Doctoral Researcher in Point Configurations and Quantizations
Explore advanced mathematical theories in point configurations and geometric quantizations under expert supervision in Cologne.
Best for:Best for mathematicians with a Master’s degree in Mathematics and expertise in complex geometry, global analysis, or approximation theory seeking a structured doctoral research environment.
Overview
This doctoral position at the University of Cologne focuses on cutting-edge research in point configurations and geometric quantizations, specifically within the project ‘Christoffel functions and geometric inferences.’ The successful candidate will contribute to theoretical and applied mathematics under the guidance of leading professors in the field. The role involves conducting independent research, participating in academic seminars, and collaborating with a dynamic research group. The position is ideal for mathematicians with a strong background in complex geometry, global analysis, or related disciplines, offering a supportive environment for doctoral studies and professional development.
What you'll do
- Conduct independent research on point configurations and geometric quantizations, focusing on Christoffel functions and geometric inferences under the supervision of Professors Vu, Marinescu, and Vallentin.
- Participate actively in seminars, conferences, and academic events organized by the research group and related projects.
- Assist in organizing project-related academic and professional events, fostering collaboration within the research community.
- Present research findings at conferences and contribute to the broader academic discourse in the field.
- Collaborate with other researchers in the project to advance the theoretical and applied aspects of point configurations and quantizations.
Requirements
Degree required: Master’s degree in Mathematics or a closely related field (or completion expected by the start date)
Degree offered: PhD
Language: English; proficiency sufficient for academic research and communication
Instruction: English
- Strong background in complex geometry, global analysis, or approximation theory
- Proven ability to conduct independent mathematical research
- Familiarity with orthogonal polynomials and mathematical optimization techniques
- Excellent analytical and problem-solving skills
- Ability to work collaboratively in an academic research environment
- No specific nationality restrictions, but preference may be given to candidates meeting the Equal Opportunities Act of North Rhine-Westphalia (LGG NRW) criteria
- Open to candidates from diverse backgrounds, including gender, nationality, and disability status
Funding & terms
How to apply
Deadline: 2026-11-04 (Europe/Berlin)
Apply online via the University of Cologne job portal with proof of qualifications. Submit your CV, academic transcripts, and any relevant research documents. Ensure your application does not include a photo. Use the reference number Wiss2610-01.
- CV
- Proof of Master’s degree or equivalent qualifications
- Academic transcripts
- Research statement or project proposal (if applicable)
Contact
Duc Viet Vu· Professor
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