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Universität Augsburg
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| Abstract: |
| In this talk, I will explain that the Lagrangian capacity of any convex or concave toric domain, in arbitrary dimension, is equal to its diagonal. This confirms a conjecture of Cieliebak–Mohnke on the Lagrangian capacities of ellipsoids. Our proof is based on an S^1-equivariant variation of techniques developed by Fukaya and Irie, and avoids the use of holomorphic curves with local tangency constraints. This is joint work with Yin Li (Uppsala University). Ref: arXiv:2606.20051 |
| Hierzu ergeht herzliche Einladung. |