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(e.g., Mathematica, Matlab, Python, R), as evidenced in application materials. Demonstrated experience communicating clearly and effectively, as evidenced in application materials and peer-reviewed
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, readiness to participate in interdisciplinary cooperation. Professional command of English. Affinity with computational experimentation in mathematics (Python, Sage, Mathematica, Macaulay2, Gurobi, etc) is a
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spoken. Collaborative work. Programming skills (Mathematica). Website for additional job details https://emploi.cnrs.fr/Offres/CDD/UMR9012-ANNBON-005/Default.aspx Work Location(s) Number of offers
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). Flexible, readiness to participate in interdisciplinary cooperation. Professional command of English. Affinity with computational experimentation in mathematics (Python, Sage, Mathematica, Macaulay2, Gurobi
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Fritz Haber Institute of the Max Planck Society, Berlin | Berlin, Berlin | Germany | about 2 months ago
Excellent communication skills, and in particular good command of the English language. Programming skills: Python, MATLAB, Wolfram Mathematica etc. In addition, research experience in one of the following
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required (e.g., Python, Mathematica, Matlab). Some knowledge of nonequilibrium statistical mechanics (Boltzmann and Vlasov equations) and magnetism (spin dynamics, Landau-Lifshitz-Gilbert equation) is
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. Extensive experience in scientific computing involving programming, numerical analysis, symbolic and logical analysis, Monte Carlo simulations, and computer graphics. Experience in Matlab, Mathematica
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Wolfram Mathematica (or similar languages) is also a plus. The ability to work in a fast-paced research environment, independently or in a team, meeting internal or external deadlines, and be self-motivated
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, numerical electromagnetics, scattering matrix theory, or simulating EM/RF structures in Ansys HFSS (or similar tools) is a plus. Experience or familiarity in writing your own codes in Wolfram Mathematica
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candidate has experience in coding numerical solutions to partial differential equations via the finite element method / finite differences schemes and programming skills in Mathematica, Matlab, Python