Andrew Harder

Calabi-Yau manifolds occupy a central place in geometry. Their critical role as the cut-case between basic Fano building blocks and the zoo of General Type manifolds is key to the wide variety of important applications of Calabi-Yau geometry to...

This conference will explore connections between dynamical systems and algebraic geometry, with an emphsis on connections between Teichmüller dynamics and Hodge theory. Confirmed speakers Dawei Chen, Boston College/IAS. Matteo Costantini, Universität...

I will discuss the relationship between degenerations of Fano varieties to toric varieties and expressions for their mirror Landau-Ginzburg models as Laurent polynomials. I will present some recent results that make this relationship precise in the...