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collaboration with numerous public and private sector partners. The primary objective of MishMash is to create, explore, and reflect on AI for, through, and in creative practices. MishMash researchers will
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on the exploration of numerous different material systems ranging from III-V, diamond, silicon carbide, doped glass, etc., that overcome the limitations of traditional nonlinear platforms like lithium niobate, silicon
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and education within the ERCOM network of European mathematical research centers. Computational mathematics is a cornerstone of modern science. Its methods are reshaping the foundations of pure
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scientists, and we put emphasis on communicating our research to decision-makers and a wider audience. Our methods include global and regional modeling of human and natural systems, the use of observational
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promising researchers an opportunity for academic development through a PhD education leading to a doctoral degree. The hired candidate will be admitted to the PhD program in Educational Sciences and
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mathematical research centers. Computational mathematics is a cornerstone of modern science. Its methods are reshaping the foundations of pure mathematics, while abstract mathematical concepts generate fresh
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27 Nov 2025 Job Information Organisation/Company University of Oslo Research Field Computer science Researcher Profile Recognised Researcher (R2) Positions Postdoc Positions Country Norway
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PhD Research Fellow in ML-assisted reservoir characterization/modelling for CO2 storage (ref 290702)
Deadline 31 Dec 2025 - 23:00 (Europe/Oslo) Type of Contract Temporary Job Status Full-time Hours Per Week 37.5 Is the job funded through the EU Research Framework Programme? Not funded by a EU programme Is
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and numerical methods for analyzing stochastic transport equations, which are critical for understanding how random fluctuations affect dynamic systems such as turbulence, water waves, and compressible
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the Research Council of Norway. The project’s goal is to develop mathematical and numerical methods for analyzing stochastic transport equations, which are critical for understanding how random fluctuations