24 maynooth-university-programmable-city-project Postdoctoral positions in Switzerland
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for the production of functional prototypes for industry partners. This project is an Innosuisse collaboration with a Swiss polymer materials producer and combines electrospinning and crosslinking with scalable
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candidate will work closely with a team of engineers and biologists to design, clone, and test synthetic circuits in primary human T cells, and help translate these circuits into functional cellular therapies
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development X-ray based methods focusing on the evaluation of the structure – property relationship in applications such as biomedicine and space. In the frame of an ESA project interfacing research and
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-income countries. Associated with the University of Basel, Swiss TPH combines research, education and services at local, national and international levels. 950 people from 95 nations work at Swiss TPH
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motivated Postdoctoral Researcher to join an applied research project focused on the development of AI/ML-based methods for the automation of laser processing techniques. In close collaboration with our
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https://www.biozentrum.unibas.ch/bumann tackles these challenges by analyzing patient biopsies using advanced imaging techniques and mass spectrometry. The post-docs will lead projects investigating how
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. This postdoc position is part of a national collaborative project involving two major industrial partners — leading suppliers of battery materials and manufacturing equipment for gigafactories. The project is
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The Cardiopulmonary Physiology And Mechanical Support (CPAMS) Research Group offers this position at the Department of Biomedical Engineering (DBE) at the University of Basel. The DBE is jointly run
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University of Basel, Condensed Matter Theory and Quantum Computing Position ID: University of Basel -Condensed Matter Theory and Quantum Computing -POSTDOC [#21540] Position Title: Position Type
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, algebraic geometry and mathematical physics" grant. The successful candidate is expected to collaborate on research projects on the representation theory of quantum loop groups (as well as their Yangian and