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The Fraunhofer Institute for Industrial Mathematics ITWM is the world's largest institute for industrial mathematics and is one of the top employers in Germany. In the Optimisation department, we
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, Psychological sciences JOB /OFFER DESCRIPTION COMPO Team The ambition of the COMPO Inria-Inserm joint project-team is to develop novel mathematical models integrating data available in clinical oncology (from
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Specific Requirements A master's degree (or an equivalent university degree) in mathematics or applied mathematics. A research-oriented attitude. Motivated to develop your teaching skills and coach students
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using mathematics to simulate gigantic ash plumes after a volcanic eruption. In other words: there is plenty of room at the faculty for ground-breaking research. We educate innovative engineers and have
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Description of the offer : We are pleased to offer a PhD position in the group of Dr. Alexander Mook at the Johannes Gutenberg University (JGU). We aim to develop the theory of spin-lattice coupled
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to continuously develop your skills and contribute to discrete mathematics research. The assessment of applicants is based on their qualifications and ability to benefit from the doctoral study they will receive
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education to enable regions to expand quickly and sustainably. In fact, the future is made here. The Department of Mathematics and Mathematical Statistics is opening a PhD position in mathematics focusing
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Mathematical and numerical models of piezoelectric wave energy converters (MPhil or PhD scholarship)
into question 2 of the financial details section. About the scholarship This scholarship is funded by an Australian Research Council Discovery Project that aims to develop mathematical and numerical models
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project explores ferroptosis induction by RSL3 and iron supplementation in PCa models to develop novel treatments. Mathematical oncology is pivotal in cancer research, aiding experimental studies to unravel
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to at least 60 higher education credits in mathematical statistics. These courses shall include elements of probability theory, stochastic processes and statistical inference corresponding to the contents