Embedding Ellipsoids in the one-point blow up of $\mathbb{C} P^2$
Embedding Ellipsoids in the one-point blow up of $\mathbb{C} P^2$
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Dusa McDuff, Columbia University
Zoom link:听听:听听听听听听
This talk reports on joint work with Maria Bertozzi, Tara Holm, Emily Maw, Grace Mwakyoma, Ana Rita Pires, and Morgan Weiler on a WiSCon project to investigate the embedding capacity function of the one-point blow up of $\mathbb{C} P^2$. We found three new families of staircases, that are related by symmetries and have other interesting structural features. This talk will explain our findings and our conjectures.