Doctoral Student in Modern Algebraic Topology

About the role

Lund University's Division of Mathematics in the Centre for Mathematical Sciences is looking for a doctoral student in modern algebraic topology, with a focus on homotopy theory. The position is partly funded by the Swedish Research Council under the project "Local to global extensions of topological quantum field theories" and is open to candidates who have been admitted to third-cycle studies. The candidate is both admitted as a student and employed at the university.

Key responsibilities

• Devote yourself to doctoral studies within an active research group, working on the funded project
• Attend seminars and conferences and spend part of the time on doctoral studies
• Teaching and other departmental duties are possible but make up no more than 20% of the work

Required profile

• A second-cycle degree, or completion of at least 240 higher education credits (at least 60 at second-cycle level), or equivalent knowledge acquired in Sweden or abroad
• Completed courses in mathematics equivalent to 120 credits, at least 50 at advanced (MSc) level, including a degree project of 30 credits
• Ability to work independently and to formulate and tackle research problems
• Very good written and spoken English

Required skills

• Knowledge and skills in algebraic topology
• Strong merit: prior knowledge and experience in stable homotopy theory and infinity-categories

What we offer

• Fixed-term full-time employment with a start no later than 1 October 2027
• Benefits of being both admitted as a student and employed at a government agency, including generous holidays and a favourable occupational pension

To apply, submit an application in English with a CV and personal letter, a copy of the Master's thesis (or summary), contact details of two references, copies of grade certificates and any other supporting documents.