Contact

Director

Prof. Dr Andreas Stein

+49 (0)441 798-3232

W1 2-216

Office

IfM Office

+49 (0)441 798-3004

Antje Hagen

+49 (0)441 798-3247

W1 1-115

Frauke Wehber

+49 (0)441 798-3247

W1 1-115

Desislava German

+49 (0)441 798-3241

W1 1-120

Equal Opportunities Officer

Carolin Lena Danzer

+49 (0)441 798-3227

W1 1-104

Dr Birte Julia Specht

+49 (0)441 798-3607

W1 1-110

Dr Sandra Stein

+49 (0)441 798-3237

W1 2-214

Ombudsperson for issues of
discrimination and sexual harassment

Antje Hagen

+49 (0)441 798-3247

W1 1-115

IT Officer

Veronika Viets

+49 (0) 441 798-3236

W1 1-116

Address

University of Oldenburg
Institute of Mathematics
Campus Wechloy
Carl-von-Ossietzky-Str. 9-11
26129 Oldenburg

How to find us


Study Info

Why study maths?

The most important prerequisite is an interest in mathematical content, problems and considerations. In addition, the same is required as for any other degree programme: diligence, perseverance and a critical attitude, also towards yourself. However, there is probably no other degree programme where you have to learn as little by heart as in mathematics; here, understanding contexts and backgrounds is required.

Why study in Oldenburg?

The Institute of Mathematics in Oldenburg is characterised by a positive learning atmosphere and committed teaching staff. This is reflected in particular in the excellent relationship between students and lecturers. A special feature of the Oldenburg mathematics degree programme is the range of innovative courses that make it easier for you to start your studies.

The Institute of Mathematics has three main research focuses (Mathematical Structures: Theory and Applications, Mathematical Models in Economics and Natural Sciences, Mathematical Education Research and Teaching Development), each of which is supported by active, internationally successful research groups. The connection to current mathematical research also ensures that the programme content is continuously adapted and critically reviewed. In addition, the research groups offer the opportunity to come into contact with current research topics during the course of your studies (e.g. as part of your Bachelor's or Master's thesis).

Subject or teaching degree in mathematics

Mathematics as a subject

Mathematics is one of the key disciplines of our modern society. It offers versatile methods for theory development, analysis and understanding, modelling and simulation, prediction and control of processes in technology, life sciences, medicine, business and society. Its strengths lie in its structural and conceptual clarity, the clarity gained through abstraction and its broad applicability. It is therefore no coincidence that mathematicians work in a wide range of industries and institutions (see also the page on academic appointments). The career prospects for mathematicians are still excellent. The Master's degree in mathematics also forms the basis for a doctorate in mathematics.

The degree programme in mathematics teaches the fundamentals and methods that are important in theory, application and academic appointments. Structures and methods of linear algebra, analysis, stochastics, algebra and numerics are therefore essential subject content at the beginning of the degree programme. Advanced and in-depth courses build on this, enabling you to work independently in a research- and application-oriented mathematical field of your choice.

Teacher training in mathematics

Studying mathematics in the dual-subject programme offers you an education in the fundamentals of the subject, which are important in theory, application and academic appointments. Structures and methods of linear algebra, analysis, stochastics and algebra are therefore essential subject content of the programme. In addition, there is an introduction to problem solving, a specialisation in a mathematical field of your choice, a seminar and subject didactics. This provides access to the content, methods and didactics of modern mathematics in application and research. Special profile features of the degree programme are the emphasis on practical relevance and application, both in the subject itself and in its didactics.

Good prerequisites for a successful degree programme are the enjoyment of solving problems and logical and structural thinking, as well as geometric imagination. In addition, you should be willing to overcome difficulties through your own efforts and enjoy communicating with experts in other fields of knowledge, with lay people and especially with students.

Where can I get more information?

If you have any questions about studying mathematics, please contact the lecturers by email or during office hours (see list of persons), or find out who you should contact on the page Representatives of the Institute of Mathematics in study matters.

The Day of Mathematics, which is organised regularly at the Institute, offers a special opportunity to obtain information (see the calendar of events). It is also possible to organise information events on studying mathematics at schools. Prospective students can also find further information on the student body website.

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