| European Research Council Advanced Grant
within the Horizon 2020 Programme Metric measure spaces and Ricci curvature – analytic, geometric and probabilistic challenges |
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The main goals will be
- to analyze time-dependent metric measure spaces and (super-) Ricci flows
- to study metric measure spaces with measure valued Ricci bounds and Ricci tensors
- to further develop the stochastic calculus on metric measure spaces with synthetic Ricci bounds
Activities:
- Workshop on Aspects of Ricci Curvature Bounds, The Fields Institute, 2022
- Conference 2022: From Dirichlet Forms to Wasserstein Geometry
- Summer School 2019
- Intense Activity Period 2017: "Metric measure spaces and Ricci curvature"
© Harald Grohganz