Tenure-Track Professor: Data-Driven PDEs & Uncertainty

Universität Wien

Österreich

Vor Ort

EUR 90.000 - 120.000

Vollzeit

Vor 2 Tagen
Sei unter den ersten Bewerbenden

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Benefits dieser Stelle

Permanent position potential
Dynamic research environment
Support services

Zusammenfassung

Universität Wien invites applications for a tenure-track Professorship in Data Driven Partial Differential Equations within the Faculty of Mathematics. The successful candidate will complement ongoing research in applied and computational PDEs and contribute to teaching at bachelor, master and doctoral levels.

The role emphasizes development of numerical methods, data-driven techniques, and potential applications in biology, materials science, and astrophysics.

Qualifikationen

  • Two years of international research experience during or after doctoral studies.
  • Outstanding research achievements, excellent publication and funding record, international reputation.
  • Gender and diversity competence.
  • Experience in designing of and participating in research projects, ability to lead research groups and acquire third-party funding.
  • Enthusiasm for excellent teaching and supervision at the bachelor's, master's, and doctoral level.

Aufgaben

  • Complement the faculty’s ongoing research activities in applied and computational PDEs.
  • Lead research groups and supervise doctoral, masters and bachelor projects.
  • Collaborate across disciplines and contribute to teaching and supervision at all levels.

Kenntnisse

International research experience
Strong publication record
Funding acquisition
Leadership of research groups
Teaching and supervision
Data-driven PDE / numerical methods
Data science applications

Ausbildung

PhD in Mathematics or Applied Mathematics

Tools

Finite element software
PDE numerical methods

Jobbeschreibung

Universität Wien invites applications for a tenure-track Professorship in Data Driven Partial Differential Equations within the Faculty of Mathematics. The successful candidate will complement ongoing research in applied and computational PDEs and contribute to teaching at bachelor, master and doctoral levels.

The role emphasizes development of numerical methods, data-driven techniques, and potential applications in biology, materials science, and astrophysics.

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