Predoctoral Researcher in Geometry of Moduli Spaces

Universit

Wien

Híbrido

EUR 36 000 - 49 000

Tempo integral

Há 6 dias
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Vantagens oferecidas por esta oferta de emprego

Flexible working hours
Public transport access
Sustainability initiative
Professional development

Resumo da oferta

The University of Vienna invites applications for the University Assistant (Predoc) position in the 56 Faculty of Mathematics. You will join the research group around Univ.-Prof. Anton Mellit, PhD, studying geometry and topology of moduli spaces and their connections with representation theory, algebraic combinatorics, and knot invariants.

The start is 1 December 2026 or later, with a four-year contract. We seek an open, innovative colleague who thrives in an international environment,

Qualificações

  • Master studies in mathematics or a related field completed and certificate provided before start of contract
  • Emphasis in geometry and topology of moduli spaces and connections with representation theory, algebraic combinatorics, and knot invariants
  • Excellent command of English, both written and spoken
  • Team player with high social and communicative competence; goal-oriented with motivation for scientific excellence

Responsabilidades

  • Collaborate and conduct research in geometry and topology of moduli spaces and their connections with representation theory, algebraic combinatorics, and knot invariants
  • Participate in teaching and administration within the institute
  • Pursue a dissertation within 12–18 months; join Vienna School of Mathematics and participate in its activities

Conhecimentos

English proficiency
Team player
Independent researcher

Formação académica

Master studies in mathematics

Descrição da oferta de emprego

The University of Vienna invites applications for the University Assistant (Predoc) position in the 56 Faculty of Mathematics. You will join the research group around Univ.-Prof. Anton Mellit, PhD, studying geometry and topology of moduli spaces and their connections with representation theory, algebraic combinatorics, and knot invariants.

The start is 1 December 2026 or later, with a four-year contract. We seek an open, innovative colleague who thrives in an international environment,

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