September 29 : Person
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October 6 : Connor Mooney
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October 13 : Bo Zhu
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October 20 : Anna Skorobogatova
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October 27 : Daniele Semola
Title: Geometric measure theory on non smooth spaces with lower Ricci curvature bounds. Abstract: The fact that locally area minimizing hypersurfaces sitting inside smooth Riemannian manifolds have vanishing mean curvature is a cornerstone of Geometric Measure Theory and of its several applications in Geometric Analysis. In this talk I will discuss how this principle can be extended and exploited on non smooth spaces with lower Ricci Curvature bounds, where the first variation formula is not available and the classical regularity theory does not even make sense. Based on a joint work with Andrea Mondino (Oxford). |
November 3 : Robert Haslhofer
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November 10 : Person
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November 17 : Yongjia Zhang
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November 24 : Person
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November 29 : Dan Popovici
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Organizer: Luca Spolaor
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