FsB vom 28.02.2025 mit Berichtigung vom 30.04.2025
Mathematics is a very old and traditional science and at the same time is so important for our future. Whether IT, artificial intelligence, Data Science or finance - no future technology can do without maths. As a Mathematical Economics graduate, you can not only work mathematically precisely, but also translate problems from business and technology into the language of mathematics, solve them using mathematical models and at the same time assess the potential of these models. With these skills, you can make a significant contribution to developing answers to challenging (future) questions. Mathematical Economics graduates are in high demand on the labour market, e.g. as data scientists or analysts, actuaries for insurance companies or banks, or IT consultants for AI applications to tackle the challenges of modern society.
In the first year of the Bachelor's degree programme, you will be introduced to the working methods of university mathematics as well as the basics of economics, i.e. business administration and economics. From the third subject-related semester onwards, you will acquire skills, for example in operations research, probability theory, statistics or actuarial mathematics, which build a bridge between the two disciplines. After further specialisation in your areas of interest, you can write your Bachelor's thesis in Mathematics or Mathematical Economics as you wish.
Studying and working together is very important in a mathematics degree programme. You work very closely together in teams and are also individually supervised by students from higher semesters (tutors) in tutorials accompanying the lectures.
Bielefeld University is traditionally known for its interdisciplinary research and teaching, especially in the fields of mathematics and economics. Long-term collaborative research projects in this area and, in particular, the Institute of Mathematical Economics (IMW) create an attractive, international research environment with particular appeal for teaching (for example in the form of numerous specialisation options) in the field of Mathematical Economics.
You will find the programme of lectures for this course in the eKVV.
An overview of the introductory and information events is provided by the central student counselling services.
Studies can be commenced in both winter and summer semesters. Courses are targeted to commencing studies in winter semester. Student counselling to plan the course of studies is recommended.
The standard period of studies is 6 semesters. Information on studying part time can be found on the following webpage.
The studies Bachelor with One Core Subject (Academic) Mathematical Economics comprise 180 credit points.
Find out about the academic structure model and note the rules regarding the individual supplementary area.
Access to the Bachelor programme is granted to those who have a university entrance qualification suitable for Germany (e. g. German ‘Abitur’).
Special conditions apply to applicants with a foreign certificate of education.
Likewise, special conditions apply to those qualified in vocational education and training.
The study places are not subject to any admission restrictions (numerus clausus). Nevertheless, you need to apply within the currently applicable application deadlines. Afterwards, however, you can submit your application for enrolment directly in the application and status portal, provided that you meet the access requirements.
Step by step to a bachelor programme without NC
To the application portal
Special conditions apply to applicants with a foreign certificate of education.
Likewise, special conditions apply to those qualified in vocational education and training.
Internet pages of the subject Mathematical Economics
Internet pages of the responsible institution(s):
Faculty of Business Administration and Economics with the courses offered
Faculty of Mathematics with the courses offered
The information on admission restrictions / numerus clausus (NC) refers to applications for the winter semester 2025/26 and summer semester 2026.
Information on NC values from previous years
Individual subsidiary subjects