17 structural-engineering "https:" "https:" "https:" "https:" "https:" "VIETNAMESE GERMAN UNIVERSITY" scholarships at Umeå University
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employment conditions. More information about the department is available at: https://www.umu.se/en/department-of-computing-science/ This is a joint PhD position with the Umeå Centre for Gender Studies
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/en/faculty-of-science-and-technology/education/doctoral-studies/chemistry/ . For more information about working at Umeå University, https://www.umu.se/en/work-with-us/ .
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tools, which can be used to analyze massive amounts of scMetaG data. In addition to being affiliated with the Department of Clinical Microbiology at Umeå University (https://www.umu.se/en/department
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education to enable regions to expand quickly and sustainably. In fact, the future is made here. The Department of Physics at Umeå University (https://www.umu.se/en/department-of-physics/ ) conducts strong
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Tomon. More information about Discrete Mathematics at Umeå University can be found on the group’s homepage: https://www.umu.se/en/research/groups/discrete-mathematics/ As a PhD student, you will be part
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. The research group is associated to the strong microbiology research center in Umeå, the Molecular Infection Medicine in Sweden (MIMS, https://www.umu.se/mims/) and Umeå Centre for Microbial Research (UCMR
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education to enable regions to expand quickly and sustainably. In fact, the future is made here. The Department of Physics at Umeå University (https://www.umu.se/en/department-of-physics/ ) and LunaLEC AB
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an employee at Umeå University here: https://www.umu.se/en/work-with-us/benefits/ . Application You apply via our e-recruitment system Varbi. Log in and apply via the button at the bottom of the page
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education to enable regions to expand quickly and sustainably. In fact, the future is made here. The Department of Physics at Umeå University (https://www.umu.se/en/department-of-physics/ ) conducts strong
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department is available at: https://www.umu.se/en/department-of-computing-science/ Project description Graph transformation is a well-established theory that studies computational methods to transform graphs