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to the success of the whole institution. At the Faculty of Mathematics, Institute of Scientific Computing, the Junior Professorship in Applied Mathematics offers a position as Research Associate / PhD Student (m/f
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PhD candidate, you will develop new analytical theories and methods for complex systems of partial differential equations and apply them to models for marine biofilm growth. Join a stimulating research
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equations and apply them to models for marine biofilm growth. Join a stimulating research environment, tackle timely open questions and engage with a vibrant academic community. The Mathematics Department
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candidate will enjoy working on finite-element based modelling, the application of mathematical concepts from UQ/ML to practical problems, and an understanding of scripting/programming. Individuals with
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Max Planck Institute for Multidisciplinary Sciences, Göttingen | Gottingen, Niedersachsen | Germany | 4 days ago
Job Code: 42-25 Job Offer from December 08, 2025 The International Max Planck Research School (IMPRS) for Genome Science & the Research Training Group GönomiX are looking for PhD Students (f/m/d
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). The main aim of this PhD project is to develop mathematical models relevant for processes at the anode of aluminium electrolysis cells, with emphasis on evolution of bubbles, including the so-called “anode
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. Project description This PhD project focuses on advancing the scientific computing foundations of quantum spin dynamics by developing efficient numerical algorithms for modeling complex, open quantum
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The SCS department at UT's Faculty of Electrical Engineering, Mathematics, and Computer Science (EEMCS) advances semantic modelling, cybersecurity, and service design to enable meaningful computing
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researcher will perform cutting-edge research in computational modeling methods applied to regenerative medicine and more specifically, to bone regeneration. PhD in Computational Modelling of Bone Regeneration
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process). The PhD project is affiliated to the National Research Center for Zero Emissions Metal Production (FME ZeMe). The main aim of this PhD project is to develop mathematical models relevant