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Field
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and sensor data processing, bioinformatics, systems biology, or biophysics. Familiarity with simulation environments, numerical methods, or machine learning approaches is an advantage. Fluent command
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in image-based classification tasks is expected. Working knowledge of QGIS, along with proficiency in numerical and data manipulation libraries such as NumPy, and visualization tools like Matplotlib
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profound interest in inorganic chemistry, both in experimental and modelling applications. We are looking for candidates who are also interested in the analytical and numerical aspects of the work
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of multi-petawatt laser technologies. The primary objective of the project is to exploit the theory and large-scale numerical simulations to design a laser-based optical system capable of efficiently
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silicon waveguides with a nanometric core. This work will include the development and optimization of simulation tools for the design of these waveguides, combining numerical results with simplified models
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in a variety of lossy media. The project will give you an opportunity to work with theoretical, numerical and experimental aspects of machine learning assisted design of antennas and metasurfaces
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strong energy systems knowledge, electricity, heat, and gas netwrok modelling & simulation, and research software development skills that want to develop cutting-edge knowledge and software for the energy
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(e.g. Python, MATLAB or equivalents); Interest in applied thermodynamics, numerical simulation and sustainable energy systems. Where to apply Website https://emploi.cnrs.fr/Candidat/Offre/UMR7274-SILLAS
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Max Planck Institute for Gravitational Physics, Potsdam-Golm | Potsdam, Brandenburg | Germany | about 2 months ago
, gravitational self-force, black-hole perturbation theory, and effective-one-body theory), numerical-relativity, most notably simulations of compact objects in general relativity and alternatives, interpretation
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, photonics, or electrical engineering, with interest in both theory and experiment. Experience with numerical simulations (e.g. time-domain propagation, coupled-mode theory, or nonlinear ODE/PDE solvers