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Geometry of Logarithmic Curves, under the supervision of David Holmes. What you will do Applications are invited for a 4-year PhD position at the Mathematical Institute of the University of Leiden, as part
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. The overarching aim of this project is to interpret the topological physics encoded by possibly non-Hermitian and non-gapped Hamiltonians within the mathematical framework of noncommutative geometry. The proposed
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to shortest diffusion lengths), precision pore geometry/size (resulting in high size-selectivity, even for hydrogen isotopes), and high functionality (fostering chemical/charge selectivity and ionic gating
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and establish tighter, more intuitive links between search parameters and the resulting geometry or performance outcomes. The result will be an LLM-driven framework giving designers clearer cause-effect