The aim of this project is to develop innovative mathematical theory and numerical algorithms for solutions of stochastic partial differential equations that describe properties of magnetization in ferromagnetic materials. The mathematical toolset will include analytical methods from stochastic analysis, partial differential equations, multiscale analysis and the theory of dynamical systems
a PhD in Mathematics (either awarded or submitted with reports received recommending award); demonstrated expertise in either Stochastic Differential Equations or Partial Differential Equations (preferred in both); demonstrated ability to conduct high-quality research either independently or as part of a research team; published research as sole author or in collaboration; demonstrated excellence in written and verbal communication
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