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for Postdoctoral Associate positions in the broad research areas of mathematical analysis and partial differential equations (PDEs). While all applicants with a background in the analysis of PDEs will be considered
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research interests of the Mathematics Area at GSSI are: Analysis of PDEs in classical and non-classical fluid mechanics, dispersive PDEs, hyperbolic systems of conservation laws, pattern analysis, numerical
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Lehrstuhl für Angewandte und Computergestützte Mathematik | Aachen, Nordrhein Westfalen | Germany | 7 days ago
engineering, or simulation sciences A solid background in numerical methods for PDEs is required Basic knowledge of fluid mechanics or statistical mechanics is necessary Good programming and scripting skills
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, elliptic PDEs, and geometric analysis, focusing on the construction and regularity of minimal submanifolds as critical points of the area functional or as limits of nodal sets associated with physically
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. The candidate should be knowledgeable of PDE standards, adult education, adult literacy principles and instructional standards and be able to develop curriculum and lesson plans, teach, motivate, and relate
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microfluidic devices used as proxies for the vaginal microbiome. The project will involve first principles mathematical modelling, analytical and/or numerical solution of simplified PDEs for flow physics and
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101219635), aims to advance the mathematical theory of turbulence in incompressible fluids, with a focus on PDE models in low-regularity regimes typical of turbulent flows. The objective is to provide a
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immunology. Job Duties Develop and analyze mathematical models (primarily ODEs, but also PDEs and stochastic models) of viral replication and immune processes. Implement simulations and perform computational
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technology transfers. Potentially collaborate with fabrication and experimental teams to validate models on real hardware and datasets. Where to apply Website https://careers.hpe.com/us/en/job/1204598/HPE-Labs
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, deformation mechanisms and mechanical performance, ultimately enabling more efficient design and optimization of advanced structural materials. [1] https://www.pepr-diadem.fr/projet/ammetis-2/ [2] https