The school is organized for PhD students and postdocs interested in Geometric Measure Theory and Analysis in Metric Spaces. Special emphasis will be put on the theory of currents, isoperimetric and filling problems, and regularity theory. The school will be funded by the ERC Advanced Grant GeMeThnES, Geometric Measure Theory in non-Euclidean Spaces.
Dimitri Burago (Pennsylvania State University): From Asymptotic Volume of Tori to Minimal Surfaces in Normed Spaces and Boundary Rigidity, with a Few Digressions
Robert Hardt (Rice University): Rectifiable and Flat Chains and Charges in a Metric Space
Emanuele Spadaro (Hausdorff Center for Mathematics, Bonn): The Role of Multi-Valued Functions in the Regularity Theory of Minimal Currents
Robert Young (IHES, Paris): Asymptotics of Filling Problems