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The Department of Mathematics and Statistics at Maynooth is seeking to recruit a senior post-doctoral researcher. The successful candidate will be part of an EPA funded project on Estimating and
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the Challenge Programme of the Novo Nordisk Foundation: “Mathematical Modelling for Microbial Community Induced Metabolic Diseases”, led by Prof. Daniel Merkle. The expected starting date is 1 Januar 2026, with
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Max Planck Institute for Dynamics and Self-Organization, Göttingen | Gottingen, Niedersachsen | Germany | 4 days ago
research team. The ideal candidate should have: a PhD/DPhil degree (or comparable) with a background in theoretical physics, applied mathematics or related disciplines from a recognized university, prior
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and conduct cutting-edge research on disease dynamics and epidemiological modeling. The candidate will develop and apply mathematical and computational models to understand the transmission, evolution
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, computer science, electrical engineering, applied mathematics, or operations research) before May 2025 are encouraged to apply. Ideal candidates will display outstanding ability for research and a record of
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Technical University of Munich, Centre for Mathematics Position ID: TUM-DOCPOSTDOCMF [#26826] Position Title: Position Type: Fellowship or award Position Location: Garching, Bayern 85748, Germany
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National University of Singapore, Department of Mathematics Position ID: 492-NONTENURE28 [#26698] Position Title: Position Type: Non tenure-track faculty Position Location: Singapore, Singapore
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a positive impact on a global scale. That is why we invite you to apply. Your application will receive fair consideration. Challenge. Change. Impact! Faculty of Electrical Engineering, Mathematics and
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12 Sep 2025 Job Information Organisation/Company FAPESP - São Paulo Research Foundation Research Field Mathematics Researcher Profile Established Researcher (R3) Country Brazil Application Deadline
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Eligibility criteria PhD in Mathematics. Candidates with expertise in one of the following research areas are encouraged to apply: - Complex foliations; - Birational geometry; - Qualitative theory of real