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 Microbiology seeks to fill the position of a
commencing on 01.12.2025 For a postdoctoral appointment we offer a full-time position, initially as a fixed-term position until 30.11.2027.
For a doctoral appointment we offer a part-time position (65%), initially as a fixed term position until 30.11.2028.
The Theoretical Microbial Ecology research group, led by Prof. Rosalind Allen, is part of the Faculty of Biological Sciences at the Friedrich Schiller University. The group seeks to understand how microbes survive, grow and interact in complex and changing environments. The group is especially interested in how microbial communities assemble and function and how bacteria respond to antibiotics in the human body. To study these topics the group combines computational and theoretical models with lab experiments. Microbial communities are central in the stability and function of environmental and industrial ecosystems as well as in human, animal and plant health. Although we have advanced methods for probing the species composition of microbial communities, we are not yet able to predict their dynamics and stability. Mathematical models have a key role to play in understanding the complex compositional structure and dynamics of microbial communities. Several different modelling approaches are available, but it is unclear which approach is optimal. Testing against experimental data is important for validating existing models and developing new ones. The group of Prof. Miriam Rosenbaum at the Leibniz Institute for Natural Product Research and Infection Biology (Hans Knöll Institute) in Jena are collecting dynamical data on the community composition of microbial communities that are exposed to environmental disturbances. In this project, you will collaborate with Prof. Rosenbaum’s group to analyse these datasets and develop mathematical models that describe the dynamics of these communities and predict their response to disturbance. You may also collaborate with other experimental groups within the Microverse cluster, and with experimental researchers within the theoretical microbial ecology group, to develop models for the dynamics of diverse types of microbial communities. If desired, there is scope to combine your theoretical modelling with experimental work in our own microbiological lab.
Are you hesitating because you don't meet one or some of our requirements? Please do not hesitate to apply and give us a chance to get to know you.
The advertised position will initially be offered as a fixed-term position for a maximum of 3 years for a doctoral position or 2 years for a postdoctoral position, with the possibility of converting it into a permanent position if suitable and funding is available.
For doctoral researchers, this is a part-time position with 65% of the working hours of a full-time employee (26 hours per week). For a postdoctoral researcher, it is a full-time position (40 hours per week).
In principle, the job is also suitable for part-time employment. The extent to which a part-time request can be granted, in particular with regard to the location and scope of the part-time work, will be assessed on the basis of the needs of the service.
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 31.10.2025 using our online form.
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