Vacancy ID: 151/2026
Closing date: 2026-07-12
The Friedrich Schiller University Jena is a dynamic and innovation-driven university centrally located in Germany. With a broad range of disciplines, it shapes the future through excellent research and teaching. Its scientific excellence is reflected in the profile areas Light – Life – Liberty, which provide pioneering insights and sustainable solutions for the society of tomorrow. Through close collaborations with leading research institutions, innovative companies, and renowned cultural organizations, it advances interdisciplinary developments. With around 17,000 students and approximately 10,000 employees, it defines Jena as a vibrant, internationally connected city of science and innovation.
The Institute of Mathematics at the Faculty of Mathematics and Computer Science seeks to fill the position of a
commencing on 1.10.2026 (or later).
We offer a full-time position (40 hours per week) offered as a fixed-term position for the duration of 2 years.
The position is funded by the Deutsche Forschungsgemeinschaft (DFG) and is associated with the research project “Poisson-Commutative Subalgebras and the Feigin–Frenkel Centre”. The project is situated in the areas of Lie and representation theories, with connections to algebraic geometry, Poisson geometry, and mathematical physics. The successful candidate will contribute actively to the research programme of the project and to the international activities of the Algebra group at the Institute of Mathematics.
- Conduct research within the framework of the DFG-funded project “Poisson-Commutative Subalgebras and the Feigin–Frenkel Centre”
- Obtain and publish high-quality research results in Lie theory, representation theory, and related areas
- Collaborate with project partners and members of the Algebra group
- Contribute to the organization of research seminars in Jena
- An excellent Ph.D. degree in Mathematics with a strong background in Lie theory, representation theory, or closely related areas
- Proven ability to conduct independent mathematical research, demonstrated through publications or high-quality preprints
- Strong interest in the topics related to the Feigin–Frenkel centre, Poisson geometry, integrable systems, or symmetric invariants of Lie algebras
- Very good written and spoken English skills
- Expertise in one or more of the following areas: affine Kac–Moody algebras, Poisson structures, invariant theory
- Experience with international scientific collaboration
- An opportunity to work on a focused DFG-funded research project in modern Lie theory.
- Integration into an active and internationally connected research environment.
- Participation in international conferences, workshops, and collaborations.
- A family-friendly working environment with a variety of offers for families: University Family Office ‘JUniFamilie’ and flexible childcare (‘JUniKinder).
- University health promotion and a wide range of university sports activities.
- Remuneration based on the provisions of the Collective Agreement for the Public Sector of the Federal States (TV-L) according to pay group E 13, including a special annual payment in accordance with the collective agreement.
- 30 days of vacation per calendar year plus two days off on December 24 and 31.
The advertised position is offered as a fixed-term position for the period of 2 years.
This is a full-time position (40 hours per week).
Candidates with severe disabilities will be given preference in the case of equal qualifications and suitability.
Are you eager to work for us? Then apply by 12.07.2026 using our online form.
For further information for applicants and the information on the collection of personal data, please refer to
