Wednesday September 23rd, 2020 | |
| Time: | 3:00 PM - 4:15 PM |
| Title: | Mirror Symmetry and Berkovich Analytic disks |
| Speaker: | Sean Keel, The University of Texas at Austin |
| Abstract: | |
| I'll describe recent joint work with Tony Yu where we give a Berkovich geometric construction of (what we conjecture is the) HMS mirror to an affine log CY manifold, and in particular prove the Frobenius Structure conjecture under the assumption that the log CY contains a Zariski open algebraic torus. | |