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National Energy Technology Laboratory (NETL) | Pittsburgh, Pennsylvania | United States | about 2 hours ago
of enhanced recovery techniques in unconventional reservoirs, (2) identify new opportunities for safely and effectively expanding underground natural gas storage operations in the U.S., and (3) optimize
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9,540 employees, including numerous top researchers, it is a globally respected institution that also has outstanding economic significance for the Rhine-Neckar metropolitan region. The Heidelberg Center
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workflows; automating parts of the research pipeline, including experiment launch, logging, evaluation, analysis, and reporting; helping researchers debug, optimize, and scale experimental code; contributing
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or more of the following topics: numerical methods for (partial) differential equations. optimization or inverse problems. data assimilation or uncertainty quantification. agentic and generative AI. solid
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Budget and Financial Management: Manages IT budgets, forecasting, and resource allocation Oversees related vendor contracts, procurement, and cost optimization to ensure transparency and fiscal
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Numerical Algebra, Optimization and Control , Intelligent Computing and Numerical Solutions of Differential Equations, etc. l a range of other related fields. The school currently has 45 Professors, 48
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to monitor lysosomal cathepsins and legumain in immune cells and neurons, and optimization of their use in mass cytometry platforms. Establishment and maintenance of iPSC‑derived neuronal and glial cultures
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healthcare software system. Proficiency in SQL and Python for data transformation, pipeline development, and query optimization, applied through sound data modeling, scalable design, and metadata management
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, safety and security issues. Besides robustness, systems should also be optimized for high performance and energy-efficiency to realized efficient Embodied/Edge-AI implementations. A key focus will be
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motivation to enhance our multidisciplinary research at the intersection of control theory and machine intelligence. Methodologies of interest include: Robot modelling, Nonlinear and Optimal control