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Theory, Representation Theory, Arithmetic Geometry or related areas * Excellent command in English is required. Good working knowledge of French would be desirable but not required We offer * A modern
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University of Oslo and UiT The Arctic University of Norway | Norway, Michigan | United States | about 18 hours ago
earlier than 2 January 2027 and preferably as soon as possible thereafter Project 2: Bridging logic, knowledge representation and learning Employment: University of Oslo, Department of Informatics PhD
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/ Machine Learning Knowledge Representation and NLP methods Clinical Informatics Bioinformatics Biomedical Ontology Public Health Informatics Nursing Informatics Imaging Informatics Duties will include
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/ Machine Learning Knowledge Representation and NLP methods Clinical Informatics Bioinformatics Biomedical Ontology Public Health Informatics Nursing Informatics Imaging Informatics Duties will include
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, omics, and other biomedical data • Representation learning, self-supervised learning, and transfer learning for health data • Agentic AI and AI agent development for clinical and biomedical
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across different omics layers and platforms. Cross-omics data fusion and representation learning for comprehensive systems biology modeling. Identification of causal relationships and biomarker
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detection and monitoring, invariant and distributionally robust representation learning algorithms, and deployment-time calibration with uncertainty quantification using approaches such as conformal
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Government, especially political representation, party competition, political institutions, or poltical behaviour. Your role: Your future position is based at the Department of Government, which is a
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repository, the related the use of Indigenous AI to create, manage, reinterpret, “rematriate”/repatriate and recover archives and museum collections, experiential/spatial knowledge(s) and representation
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department with strengths in Algebraic Geometry, Analysis, Combinatorics, Differential Geometry, Mathematical Biology, Number Theory, Representation Theory, Topology, and Probability. The department has a