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                Field
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                We invite applications for a Postdoctoral Research Associate in Operator Algebras to work with Professor Stuart White at the Mathematical Institute, University of Oxford. The position is full time 
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                for a postdoctoral research position in the fields of linear algebra and high-performance computing (HPC). This position offers an exciting opportunity to work on cutting-edge research projects 
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                for a postdoctoral research position in the fields of linear algebra and high-performance computing (HPC). This position offers an exciting opportunity to work on cutting-edge research projects 
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                Polytechnic University aspires to leave its mark nationally, continentally, and globally. We invite applications for a postdoctoral research position in the fields of linear algebra and high-performance 
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                research record in one of the following areas of pure mathematics. Algebraic and arithmetic geometry Random matrices, complex analysis Differential geometry Functional analysis and operator algebras Group 
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                . Experience of research in algebraic combinatorics or neighboring areas. Good knowledge of English, for the day-to-day work. Preferred qualifications A doctoral degree or an equivalent foreign degree, obtained 
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                Humboldt University in Berlin as soon as possible in late 2025 (ideally 15.10.2025). The position will run until 31.12.2026. Candidates should have excellent research credentials in algebraic geometry 
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                Postdoctoral Associate Required Qualifications: (as evidenced by an attached resume) Doctoral Degree (or foreign equivalent) in Pure Mathematics. Experience in algebraic and discrete contexts 
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                Postdoctoral Associate Required Qualifications: (as evidenced by an attached resume) Doctoral Degree (or foreign equivalent) in Pure Mathematics. Experience in algebraic and discrete contexts 
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                date. Demonstrated expertise in optimization (e.g., convex/nonconvex, stochastic, combinatorial), probability and stochastic processes, numerical linear algebra, and algorithm design. Proficiency in