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) English (United States) MY PROFILE / LOGIN > More Search Options Loading... Clear Create Jobalert Apply now » City: Kaiserslautern Date: Aug 1, 2026 Ph.D. Candidate »Experimental and Numerical
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calculation is made. Different methods can therefore give different savings for the same case. This becomes a regulatory problem when those predictions affect emissions credit, compliance or investment. This
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methods for inverse problems governed by PDEs. Specific research topics include: • Operator recurrent neural networks for elliptic inverse problems (e.g., Calderón's problem, Schrödinger-type equations
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Mathjobs.org | about 1 month ago
, uncertainty quantification and probabilistic methods, and integrating any area of mathematics research and AI. The successful candidate will be expected to develop a leading research program, contribute to
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, uncertainty quantification and probabilistic methods, and integrating any area of mathematics research and AI. The successful candidate will be expected to develop a leading research program, contribute to
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knowledge Interest in Interdisciplinary Work, strong mathematical background, reasonable coding skills, preferably experience with scientific computation, numerical methods. Project funding Other Learn more about minimum entry requirements .
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quantum information science. Successful candidates will apply and further develop theoretical methods for studying nanoscale magnetic and magnet-superconductor hybrid systems, and implement these in
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environmental impacts of transportation infrastructure projects and drinking water supply. By integrating multi-fidelity geospatial and operational data with numerical modelling and data-driven approaches—such
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, acoustic measurement technology, non-destructive testing based on acoustic methods, signal processing, and numerical modelling, with applications in, among other fields, biomedical engineering, civil
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, quantum error correction, and quantum cryptography. The successful candidate will develop analytical and numerical methods for quantum information processing and investigate novel quantum error