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: Valparaíso, Valparaiso 2340000, Chile [map ] Subject Area: Numerical Analysis of PDEs Appl Deadline: 2025/07/30 11:59PM (posted 2025/06/05, listed until 2025/12/05) Position Description: Apply Position
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and/or interest in one or more of the following: optimization and optimal control (esp. optimal control of partial differential equations (PDE) or PDE-constrained optimization), scientific machine
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) Doctoral Network Programme funded by the European Commission, that brings together 5 universities, 2 RTOs and 8 industry partners across four countries. Find more information at https://cordis.europa.eu
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of Beatrice Riviere, COMP-M (https://compm.rice.edu ). Backgrounds in one of the following research areas are preferred: high-order numerical methods for partial differential equations (PDEs) structure
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of collections of fluid particles distributed over a lattice is here preferred to solving non-linear PDEs. Processing a simulation in this way has some advantages. The low numerical dissipation allows
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the Université libre de Bruxelles, the Department of Mathematics is home to 6 research groups: Analysis and PDEs, Algebra and combinatorics, Differential geometry, Mechanics and applied mathematics, Actuarial
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Education. The mathematics group includes both pure and applied mathematicians, with research areas ranging from mathematical biology, numerical PDEs, and optimization, to quantum topology, mathematical
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diverse range of pivotal fields, including (but not limited to): Nonlinear PDEs, Geometric Analysis, Harmonic & Functional Analysis, Algebra, Number Theory, Coding & Cryptography, Graph Theory
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about the project, see here: https://www.mn.uio.no/math/english/research/projects/nastran/index.html Francesco Saggio/UiO via Unsplash Francesco Saggio/UiO Qualification requirements The Faculty
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of Imaging/Image Reconstruction. The latter is broadly defined, with applications of tools from areas such as Inverse Problems, Partial Differential Equations (PDEs), Functional Analysis, or Harmonic Analysis