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23 Sep 2025 Job Information Organisation/Company Universität Wien Research Field Mathematics » Other Researcher Profile Recognised Researcher (R2) Country Austria Application Deadline 10 Oct 2025
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the research team around Univ.-Prof. Adrian Constantin, PhD. Our ideal candidate has a strong interest in Mathematical Analysis with special backround in Partial Differential Equations and Dynamical Systems, can
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research areas represented at NYUAD. The successful applicant will also receive a mobility credit to participate in conferences. Applicants must have a PhD in Mathematics, with a strong background in one
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advantage. You should have a university degree at PhD level in the field of economic sciences, including finance and accounting, or mathematics and natural sciences, focusing on mathematics. Our team offers
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. Applicants must have a PhD in Mathematics, with a strong background in one of the advertised topics, as well as an excellent academic record. Candidates with PhDs in Physics or Computer Science may also be
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about our research can be found here . Information about Alexander Holm can be found here . Qualifications By the start date, you have graduated with a PhD in mathematics, computer science, physics
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and determination? We are currently seeking a/an Uni postdoctoral Mathematics 56 Faculty of Mathematics Job vacancy starting: 15.11.2025 | Working hours: 40,00 | Classification CBA: §48 VwGr. B1
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Applications are invited for the above post, to start in January 2026 for a fixed term of three years. The successful applicant will work with Dr Florian Eisele on the EPSRC funded project “Group representations: orders, lattices and deformations”. This project aims to study modular and integral...
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of an Experienced Researcher with 12,50% of the regular working time is to be filled as soon as possible, for the project Non-Gaussian self-similar processes : Enhancing mathematical tools and financial models
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with a background in these two areas will be considered, priority will be given to candidates who have prior experience with modular Lie superalgebras. Candidates must hold a PhD in mathematics or