Abstract: We discuss a way to compactify Landau—Ginzburg for Fano threefolds presented as Laurent polynomials. This, in particular, gives a description of ``fibers at infinity’’ of the Landau—Ginzburg models. If time permits, we discuss an explicit way to write down a Landau—Ginzburg model for any del Pezzo surface of degree greater than 2 in terms of symplectic form chosen on the del Pezzo.
Calabi-Yau compactifications of Landau-Ginzburg models for smooth Fano threefolds
10.10.2016 17:15 - 18:15
Location:
SR 11, OMP 1