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Field
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English language requirements. Completion of a bachelor (honours) degree or master degree by research in: civil engineering geotechnical engineering petroleum engineering mechanical engineering applied mathematics
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The DWI – Leibniz-Institute for Interactive Materials is a federal and state funded research institute of the Leibniz Association based on the Melaten Campus of RWTH Aachen University. International young and experienced scientists from various disciplines develop interactive materials based on...
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field (to be obtained not later than five months after the application deadline) Very good academic record Proficiency in English (written and oral) Good mathematical and statistical skills Language
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: Business and Economics Psychology Mathematics and Computer Science Physics Chemistry Pharmacy Biology Geography Medicine Humanities and Social Sciences: Law Business and Economics Social Sciences and
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plant sciences neurosciences structural biology and biochemistry systems biology, bioinformatics, and mathematical biology molecular medicine Course organisation PhD students will work independently under
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unique opportunity to learn about the most recent developments in the corresponding fields first-hand. Faculties Faculty of Mathematics, Informatics and Natural Sciences: Department of Physics Department
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Chemistry and Earth Sciences Engineering Sciences Mathematics and Computer Science Physics and Astronomy Philosophy Modern Languages Theology Law Economics and Social Sciences Behavioural and Cultural Studies
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Research Details sections of the form. Candidate requirements: Applicants must hold/achieve a minimum of a merit at master’s degree level (or international equivalent) in a science, mathematics or
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, mathematics, statistics and engineering backgrounds who are passionate about applying their mathematical expertise to tackle complex, real-world problems. By fostering these skills, HetSys trains the next
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involve collaboration with our industrial partners. Projects provide a unique research and training experience and an exciting opportunity for you to develop mathematical innovation inspired by contemporary