International seminar on Homological Mirror Symmetry and vertex algebras
Thursday, May 25
| 16:00 – 18:00 | A. Efimov |
| 18:00 – 18:15 | Coffee break |
| 18:15 – 19:20 | Discussions |
Friday, May 26
| 15:00 – 17:00 | S. Gukov |
| 17:00 – 17:15 | Coffee break |
| 17:15 – 18:20 | Discussions |
Alexander Efimov
Title: Homological mirror symmetry for Riemann surfaces
Abstract: I will tell about some special cases when the HMS conjecture is established: compact Riemann surfaces of genus g > 2 (the speaker) and 2-dimensional sphere minus n > 2 points (the speaker joint with M. Abouzaid, D. Auroux, L. Katzarkov and D. Orlov). In both cases the Riemann surface plays the role of a symplectic manifold, and the mirror symmetric object is a 3-dimensional Landau-Ginzburg model, i.e. a 3-dimensional complex algebraic variety with a regular function.
Sergey Gukov
Title: Vertex Algebras and 4-manifolds
Abstract: TBA
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