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of transformations are mathematically justifiable. To address this limitation, an alternative IRT framework based on non‑Euclidean geometry will be studied. In this approach, the ability arises naturally by measuring
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science » Programming Economics » Applied economics Mathematics » Applied mathematics Mathematics » Combinatorial analysis Technology » Transport technology Researcher Profile First Stage Researcher (R1) Application
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3 Apr 2026 Job Information Organisation/Company KU LEUVEN Department OM/FEB Research Field Economics » Econometrics Economics » Industrial economics Engineering » Industrial engineering Mathematics
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have a master's degree in engineering with a background in any of the following domains: electrical or mathematical engineering, biomedical engineering, information technology, artificial intelligence
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» Econometrics Economics » Business economics Information science » Information management Mathematics » Discrete mathematics Mathematics » Applied mathematics Researcher Profile First Stage Researcher (R1
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economics Economics » Econometrics Engineering » Computer engineering Information science » Information management Mathematics » Applied mathematics Mathematics » Statistics Computer science » Programming
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5 Feb 2026 Job Information Organisation/Company KU LEUVEN Research Field Computer science » Informatics Computer science » Modelling tools Mathematics » Computational mathematics Mathematics
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8 Feb 2026 Job Information Organisation/Company KU LEUVEN Department OR/EB UGENT - OM/FEB Research Field Mathematics » Applied mathematics Computer science » Modelling tools Computer science
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for someone with the following characteristics and assets: •You recently completed your master’s degree (or are about to complete it in 2026) in Engineering, Business Engineering, Mathematics, Data Science