Berlin Mathematical School (BMS) – Get Your Math PhD in Berlin
News from Sep 03, 2019
The Berlin Mathematical School is the graduate school of the Cluster of Excellence MATH+ (http://www.mathplus.de) and a joint endeavor of the mathematics’ departments at the universities in Berlin: Freie Universität (FU), Humboldt-Universität (HU) and Technische Universität (TU).
We offer an excellent doctoral program taught in English in a broad and active research
environment together with mentoring programs, language courses, soft-skills seminars, funding
for summer schools and conferences, a buddy program and funding for students with children.
Committed to equality and diversity.
“Mathematics as a whole“ is a leading principle of the BMS. Its focus encompasses fields that
are traditionally termed “pure“ or “applied“ mathematics, though we prefer not to make that
distinction. Instead, research topics are grouped into eight parts, each covering a broad, but
coherent, part of mathematics:
1. Differential geometry, global analysis, and mathematical physics
2. Algebraic and arithmetic geometry, number theory
3. Stochastics and mathematical finance
4. Discrete mathematics and optimization
5. Geometry, topology, and visualization
6. Numerical analysis and scientific computing
7. Applied analysis and differential equations
8. Mathematics of data science
For applicants with a Bachelor, Phase I offers a basic graduate phase of 3-4 semesters
completed by a qualifying exam. Phase II is the research phase and open to candidates with a
Master‘s degree. It lasts 4-6 semesters in which candidates conduct specialized research and
attend at least one advanced course per semester.
All you need to know about applying to the BMS is available online:
You can apply at: http://www.math-berlin.de/application
- Phase I with scholarship: 1 December 2019
- Phase I without scholarship: 1 April 2020
- Phase II: 1 December 2019 (Master’s degree finished by 31 March 2020) or 1 April 2020 (Master’s degree finished by 30 September 2020)
phone: +49 30 314-786 11