Embedding Ellipsoids in the one-point blow up of $\mathbb{C} P^2$

October 2, 2020 - 09:15 - October 2, 2020 - 10:45

Dusa McDuff, Columbia University

Zoom link: : https://umontreal.zoom.us/j/94366166514?pwd=OHBWcGluUmJwMFJyd2IwS1ROZ0FJdz09(link is external)

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.

Embedding Ellipsoids in the one-point blow up of CP2\mathbb{C} P^2

Embedding Ellipsoids in the one-point blow up of CP2\mathbb{C} P^2

Embedding Ellipsoids in the one-point blow up of $\mathbb{C} P^2$

Embedding Ellipsoids in the one-point blow up of $\mathbb{C} P^2$