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for solving non-linear differential equations. [1] F. Chyzak, A. Goyer, et M. Mezzarobba. Symbolic-numeric factorization of differential operators. Technical Report https://hal.inria.fr/hal-03580658v1 , HAL
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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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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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Parametric integrators approximate solutions of (high-dimensional) partial differential equations by restricting the numerical approximation to a closed form that nonlinearly depends on, and is
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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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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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The research group of Prof. Taoufik Hmidi at New York University Abu Dhabi (NYUAD) is seeking a Research Scientist to conduct research in partial differential equations (PDEs), mathematical fluid
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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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University of Toronto | Downtown Toronto University of Toronto Harbord, Ontario | Canada | about 1 month ago
: Course Number and Title: MAT244H5F LEC101 Differential Equations I Course Description: Ordinary differential equations of the first and second order, existence and uniqueness; solutions by series and
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University of Toronto | Downtown Toronto University of Toronto Harbord, Ontario | Canada | about 1 month ago
: Course Number and Title: MAT244H5S LEC101 Differential Equations I Course Description: Ordinary differential equations of the first and second order, existence and uniqueness; solutions by series and