching methodology of mathematics. Basic courses are offered in both areas, enabling students to gain a solid grounding. At a later stage of the programme, students are able to choose from a wide range of additional courses. The options vary, depending on whether students take Mathematics as a major or minor subject.
The combination of subjects is selected with a weighting of 2:1 in favour of the first subject, whereby the second subject must be developed accordingly at the Master’s stage in order to qualify as a grammar school teacher.

Students additionally take professional skills development modules, comprising topics related to education and communication, as well as four weeks of practical training at a school and another four weeks in a company.

The Bachelor’s thesis, written at the end of the programme, should demonstrate the student’s ability to independently tackle a problem from the field of mathematics based on scientific methods within the space of two months. Attendance of a seminar in the fifth semester is also part of the Bachelor’s thesis. The topic of the Bachelor’s thesis usually evolves from this seminar.




Semester 1

Semester 2

Semester 3

Semester 4

Semester 5

Semester 6



Analysis I

Linear Algebra I


20 CP

Analysis II




10 CP

Algebra I




10 CP

Geometry for Teacher Training

Mathematical Stochastics I

20 CP

Algorithmic Mathematics

Optional module 20 CP





Teaching methodology in mathematics

Introduction to Teaching Methodology – Part 1

2 CP

Introduction to Teaching Methodology – Part 2

2 CP

IV Teaching Methodology for Sec I


3 CP

Teaching Methodology Seminar


3 CP




Bachelor’s thesis





Seminar on Bachelor’s thesis

3 CP

Bachelor’s thesis

7 CP


Recommended Abilities

The main reason for studying Mathematics ought to be a love of the subject. After the first lecture, students soon realise that mathematics at university level is a different matter to school mathematics: the degree programme involves abstract structures, logical thinking and algorithms. Another necessary skill is the perseverance required to complete weekly problem sheets. In addition, imaginativeness and capacity for teamwork are also very useful.

Career Opportunities

The degree programme constitutes the foundation for pursuing the consecutive Master’s Teacher Training Course for Grammar Schools, paving the way for a teacher training degree. In addition, the Interdisciplinary Bachelor’s Degree Programme provides graduates with a qualification for entry into a profession; it also enables graduates to proceed to a specialist Master’s degree programme if they meet the relevant entry requirements.

Possible Further Degree Programmes

Under certain conditions, admission to the following Master''s programme is also possible. More detailed information can be found in the respective admission regulations. If you have any questions, please contact the course advice of the desired Master''s programme:

Admission requirements and application

Admission Requirements

Some subjects in the interdisciplinary Bachelor are restricted (Biology, Computer Science, Performing Arts, German Studies (school subject: German), English Studies (school subject: English), Geography, History, Music, Political Science, Study of Religion (school subject: Values and Norms), Spanish Studies (school subject: Spanish) and Sports (school subject: Physical Education).

Other subjects are admission-free (Chemistry, Protestant Theology (school subject: Protestant Religious Education), Catholic Theology (school subject: Catholic Religious Education), Mathematics, Philosophy and Physics).

The exact admission requirements can be found in the admission regulation.

Note: The admission regulations reflect the legally prescribed subject combinations in the Master regulation of Lower Saxony.
All currently possible subject combinations can be found under "Combinations".

Application Deadlines

For a subject combination with at least one subject with restricted admission:

01.06.-15.07. of the year for the winter semester

  • First-year students (application for the 1st semester) can only apply for the winter semester.
  • Those continuing their studies (application for higher semesters) can also apply for the summer semester (December 1st - January 15th).

For a subject combination with two admission-free subjects:

01.06.-30.09. of the year for the winter semester

  • First-year students (application for the 1st semester) can only enrol in the winter semester.
  • Students resuming their studies and transfer students (application for higher semesters) can also enrol in the summer semester (December 1st - March 31st).

The following applies to applications from non-EU countries:

  • VPD from uni-assist OR a passed assessment test (Feststellungsprüfung) of a preparatory foundation course (Studienkolleg) is required.
  • Applications for the Studienkolleg must be submitted by July 15th.

You want to apply?

Mathematics in the FüBa (B.Sc.) - Birte talks about her studies

Click the link “play video” to activate. Please note that activating the video will result in transfer of data to the respective provider. Further information can be found in our privacy policy

Play video
Looking for exam information for this course?

Do you have questions about studying? We are happy to help!

Zentrale Studienberatung
Welfengarten 1
30167 Hannover
Zentrale Studienberatung
Welfengarten 1
30167 Hannover