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inspired by notions of energy, leading to highly efficient, local learning rules. What are you going to do? As a PhD candidate, you will develop mathematical theory for learning in nonlinear and dynamic
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3 Sep 2026 Job Information Organisation/Company Lodz University of Technology Department Department of Machine Dynamics Research Field Physics » Other Mathematics » Other Researcher Profile First
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quantify the impact of nonlinearity on flow and transportin confined porous media. We put particular emphasis on three sources of nonlinearity: non-Newtonian rheology, large driving rates leading to dynamic
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following objectives: Modelling & design of a novel versatile MEMS sensor measuring dynamic torque & motion for automotive powertrains, via nonlinear dynamics accounting for variations in powertrain operating
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diagnosis and safety assessment of infrastructures. The research aims to integrate advanced numerical models, any available experimental data and information on the asset, with specific attention to nonlinear
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Post-Doctoral Associate in the Division of Engineering (Mechanical Engineering) - Dr. Mohammed Daqaq
the Job related to staff position within a Research Infrastructure? No Offer Description Description The Laboratory of Applied Nonlinear Dynamics (L.A.N.D.) within the Division of Engineering at New
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The Engineering Dynamics | Engineering Dynamics | Department MS3](https://www.utwente.nl/en/et/ms3/research-chairs/ed/)) group, Faculty of Engineering Technology at the University of Twente
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Statistics, as well as MS in Mathematics and MS in Data Science and Analytics. Current research interests in the Applied Mathematics group include: Fluid Dynamics, Biomathematics, Nonlinear PDE’s, Symmetries
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of the profile of the unit announcing the competition: Division of Dynamics is a leading unit in Lodz University of Technology working on mechanical engineering problems including nonlinear systems
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to apply. Applicants who complement existing Duke MEMS strengths in aeroelasticity and unsteady aerodynamics, experimental and theoretical fluid mechanics, nonlinear dynamics and stability, and control