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10 Apr 2026 Job Information Organisation/Company Radboud University Research Field Mathematics » Geometry Mathematics » Mathematical analysis Researcher Profile First Stage Researcher (R1
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invariants of singular foliations. Key tools to be used are (Lie) groupoids, cyclic cohomology, C*-algebras, K-theory, index theory, and general geometry and analysis on manifolds. The PhD project will be
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cellular patterns and signals help specific cells to switch to regeneration and be successful. Reliable and reproducible plant regeneration is a key factor for successful propagation of many crops, yet
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research in affective neuroscience and/or its application to wellbeing and performance. You have affinity with, and experience in, the acquisition and analysis of psychophysiology (i.e. autonomic nervous
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). You have a strong interest in fundamental research in affective neuroscience and/or its application to wellbeing and performance. You have affinity with, and experience in, the acquisition and analysis
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analyse both existing panel data and newly collected survey data (e.g. with multilevel regression and longitudinal panel analysis). We will refine existing network measures to better capture inherited
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or are willing to acquire the relevant skills during your PhD project. You have an affinity with Digital Humanities, especially with network analysis and visualisation tools (e.g. Nodegoat, Gephi). You are able
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have an affinity with Digital Humanities, especially with network analysis and visualisation tools (e.g. Nodegoat, Gephi). You are able to conduct independent academic research and present your findings