Faculty of Mathematics of Bielefeld University invites applications for a
Juniorprofessorship of Mathematics (W1), in particular Combinatorial Algebra
starting as soon as possible.
The successful candidate will represent the field of Combinatorial Algebra in research and teaching.
We are looking for a candidate who
- in her/his dissertation has made excellent contributions to the field of combinatorial algebra, specifically e.g. in asymptotic, geometric, or enumerative group or ring theory, matroid theory, discrete and convex methods in algebraic geometry or related areas,
- contributes to major research projects planned in the Faculty,
- contributes to the Faculty’s portfolio of research, teaching and academic administration,
- is open for research collaborations with scientists from the
Faculty of Mathematics and other Faculties of Bielefeld University.
The initial appointment will be for three years. An extension for further three years is possible in case of a positive evaluation. Knowledge of German is not a prerequisite, but the willingness and ability to learn it within a year is.
Applications from suitably qualified disabled people are explicitly encouraged.
Bielefeld University has received a number of awards for its achievements in the provision of equal opportunity and has been recognized as a family friendly University. The University welcomes applications by women. This is particularly true in regard to both academic and technical posts as well as positions in information technology. Applications are handled according to the provisions of the state’s equal opportunity statutes.
The submission deadline for applications is February 1, 2021.
Applications should include a curriculum vitae, a 2-page research and teaching concept and a publication list with three outstanding publications highlighted. They can be submitted by e-mail (optionally PGP-encrypted) to:
Dean of the Faculty of Mathematics
P.O. Box 100131
Applicants are asked not to send in original documents, as these cannot be returned.
Finger print: 064A 9B7A 8197 8140 FA77 EF11 74F4 5886 3D4E 426E
Please note that risks to confidentiality and unauthorized access by third parties cannot be ruled out when communicating via unencrypted e-mail. Information on the processing of personal data can be found at https://www.uni-bielefeld.de/Universitaet/Aktuelles/Stellenausschreibungen/2019_DS-Hinweise_englisch.pdf