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Field
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Zhennan Zhou's primary research interests lie in the applied analysis of differential equations and stochastic models, as well as the design and analysis of numerical methods for scientific problems
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conferences. Candidates should hold a Ph.D. in Physical Oceanography or related discipline, with demonstrated expertise in numerical modeling and data analysis. Strong communication skills and a record of peer
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., COMSOL, ABAQUS, ANSYS) Expertise in electromagnetic theory and its coupling to continuum mechanical systems Proficiency in the numerical analysis of coupled electromechanical systems Strong publication
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to numerous preclinical research projects focused on the development of novel molecular magnetic resonance imaging (MRI)-based techniques for early detection, disease phenotyping and monitoring treatment
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: wildlife ecology, biogeography, conservation science, environmental science, habitat suitability modeling/geospatial analysis, field studies Description: The Institute at Brown for Environment and Society
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their own research skills in ocean modeling, data analysis, and scientific communication. Contribute to identifying new research opportunities and potential collaborations, helping to expand the research
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of Quantum Probability and Operator Algebras, Differential Geometry, Algebraic Geometry, Numerical Methods especially for Stochastic Differential Equations, Harmonic Analysis, and Classical Analysis, each
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neuroimaging and mc-tCS simulation approaches based on realistic head volume conductor models using modern finite element methods as well as sensitivity analysis. The new methods will be applied in close
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Mail: Boltzmannstrasse 3 85748 Garching Web Page: https://www.spp2311.de https://www.math.cit.tum.de/math/forschung/gruppen/numerical-analysis/
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Areas: Physics / Theoretical Physics Quantum Information Science Quantum Computing Numerical Modeling Quantum Condensed Matter Theory (more...) Physics/Condensed matter theory Appl Deadline: filled