Tenured/permanent Aachen, Germany Apply
RWTH Aachen University
Department of Mathematics
Pontdriesch 14-16
52062 Aachen

We are seeking qualified applicants for teaching and research in this area. The starting date is as soon as possible. The research profile of the successful candidate complements the existing topics and facilitates new collaborations within our department of mathematics. Possible areas include differential geometry, harmonic analysis, functional analysis, analytic number theory, or stochastic analysis. Excellent applications from other fields of analysis are welcome. Successful acquisition of third party funds is desired. An adequate participation in covering the teaching obligations of the department of mathematics is part of the duties of this professorship.

A Ph.D. degree is required; additionally, Habilitation (post-doctoral lecturing qualification), an exemplary record of research achievement as an assistant / an associate / a junior professor or university researcher and/or an outstanding career outside academia are highly desirable. Ability in and commitment to teaching are essential. The application should include supporting documents regarding success in teaching. German is not necessary to begin but will be expected as a teaching language within the first 5 years.

This position is also available as part-time employment per request.
RWTH Aachen University is certified as a family-friendly university and offers a dual career program for partner hiring. We particularly welcome and encourage applications from women, disabled people and ethnic minority groups, recognizing they are underrepresented across RWTH Aachen University. The principles of fair and open competition apply and appointments will be made on merit.

Application Instructions

Please send a cover letter stating research aims and a CV to:
der Fakultät für Mathematik, Informatik und Naturwissenschaften der RWTH Aachen, Stefan Schael, 52056 Aachen.

You can also send your application via email to dekan@fb1.rwth-aachen.de. Please note, however, that communication via unencrypted e-mail poses a threat to confidentiality as it is potentially vulnerable to unauthorized access by third parties.

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Contact Person
Prof. Gabriele Nebe
+49 241 80 94545