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aspects include rough paths and subsequent developments for nonlinear stochastic partial differential equations. The theory of signatures and rough volatility also provides important connections to algebra
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. The position is hosted at the Chair for Algorithms and Complexity, headed by Prof. Susanne Albers (http://wwwalbers.in.tum.de/index.html.en). The dissertation work will involve research in the fields
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within three years, provided they can work on it full-time. The supervision concept includes mentoring tandems with principal investigators from the DPE professorship and external senior mentors from other
Searches related to operator theory
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