Mathematics University of Regensburg

Study Type

graduate

Admission semester

Summer and Winter Semester

Focus

Arithmetische Geometrie, Globale Analysis und Geometrie, Angewandte Analysis

Target group

The Master’s degree in Mathematics is a post-graduate degree programme designed for students with a completed undergraduate degree in Mathematics or a comparable academic degree. Students specialise in a field of their choice. The research focuses in Regensburg are Arithmetic Geometry, Global Analysis and Geometry and Applied Analysis. The Master’s degree at the University of Regensburg introduces you to current mathematical research and lays the foundation for a subsequent doctorate at international level.

Annotation

Mathematicians are not only particularly well-suited for professions in which concrete mathematical problems play a role, but also where structured, problem-oriented and creative thinking are required. They work in the following areas, for example:
banking and insurance, research and development, software production, IT services, electronics: telecommunications, medical technology, consumer electronics, management consulting, management.

Admission modus

Selection procedure / qualifying examination

More information regarding admission requirements

Admission requirements

A successfully completed university degree or an equivalent academic degree with a standard period of study of at least six semesters in the subject of Mathematics or a related subject such as Physics with an average grade of at least "good" (2.50) and proof of in-depth knowledge in Mathematics amounting to at least 18 CP, which corresponds to the module Bachelor’s Degree Specialisation (Mat-BV) of the Bachelor’s degree programme in Mathematics (BSc) at the University of Regensburg.
If the final grade is not at least 2.50, if in-depth knowledge of mathematics cannot be demonstrated or if it is not clear from the submitted documents whether the applicant has successfully completed a university degree or an equivalent academic degree in the subject of Mathematics or a related subject, proof of course-specific aptitude must be provided through a successfully completed aptitude procedure.

Main language

English

Further languages

German