Seminar in Real and Complex Geometry

Thursday, November 14, 2019, 16:00-18:00, Schreiber building, room 209

Michele Ancona (Tel Aviv University)

Random sections of line bundles over real algebraic curves


Given a line bundle L over a real algebraic curve, we study the number of real zeros of a random section of L. We prove a rarefaction result for sections whose number of real zeros deviates from the expected one.