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optimization of technical processes and products. We present the exciting range of applications of our collaborative software development MESHFREE: https://www.meshfree.eu/ Currently, our team is working
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that govern membrane function. Your Mission: Develop a multiscale scattering model that bridges nanoscopic and mesoscopic structure and dynamics. Mathematical Modeling: You will combine rigorous mathematical
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vertical devices, it’s crucial to ensure uniform current flow across the entire device area. Structural modifications like current spreaders, channel regrowth or optimized electrode designs help mitigate
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PhD fellowship (R1) to work on the MSCA project SAILING. The tasks to be carried out will be focused on developing a distributed energy optimization local controllers leading to the grid edge conceptual
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. Your future tasks: Active participation in research, teaching & administration, which means: Collaboration and research in the field of Applied Mathematics with Emphasis on Optimization: o You identivy
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Associação do Instituto Superior Técnico para a Investigação e Desenvolvimento _IST-ID | Portugal | 25 days ago
for Mathematical Analysis, Geometry and Dynamical Systems), (2024.14494.PEX), financed by national funds through FCT/MCTES (PIDDAC Workplan: The project will focus on exploring spectral and shape optimization
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engineering, including performance and conceptual design Experience in energy systems modelling and mathematical optimization Programming skills in, for example, Matlab, Python, C++, Fortran, or equivalent
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for admission to the faculty's Doctoral Program. Good oral and written presentation skills in English. You need strong skills in mathematics, probabilities, optimization and programming. PLEASE NOTE: For detailed
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Doctoral Program Good oral and written presentation skills in English. You need strong skills in mathematics, probabilities, optimization and programming. PLEASE NOTE: For detailed information about what the
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algorithms, mathematics of artificial intelligence, advanced optimization for decision making, matrix and tensor algebra, and the intersection of these areas. Close interaction with permanent research