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Postdoc Position in Computational Antigen Discovery Faculty: Faculty of Science Department: Department of Pharmaceutical Sciences Hours per week: 36 to 40 Application deadline: 31 August 2026
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developing a research project. You bring: A PhD in computational science or a related field and experience in a previous postdoctoral research position. Experience with agent-based modelling and differential
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van Leeuwen), and the AI4Science Lab, Informatics Institute, University of Amsterdam (dr. Patrick Forré), combining industrial relevance with academic depth in computational science and mathematical
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Applicants must have a PhD in a computational field such as Artificial Intelligence or Computational Cognitive Science, or a strong background in experimental behavioral research. Candidates should
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Apply now » Science Operations Scientist Job Requisition ID: 20826 Date Posted: 3 September 2026 Closing Date: 24 September 2026 23:59 CET/CEST Publication Method: Internal & External Type of
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26 Sep 2026 Job Information Organisation/Company Radboud University Research Field Neurosciences » Neurobiology Neurosciences » Neuroinformatics Psychological sciences » Cognitive science Researcher
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Advanced Computer Science (LIACS). As a team, we develop cutting-edge techniques for advanced computational imaging systems, combining expertise from Mathematics (Inverse Problems), Computer Science
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related field. You have a strong motivation to conduct interdisciplinary empirical research at the intersection of cognitive science and developmental psychology. You have experience with computational
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coronary artery disease and supporting clinical decision-making during catheterization procedures. The project brings together cardiovascular imaging, generative AI, and computational modeling to develop
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Centrum Wiskunde en Informatica (CWI) | Amsterdam, Provincie Noord-Holland | Netherlands | about 1 month ago
mathematics, applied mathematics, computational science, mathematical physics, or a closely related field; a strong background in one or more of the following areas: partial differential equations, inverse