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Geometric Measure Theory and Geometric Analysis in Moscow
(September 14–17, 2020, online, Moscow)

The aim of the conference is to bring together leader experts in the various topics of Geometric Measure Theory and Geometric Analysis.
We assume the conference to have a broad spectra of aspects from Classical Geometric Measure Theory to modern Metric Geometry.
We expect that the conference will promote interactions and scientific exchanges between experts in different aspects.
We also expect young mathematicians and phd students to participate at the conference. We have a limited amount of opportunities for short talks.
Abstracts should be sent to GMTGA2020@mi-ras.ru. After the deadline (May 30, 2020) we will select the best talks and announce them on the web page.

Topic of the conference

• Geometric Measure Theory and its connections with Harmonic Analysis
• Metric Geometry
• Analysis on Metric Measure Spaces
• Riemannian and SubRiemannian geometry
• Calculus of Variations

Financial support. The conference is supported by the Ministry of Science and Higher Education of the Russian Federation (the grant to the Steklov International Mathematical Center, agreement no. 075-15-2019-1614).

 E-mail: email
 Geometric Measure Theory and Geometric Analysis in Moscow, Moscow, September 14–17, 2020 September 14, 2020 (Mon) 1. Progress on Kähler-Ricci flowG. TianSeptember 14, 2020 10:00–11:00, Moscow, online 2. Ahlfors regular conformal dimension of metric spaces and parabolic index of infinite graphsJ. KigamiSeptember 14, 2020 11:00–12:00, Moscow, online 3. On the relations between principal eigenvalue and torsional rigidityG. ButtazzoSeptember 14, 2020 14:00–15:00, Moscow, online 4. Isoperimetric inequalities for Laplace eigenvalues on the sphere and the real projective planeA. V. PenskoiSeptember 14, 2020 15:00–16:00, Moscow, online 5. Honeycombs and Densities, including Multiple Bubbles in Gauss SpaceF. MorganSeptember 14, 2020 16:00–17:00, Moscow, online September 15, 2020 (Tue) 6. Laplacian comparison theorem on Riemannian manifolds with modified $m$-Bakry-Emery Ricci lower bounds for $m\leq1$K. KuwaeSeptember 15, 2020 10:00–11:00, Moscow, online 7. High-dimensional ellipsolds converge to Gaussian spacesT. ShioyaSeptember 15, 2020 11:00–12:00, Moscow, online 8. Functional analysis and metric geometryN. GigliSeptember 15, 2020 14:00–15:00, Moscow, online 9. On the sticky particle solutions to the multi-dimensional pressureless Euler equationsS. BianchiniSeptember 15, 2020 15:00–16:00, Moscow, online 10. Branching properties of random trees in the boundary of Outer spaceI. KapovichSeptember 15, 2020 16:00–17:00, Moscow, online September 16, 2020 (Wed) 11. A new sphere theorem via eigenmapsSh. HondaSeptember 16, 2020 10:00–11:00, Moscow, online 12. Partial regularity of harmonic maps from Alexandrov spaces to compact Riemannian manifoldsH.-Ch. ZhangSeptember 16, 2020 11:00–12:00, Moscow, online 13. Intrinsic Lipschitz graphs in Heisenberg groupsD. VittoneSeptember 16, 2020 14:00–15:00, Moscow, online 14. Multi-material transport problemsA. MassaccesiSeptember 16, 2020 15:00–16:00, Moscow, online 15. Partial regularity of area-minimizing currents mod pA. MarcheseSeptember 16, 2020 16:00–17:00, Moscow, online 16. Geometric Measure Theory and fine structure of harmonic measureA. L. VolbergSeptember 16, 2020 17:00–18:00, Moscow, online September 17, 2020 (Thu) 17. The quadruple bubble in the planeE. PaoliniSeptember 17, 2020 11:00–12:00, Moscow, online 18. Heat kernels on ultra-metric spacesA. A. GrigoryanSeptember 17, 2020 12:00–13:00, Moscow, online 19. Some results on the relaxation of the area functional in dimension two and codimension twoG. BellettiniSeptember 17, 2020 15:00–16:00, Moscow, online 20. On interior and boundary regularity of quasiconfomal mapsE. SaksmanSeptember 17, 2020 16:00–17:00, Moscow, online