Conferences - Seminars

20FEB
  10:15-11:15 CM 0 12

In a seminal paper, Voevodsky introduced the smash-nilpotence equivalence relation on the group of algebraic cycles on a smooth projective variety. He also conjectured that the nilpotence equivalence corresponds to the classical numerical equivalence on cycles. More recently, Bernardara, Marcolli and Tabuada defined a noncommutative version of this conjecture for smooth and proper dg categories. ... Read more about "Topology Seminar: Classical and noncommutative Voevodsky's conjecture for cubic fourfolds and Gushel-Mukai fourfolds"
By Laura Pertusi (University of Milan)