Danyu Yang
The Lipschitz continuity of the solution to branched rough differential equations
Abstract
Based on an isomorphism between Grossman Larson Hopf algebra and Tensor Hopf algebra, we apply a sub-Riemannian geometry technique to branched rough differential equations and obtain the explicit Lipschitz continuity of the solution with respect to the initial value, the vector field and the driving rough path.
Our speaker
Danyu Yang earned her PhD from the University of Oxford under the supervision of Prof. Terry Lyons. She then pursued postdoctoral research at the University of Oxford and the Norwegian University of Science and Technology. In 2021, she joined Chongqing University in China as an Associate Professor.
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