All talks will be held in 704 Thackeray Hall. Location Information
Friday, March 10th |
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|---|---|---|
| TIME | SPEAKER | TITLE AND ABSTRACT |
| 8:30AM - 9:00AM | Coffee and Registration (in 705 Thackeray Hall) | |
| 9:00AM - 9:50AM | Gareth Speight | Porosity and Differentiability in Euclidean Spaces and Carnot Groups |
| 10:00AM - 10:50AM | Robert Young | Embeddings of the Heisenberg group and the Sparsest Cut problem |
| 11:00AM - 11:15AM | Break | |
| 11:15AM - 11:35AM | Anton Lukyanenko | Quasiconvexity in the Heisenberg group |
| 11:40AM - 12:00PM | Scott Zimmerman | Sobolev extensions of Lipschitz mappings into metric spaces |
| 12:05PM - 1:30PM | Lunch | |
| 1:30PM - 2:20PM | Sean Li | Singular integrals on Heisenberg curves |
| 2:30PM - 3:20PM | Vasileios Chousionis | Quantitative rectifiability and intrinsic Lipschitz graphs in the Heisenberg group |
| 3:30PM - 4:20PM | Mario Bonk | Quasisymmetric uniformization |
| 4:30PM - | Reception and Informal Open Problem Session | |
Saturday, March 11th |
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|---|---|---|
| TIME | SPEAKER | TITLE AND ABSTRACT |
| 9:00AM - 9:30AM | Coffee (in 705 Thackeray Hall) | |
| 9:30AM - 10:20AM | Jeremy Tyson | Heisenberg quasiregular ellipticity |
| 10:30AM - 11:20AM | Luca Capogna | Conformal equivalence of visual metrics in pseudoconvex domains |
| 11:30AM - 11:45AM | Break | |
| 11:45AM - 12:05PM | Vyron Vellis | Euclidean sets contained in good surfaces |
| 12:10PM - 12:30PM | Xiaodan Zhou | Sobolev embedding on a sphere containing an arbitrary Cantor set in the image |
| 12:35PM - 2:00PM | Lunch | |
| 2:00PM - 2:50PM | Bruce Kleiner | Rigidity of quasiconformal and Sobolev mappings between Carnot groups |
| 3:00PM - 3:50PM | Valentino Magnani | Area of subsets in nilpotent groups |
| 4:00PM - 4:15PM | Break | |
| 4:15PM - 5:05PM | Matthew Badger | Structure theorems for Radon measures |
| 5:15PM - 5:35PM | Diego Ricciotti | Regularity for p-harmonic functions in the Heisenberg group |
| 5:40PM - 6:00PM | Jake Mirra | Developments on the Hölder equivalence question for the Heisenberg group |