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study combining Direct Numerical Simulations (DNS) with global stability analysis, providing valuable insight into the instability mechanisms at play. However, such high-fidelity numerical approaches
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modeling to create a predictive tool that spans orders of magnitude in length and time. Hands-On Numerical Modeling: Implement your model in a custom-made data analysis tool that uses advanced optimization
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, Air quality, PFAS, Particles, Non-target analysis, Data analysis. Location of the PhD project: UPVD (Université Perpignan Via Domitia), Perpignan, France: 1st year of the PhD INERIS, Verneuil-en-Halatte
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studies have focused on homogeneous isotropic turbulence, whereas real flows are typically inhomogeneous and sheared. The objective of this experimental PhD project is therefore to investigate inertial
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team focuses on the formal analysis of security protocols and studies numerous protocols, including electronic voting. The team has developed several algorithms to prove protocol security and regularly
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the guidance of Professor Emmanuil Georgoulis. Relevant skills are a PhD (or near completion of a PhD) in Numerical Analysis, or Scientific Computing, or related field. The position requires good programming
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Inria, the French national research institute for the digital sciences | Palaiseau, le de France | France | 2 days ago
Website https://jobs.inria.fr/public/classic/en/offres/2026-09839 Requirements Skills/Qualifications Strong mathematical background. Knowledge in numerical optimization is a plus. Good programming skills in
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applications in mathematics (combinatorics, algebras, numerical analysis, stochastic analysis…) and physics (renormalisation theory, string theory…). Recently, some new structures on rooted trees have appear in
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enquiries please contact Dr Lauren Lee at: lauren.lee@ucl.ac.uk For further information on the MPhil/PhD course as well as the recruitment and selection process, please click on the link below: https
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education in China. Our research covers the core disciplines of modern mathematics, with robust established strength and numerous active research teams in l pure mathematics, including Operator Theory and