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the development of novel mathematical and computational approaches for advanced relational data analysis. Where to apply Website https://pica.cineca.it/unimc/20-br-071/ Requirements Research FieldTechnology
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Mathematics, with a strong background in probability theory and complex analysis. Skills in differential geometry are also required. The thesis topics will focus on constructive field theory for conformal field
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numerical analysis, particularly computational complex analysis an excellent track record of publishing high-quality papers in top-tier mathematics journals solid mathematical programming skills. Pre
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Austrian Academy of Sciences, the Johann Radon Institute for Computational and Applied Mathematics (RICAM) | Austria | 15 days ago
at ahmed.abdeljawad@oeaw.ac.at Your Profile Master Degree in Mathematics, Applied Mathematics or a closely related field. A strong background in at least one of the following areas: ▻ Harmonic Analysis
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semiclassical analysis of geometric quantization. The goal is to describe the joint spectrum of certain pairs of operators acting on spaces of holomorphic sections of large tensor powers of some complex line
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seek colleagues with research interests in any area of applied mathematics, including computational and applied mathematics, mathematical biology, modeling and analysis of complex data and physical
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orale. Intérêt pour les divers aspects de la géométrie complexe : géométrie algébrique, géométrie différentielle, voire un peu d'analyse géométrique.Master's degree in Fundamental Mathematics, including
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be a part of the diverse Caltech community. Job Summary The selected candidate will contribute to a growing research program in Artificial Intelligence and Mathematics. Working under the guidance
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ability to bring these tools to bear on problems in data analysis and complex systems. Experience designing and implementing mathematical measures of complex systems, ideally on graph- or simplicial-complex
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RAP opportunity at National Institute of Standards and Technology NIST Modeling Complex Microstructures Location Information Technology Laboratory, Applied and Computational Mathematics Division