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: The research fellow will Utilize recently developed mathematical tools from algebraic topology, combinatorial topology, computational topology, and differential geometry (e.g., Betti numbers, Hodge
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and advance your research expertise in the representation theory of vertex operator algebras. Investing in you - benefits package including salary packaging, health and wellbeing programs, discounted
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compatible with those of our current faculty in the algebra, combinatorics, geometry, history of mathematics, logic, number theory, functional analysis, stochastic analysis or topology groups, or the Oxford
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theory of vertex operator algebras. Investing in you - benefits package including salary packaging, health and wellbeing programs, discounted services, and professional development opportunities
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mathematical foundations, including linear algebra, control theory, statistics, and probabilistic methods. *Please note that the successful candidate will be required to undergo an academic qualification check
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prototyping, real-world testing, and publishing experimental results. Strong understanding of core mathematical foundations, including linear algebra, control theory, statistics, and probabilistic methods
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discipline. Demonstrated expertise in algebraic and/or combinatorial coding theory. Proven track record of scientific research productivity. Ability to work effectively in an international research environment
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programme of the Heilbronn Institute, thus enjoying opportunities to engage in collaborative work as well as individual projects. Research areas of interest include, but are not restricted to, Algebra
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one of the existing areas of strength of the Department. In pure mathematics, these include algebraic geometry, number theory, representation theory, invariant theory, dynamical systems, free
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equations, stochastics and risk, algebra, geometry, topology, operator algebras, complex analysis and logic. We have almost 50 persons in permanent academic positions and a large number of post docs and Ph.D