FPI PhD Student in Harmonic Analysis
Join a 4-year PhD project in high-dimensional analysis, probability, and convex geometry at the Centre de Recerca Matemàtica.
Best for:Best for master's graduates in mathematics with a strong background in analysis and a keen interest in high-dimensional problems.
Overview
The Centre de Recerca Matemàtica (CRM) invites applications for a 4-year PhD student position within its Harmonic Analysis research group in Barcelona. Funded through a national research project, the successful candidate will pursue doctoral research at the interface of high-dimensional analysis, probability, and convex geometry under the supervision of Dr. Egor Kosov. Depending on candidate interests, alternative topics focusing on approximation theory may also be explored. The position is structured as a temporary full-time contract commencing before July 2027.
What you'll do
- Conduct original academic research toward the completion of a PhD thesis
- Investigate problems at the interface of high-dimensional analysis, probability, and convex geometry
- Collaborate with members of the Harmonic Analysis research group at CRM
- Participate in scientific seminars, workshops, and research meetings
- Publish research findings in peer-reviewed mathematical journals and present at conferences
Requirements
Degree required: Master Degree or equivalent
Degree offered: PhD
Language: ENGLISH; Level: Good
Instruction: English
- Solid academic background in mathematics
- Familiarity with harmonic analysis, probability, or convex geometry
- Capacity for independent mathematical problem solving
- Hold a Master Degree or equivalent qualification in mathematics or a closely related field
Funding & terms
How to apply
Deadline: 2026-11-20 (Europe/Madrid)
Interested candidates should review the application requirements and submit their application materials via email to the designated recruitment address before the specified deadline.
- CV
- Master Degree certificate or equivalent transcript
Contact
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