22 computer-"https:" "https:" "https:" "https:" "Dr" "University of Aberdeen" Postdoctoral positions at Utrecht University
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Deadline 2 Feb 2026 - 22:59 (UTC) Type of Contract Temporary Job Status Not Applicable Hours Per Week 40.0 Is the job funded through the EU Research Framework Programme? Not funded by a EU programme Is the
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, and Information Science. More information For more information about this position, please contact Dr. Niels Kerssens at N.Kerssens@uu.nl Candidates for this vacancy will be recruited by Utrecht
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teaching line within the Biology Bachelor’s programme and its own track Behavioural Ecology in the Master Environmental Biology. More information For more information, please contact Dr. Jorg Massen
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bringing together inspiring people across disciplines and with a variety of perspectives and backgrounds. The Faculty has six departments: Biology, Pharmaceutical Sciences, Information & Computing Sciences
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the project leader, Dr Mateusz Płatos, and oversee the work of a student assistant. You will: • Co-develop diary and interview protocols with neurodivergent students and conduct these interviews
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strengthen the diversity of perspectives and backgrounds in our department. More information For more information about this position, please contact Dr. Gianmaria Colpani at g.colpani@uu.nl . Candidates
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academic community and benefit from interdisciplinary collaboration across social psychology, sociology, and public health. You will work under the supervision of Dr. Anna Zhelnina, principal investigator
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February 2026 Apply now We are looking for an ambitious researcher who fills a two-years postdoc position. You will have 20% teaching time. You will contribute to the teaching programme of interdisciplinary
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contribute to the teaching programme of interdisciplinary social science. Your job The programme ‘Youth in Changing Cultural Contexts’ aims to identify opportunities for young people to thrive and grow within
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of points on (noncommutative) surfaces, and compute their categorical invariants like Hochschild cohomology, and generalize these results to abstract symmetric powers of dg categories. You will be embedded in