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and PhD students. Research spans a wide range. Current interests include: Bayesian statistics; modelling of structure, geometry, and shape; statistical machine learning; computational statistics; high
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research papers at national or international conferences and communicate complex information to specialists and within the wider academic community. 5. Experience in algebraic number theory
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, including those appearing in string theory. 2. To uncover the universal algebraic structures of integrable models. 3. To construct new integrable instances of gauge/gravity duality. 4. To investigate
Searches related to algebraic geometry
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