The KKP conjecture for minimal adjoint orbits

Elizabeth Gasparim
Universidad Católica del Norte (Chile)
Abstract:
Kontsevich Katzarkov and Pantev conjectured that the 3 newly defined Landau Ginzburg Hodge numbers coincide. A counterexample in dimension 2 was given by Lunts and Przyjalkowski. We show that the KKP conjecture holds true for minimal semisimple adjoint orbits.
This is joint work with Ballico, San Martin, and Rubilar.