Study Type

undergraduate

Admission semester

Summer and Winter Semester

Focus

Teaching of basic mathematical knowledge, especially in the areas of Linear Algebra and Analysis, Learning different uses of mathematical methods from applied mathematics as well as from computer science, Working with questions from different fields of Theoretical Mathematics, Getting to know mathematical models and quantitative methods, Development of scientific methods to solve mathematical problems, Learning the ability to think abstractly, conceptually, analytically and logically

Annotation

Minor subject in the combination Bachelor's degree course - only possible in combination with a major subject Standard period of study: 6 or 8 semesters (depending on combination) The degree depends on the major subject chosen. Further information on the structure of the combination Bachelor's degree course can be found here:https://www.uni-marburg.de/de/studium/studieninteressierte/studienmoeglichkeiten/kombibachelor Studying the minor subject Mathematics enables you to work analytically and logically as well as apply quantitative methods. You will be able to use mathematical methods to develop and implement models and procedures for solving practical problems. Mathematics is a universal language that enables you to collaborate in interdisciplinary teams. You will be able to investigate complex problems from science or business, model them mathematically and find suitable solutions. An integral part of the degree course is the MarSkills programme, in which you acquire attractive and future-oriented key skills (see https://www.uni-marburg.de/de/fb09/igs/arbeitsgruppen/sprechwissenschaft/marskills/was-ist-marskills).

Admission modus

Without admission restriction

More information regarding admission requirements

Admission requirements

https://www.uni-marburg.de/de/studium/studienangebot/bachelor/nebenfach/mathematik

Tuition fees

Currently, the German federal state of Hesse does not charge tuition fees.