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and 7 of whom are on the teaching track. The faculty have expertise in a broad range of areas, including applied mathematics, discrete geometry, geometry of polynomials, inverse problems, knot theory
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Mathjobs.org | 27 days ago
geometry, geometric group theory, geometry of polynomials, inverse problems, knot theory, mathematical modeling, mathematics education, medical imaging, nonnegative matrix theory, numerical
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geometry, geometric group theory, geometry of polynomials, inverse problems, knot theory, mathematical modeling, mathematics education, medical imaging, nonnegative matrix theory, numerical
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Mathjobs.org | 27 days ago
learning, inverse problems, uncertainty quantification, and rigorous methods for differential equations and scientific machine learning; geometric deep learning, manifold learning, equivariant methods
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learning, inverse problems, uncertainty quantification, and rigorous methods for differential equations and scientific machine learning; geometric deep learning, manifold learning, equivariant methods
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Research Assistant (m/f/d) with a Ph.D. in Civil Engineering, Engineering Physics, Physics, Mathemat
(e.g., DeepONet, Fourier Neural Operators) Knowledge of uncertainty quantification, inverse problems, Bayesian inference, or parameter identification In addition you have: A high degree of initiative and
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components. Experience with machine-learning-assisted detector optimization, inverse problems, image reconstruction, or data-driven modeling of radiation measurement systems. Experience with ADOE, national
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other x-ray or neutron scattering experiments. Programming, for example use of Python and GitHub. Data analysis, inverse problems and statistical analysis. Mathematical understanding, knowledge of
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theorem proving, formal verification, proof assistants, automated proof search, and AI-guided mathematical discovery; neural operators, physics-informed learning, inverse problems, uncertainty
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the teaching track. The faculty have expertise in a broad range of areas, including applied mathematics, discrete geometry, geometric group theory, geometry of polynomials, inverse problems, knot