Master's Programme in Mathematics

University of Regensburg

Germany, Regensburg

University RankQS Ranking

749

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Home/Germany/Regensburg /University of Regensburg/Master's Programme in Mathematics

University of Regensburg

Germany , Regensburg

Key Facts

Program Level

Master by Course Work

Study Type

Full Time

Delivery

On Campus

Campuses

Regensburg

Program Language

English

Start & Deadlines

Next Intake Deadlines10-Jan-2021

Go to the official application for the university

Duration 2 year(s)

Next Intake 10-Jan-2021

Master's Programme in Mathematics

About

The Master's degree programme is a postgraduate course for students seeking further specialisation of their own choice. Students at the University of Regensburg can explore the following areas of research: Arithmetic Geometry Global Analysis and Geometry Applied Analysis Students have the possibility to choose a minor subject and general courses. At the end of the programme, students write their own academic paper - the Master's thesis. The Master's degree course at the University of Regensburg introduces students to current research issues in mathematics. It also provides a strong foundation to pursue a doctoral degree at an international level. Thanks to the SFB "Higher Invariants" and the Graduate Schools "Curvature, Cycles and Cohomology" and "Interfaces, Complex Structures, and Singular Limits" the mathematical faculty is highly visible internationally.

Requirements

Entry Requirements

Good Bachelor's degree (or equivalent) in Mathematics or a closely related field Applicants are qualified if they can show proof of academic achievements that are equivalent to the qualification obtained in the Bachelor's degree programme in Mathematics at the University of Regensburg and that meet the requirements of the respective Master's degree programme.

Fee Information

Tuition Fee

EUR 0

How to Apply

Dr Catharina WÃ¼rth UniversitÃ¤t Regensburg FakultÃ¤t fÃ¼r Mathematik 93040 Regensburg Germany Application is also possible via e-mail: [email protected].