927 evolution "https:" "https:" "https:" "https:" "https:" "U.S" "U.S" positions in Sweden
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that prevail at very small dimensions, and promote the development of technologies that utilise these phenomena. About the research project The topic of the PhD project will be about tunable self-assembled
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computation, that aims to revolutionize the computing paradigm. We are dedicated to the comprehensive research and development of superconducting quantum circuits, encompassing design, fabrication, control, and
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investigate how such structural domains influence material properties. The project combines methodological development with studies of real material systems, offering opportunities to contribute both
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activities. Chalmers' researchers deal with basic research on the unique chemical and physical phenomena that prevail at very small dimensions, and promote the development of technologies that utilise
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. Chalmers was founded in 1829 and has the same motto today as it did then: Avancez – forward. URL to this page https://www.chalmers.se/en/about-chalmers/work-with-us/vacancies/?rmpage=job&rmjob=14708&rmlang
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-emitting devices and other advanced optoelectronic applications. The positions are based in the Green Nanodots Group (https://www.umu.se/en/research/groups/green-nanodots/ ), Department of Physics, Umeå
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investigations of insect sensory systems. Assessment criteria and other qualifications This is a career development position primarily focused on research. The position is intended as an initial step in a career
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such as the heart and nervous system, invariably with fatal consequences. The project will focus on probing the molecular factors underlying this instability (see for example https://www.nature.com/articles
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University of Gothenburg, Department of Education, Communication and Learning | Sweden | about 2 months ago
of digitalisation for education and working life. Child and Youth Studies is a third-cycle subject dealing with the living conditions, learning, development and socialisation of children and youth from a
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acting on operators, such as computational methods for fractional powers of differential operators. A particular emphasis will be on the development, implementation and error analysis of finite element