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arithmetic complexity. Topics may include Arakelov geometry, birational and Calabi–Yau geometry, analytic torsion, and related height-theoretic or intersection-theoretic ideas. More details on the project
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modeling efforts if needed. Contributing to grant writing, reporting, and strategic development of the research platform. Problem transformation Translating complex biological and pharmaceutical questions
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if needed. Contributing to grant writing, reporting, and strategic development of the research platform. Problem transformation Translating complex biological and pharmaceutical questions (e.g., ligand
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and quantitatively describing the complex functioning of living organisms. We develop technologies that contribute to human and planetary health. About the research project Our group is a member of the
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and Synthetic Biology biologists, chemists, mathematicians, and engineers work together with the goal of understanding and quantitatively describing the complex functioning of living organisms. We
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and Synthetic Biology biologists, chemists, mathematicians, and engineers work together with the goal of understanding and quantitatively describing the complex functioning of living organisms. We
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storage, and optics. From AI modelling of materials and biological complexity to the design of multifunctional micro- and nano systems, we combine theory, fabrication, and innovation to tackle challenges in
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, neural interfaces, energy harvesting and storage, and optics. From AI modelling of materials and biological complexity to the design of multifunctional micro- and nano systems, we combine theory
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, when dynamics are complex, nonlinear and partially unknown, such a model is typically obtained from observations by performing system identification -- one notable example is given by Gaussian process
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systems. However, when dynamics are complex, nonlinear and partially unknown, such a model is typically obtained from observations by performing system identification -- one notable example is given by