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both pure and applied mathematics, with particularly strong activity in algebra, geometry, and analysis. Core areas include algebraic geometry, commutative algebra, number theory, group theory, topology
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have, or be close to completing, a PhD in mathematics, physics, computer science, or a related field. The project lies at the interface of quantum algorithms, classical simulation, polyhedral geometry
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the rank are required. The Department of Mathematics has broad research strengths across both pure and applied mathematics, with particularly strong activity in algebra, geometry, and analysis. Core
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