Event № 745
Classical knot theory is the study of smooth 1-manifolds in R^3. We start with a beautiful connection between notions of positivity for knots with the study of algebraic curves in C^2 due to Rudolph and Boileau-Orevkov. We discuss applications of knot theory to complex curve questions and vice versa. Based on joint works with Lewark-Lobb and Borodozik.