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. To address these issues, the company CargoKite (https://cargokite.com/ ) is developing a wind-powered ship for autonomous, highly flexible global container transportation, which is currently at the concept
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you are interested in joining the MPIDR, how the MPIDR could foster your professional development and career trajectory, and in which ways your interests and skills fit the research program of
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classical topics in numerical analysis, such as the analysis of nonlinear PDEs or the development of new solver- or coupling-methods including their convergence analysis, but also modeling and simulation
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available in the further tabs (e.g. “Application requirements”). Programme Description The Grant Programme of the Berlin House of Representatives awards funding to young researchers in any subject area from
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Max-Planck-Institut für Kohlenforschung, Mülheim an der Ruhr | M lheim an der Ruhr, Nordrhein Westfalen | Germany | about 2 months ago
. The research program Fundamental Principles of Organic Reactivity founded by Guanqi Qiu invites applications for a position as a PhD student or Postdoc in physical organic chemistry. The Qiu group focuses
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smart grid). While there has been tremendous progress in formal verification of cyber-physical systems, existing approaches still require expert knowledge. The main goal of this project is to develop
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) - Semantic 3D Scene Understanding - Face / Body Tracking, 3D Avatars - Non-Linear Optimization - Media Forensics / Fake News Detection How to Apply: Follow the instructions on our application platform: https
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those tools for practical applications. For an overview of our previous work, please check out our web pages on software/design automation for microfluidics . Conventional Circuits and Systems: We develop
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(angela.dai@tum.de) • Please understand that we cannot review incomplete applications Website: https://www.3dunderstanding.org/openings.html The position is suitable for disabled persons. Disabled applicants
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Gittereichtheorien“, das im Rahmen des Emmy Noether-Programms der DFG gefördert wird. Ziel des Projekts ist die Entwicklung digitaler Quantenalgorithmen zur Simulation nichtabelscher Gittereichtheorien. Wir suchen