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the supervision of Professor Rosemary Dyson, in the School of Mathematics (in the College of Engineering and Physical Sciences), and interface with the SUM4Products Network. Background The formulated product sector
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applications in defence and security, and this project will be co-funded by MBDA. The main objectives of the project are: Build upon novel mathematical frameworks developed at Manchester to describe complex
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northern Sweden create enormous opportunities and complex challenges. For Umeå University, conducting research about – and in the middle of – a society in transition is key. We also take pride in delivering
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, Lam, Rodríguez Camargo), Modular Forms (Zagier), Teichmueller Theory (Hamenstaedt), Complex Algebraic Geometry (Huybrechts), Global Analysis (Mueller), Topology (Barthel, Ozornova, Schwede) and