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of dynamical systems. However, when dynamics are complex, nonlinear and partially unknown, such a model is typically obtained from observations by performing system identification. Typical identification
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? Please make sure that your ORCID-profile (https://orcid.org ) works: your publications are listed and public (Set visibility: Everyone). You cannot apply to this job without an ORCID profile
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a diverse range of topics at the leading edge including high-speed optical transmission, signal processing, ultra-wide-band amplification, nonlinear photonics, fibre gratings, fibre lasers, bio- and
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applied/experimental physics and/or related areas • Analytic and experimental skills proven by MSc-work or work experience • Background in optics, nonlinear optics, material science and/or solid state
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optimization, including integer, nonlinear, and combinatorial optimization; global and non-convex optimization; machine learning for optimization; explainable artificial intelligence; heuristic and metaheuristic
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conduct researches of transport phenomena and dynamics of chemical reaction using the approaches of active matter, nonequilibrium statistical physics, theory/mathematical calculation method of nonlinear
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solutions across the natural sciences. Your workplace You will be employed at the Department of Mathematics in the Division of Applied Mathematics, https://liu.se/en/organisation/liu/mai/tima . The research
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with provable performance for nonlinear systems. About us The Department of Mathematical Science provides a creative, dynamic and innovative environment where research, education, and societal
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Engineering at NTNU, where computational mechanics, advanced finite element modelling, and artificial intelligence meet. As a PhD candidate, you will work at the forefront of nonlinear simulation, contributing
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University of North Carolina at Chapel Hill | Chapel Hill, North Carolina | United States | about 6 hours ago
the Principal Investigator on research in Lagrangian geometry and fully nonlinear partial differential equations, including the construction of minimal Lagrangians in complex hyperbolic space and their