Job Search and Career Advice Platform

Aktiviere Job-Benachrichtigungen per E-Mail!

University Professor of Geometric Partial Differential Equations

University of Vienna

Österreich

Vor Ort

EUR 60 000 - 90 000

Vollzeit

Heute
Sei unter den ersten Bewerbenden

Erstelle in nur wenigen Minuten einen maßgeschneiderten Lebenslauf

Überzeuge Recruiter und verdiene mehr Geld. Mehr erfahren

Zusammenfassung

A leading academic institution in Austria seeks an outstanding candidate for the position of University Professor of Geometric Partial Differential Equations. This full-time role, limited to 5 years, focuses on contributing to research and teaching in the field. The ideal candidate will have an impressive research profile, experience in managing large projects, and a commitment to diversity and inclusion. Knowledge of German is required for teaching within three years.

Leistungen

Dynamic research environment
Wide range of support services
Attractive working conditions in Vienna

Qualifikationen

  • International reputation in geometric partial differential equations.
  • Proficiency in German for teaching within three years.
  • Excellent publication and funding record.

Aufgaben

  • Contribute to research in geometric partial differential equations.
  • Teach bachelor's, master's, and doctoral programs.
  • Participate in faculty and university committees.

Kenntnisse

Outstanding research achievements
Gender and diversity competence
Experience in managing large research projects
Effective teaching and supervision
Organizational and administrative skills

Ausbildung

PhD or equivalent in mathematics or a related field
Jobbeschreibung

Professors' Appointment Consulting Service

Organisation/Company University of Vienna Department Professors' Appointment Consulting Service Research Field Other Researcher Profile Leading Researcher (R4) Positions Other Positions Country Austria Application Deadline 17 Dec 2025 - 23:59 (Europe/Vienna) Type of Contract Temporary Job Status Full-time Is the job funded through the EU Research Framework Programme? Not funded by a EU programme Reference Number GPD2025 Is the Job related to staff position within a Research Infrastructure? No

Offer Description

The University of Vienna is internationally renowned for its excellence in teaching and research, and counts more than 7,500 academics from all disciplines. This breadth of expertise offers unique opportunities to address the complex challenges of modern society, to develop comprehensive new approaches, and educate the problem-solvers of tomorrow from a multidisciplinary perspective.

At the Faculty of Mathematics, the University of Vienna seeks to appoint a

University Professor of Geometric Partial Differential Equations

(full time, limited to a period of 5 years, to fill as soon as possible).

The position:

The successful candidate should have an outstanding research profile in the theory and applications of geometric partial differential equations. He*She will be integrated into the faculty’s key research area Analysis, Geometric Structures, and Mathematical Physics. In addition, the candidate is expected to make a significant contribution to the faculty’s teaching portfolio.

Your academic profile:

  • Outstanding research achievements, excellent publication and funding record, international reputation
  • Gender and diversity competence
  • Experience in designing and managing large research projects
  • Enthusiasm for excellent teaching and supervision at the bachelor's, master's, and doctoral level
  • Willingness to take on organisational and administrative responsibilities within the Faculty and/or the University

The University of Vienna expects the successful candidate to acquire, within three years, proficiency in German sufficient for teaching in bachelor’s programmes and for participation in university committees.

We offer:

  • a dynamic research environment
  • a wide range of research and teaching support services
  • attractive working conditions in a city with a high quality of life

Please submit a single PDF file (LastName_FirstName.pdf) containing the following information in English via e-mail to the Dean of the Faculty of Mathematic , Univ.-Prof. Dr. Radu Ioan Bot, ( dekanat.mathematik@univie.ac.at ):

  • Letter of motivation
  • education and training
  • positions held to date
  • career breaks (e.g. parental, family or other care periods)
  • awards and honors
    • commissions of trust
    • previous and current cooperation partners
    • list of most important acquired third-party funding as principal investigator, and, if applicable, of inventions/patents
    • list of most important scientific talks (max. 10)
    • teaching and mentoring
    • supervision experience (Master and PhD)
  • List of publications and a link to your ORCID record
  • most important research achievements (max. 2 pages) and planned future research activities (max. 4 pages)
  • synopsis of five key publications with relevance to the position advertised
  • Teaching and supervision statement
    • teaching and supervision concept, including a description of the previous and planned priorities in academic teaching and supervision (max. 2 pages)

Appendices to application document:

  • Five key publications as electronic full text version
  • Teaching evaluations (if available, compiled into a single PDF file)
  • Copies of certificates of academic degrees(mandatory, compiled into a single PDF file)

The University of Vienna has an anti-discriminatory employment policy and attaches great importance to equal opportunities, the advancement of women and diversity . We place particular emphasis on enhancing women’s representation among the academic and general university staff, particularly in leadership roles, and therefore expressly encourage qualified women to apply. Given equal qualifications, preference will be given to female candidates

  • University of Vienna. Spaceforpersonalities.Since1365.
Hol dir deinen kostenlosen, vertraulichen Lebenslauf-Check.
eine PDF-, DOC-, DOCX-, ODT- oder PAGES-Datei bis zu 5 MB per Drag & Drop ablegen.