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                Eligibility criteria Numerical analysis and finite element method Solving anisotropic problems Website for additional job details https://emploi.cnrs.fr/Offres/CDD/UMR7340-SOPBAU-024/Default.aspx Work Location 
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                jelly membrane through finite element analysis, in: Proceedings of SB2024. Compiégne, France. Da Rocha, A., Chatelin, S., Po, C., Laurent, C., Perroud, O., Kerdjoudj, H., Mauprivez, C., Baldit, A., 2025a 
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                of the fabricated fibers within optical networks. - Design of innovative hollow-core fiber structures using the finite element method. - Fabrication of specific optical fibers on a fiber drawing tower. - Linear 
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                Inria, the French national research institute for the digital sciences | Pau, Aquitaine | France | 23 days ago., & Sen, M. K. (2007). Grid dispersion and stability criteria of some common finite‐element methods for acoustic and elastic wave equations. Geophysics. Chaljub, E., et al. (2007). Spectral element analysis 
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                The successful candidate will hold a PhD in applied mathematics, and will have knowledge of PDE discretization methods such as finite elements, finite volumes, etc. Practical knowledge of at least one programming 
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                finite elements, finite volumes, etc. Practical knowledge of at least one programming language (preferably C++). English : level C2 _ All research exchanges will be in English Additional comments ERC 
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                engineering, finite element modelling • Probability theory, stochastic process modelling, statistical tools • Artificial Intelligence and Machine learning approaches • Programming (python) A first experience 
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                on finite element models previously developed and validated within the laboratory. This will involve running parametric simulation campaigns, preparing computational cases, analyzing results, and structuring 
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                Inria, the French national research institute for the digital sciences | Pau, Aquitaine | France | about 1 month agocontinuous/discontinuous Galerkin spectral finite element solver for seismic wave simulation, with applications in subsurface imaging and CO₂ monitoring. The project combines the efficiency of continuous 
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                knowledge of numerical methods - knowledge of free-surface flows, granular flows - proven experience in numerical simulation (finite elements, finite volumes, CFD, LES, etc.) - proficiency in basic scientific