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written in terms of differential equations. In addition to leading their own research projects, the appointed candidate will have the opportunity to contribute to the projects of PhD students in the group
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the start-up ColibriTD (https://www.colibritd.com/ ) and the DiTeQ team (ICB, UMR 6303), we are recruiting a postdoctoral researcher to work on solving partial differential equations using quantum approaches
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written in terms of differential equations. In addition to leading their own research projects, the appointed candidate will have the opportunity to contribute to the projects of PhD students in the group
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, Differential Geometry, and Nonlinear Partial Differential Equations. You will need to have appropriate skills and qualifications as outlined in the position description, including a PhD in Mathematics. If
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conduct research on numerical methods for partial differential equations, with a particular focus on applications in engineering, physics, life sciences, and earth sciences. The research will focus
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This PhD project will investigate partial differential equations arising from kinetic models, with a particular focus on variational methods. The research will explore how variational structures
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of computational fluid dynamics (CFD). Mastery of applied mathematics and numerical methods. Resolution and discretization of partial differential equations (PDEs) and the algorithm applied to the simulation
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methods for differential equations and scientific machine learning; geometric deep learning, manifold learning, equivariant methods, high-dimensional geometry, and structure-aware learning; and the
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-informed learning, inverse problems, uncertainty quantification, and rigorous methods for differential equations and scientific machine learning; geometric deep learning, manifold learning, equivariant
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AUSTRALIAN NATIONAL UNIVERSITY (ANU) | Canberra, Australian Capital Territory | Australia | 3 days ago
. Current research areas include algebraic geometry, representation theory, number theory, algebraic and geometric topology, nonlinear partial differential equations, harmonic analysis, geometric analysis