22.04.2024, 10:30
– Room 2.09.2.22
Verteidigung der Masterarbeit / Defence of the Master's thesis
Computational optimization of ideal weaves
Juliane Harnisch
Georges Habib
We prove that any smooth foliation that admits a Riemannian foliation structure has a well-defined basic signature, and this geometrically defined invariant is actually
a foliated homotopy invariant. We also show that foliated homotopic maps between Riemannian foliations induce isomorphic maps on basic Lichnerowicz cohomology, and that the Alvarez class of a Riemannian foliation is invariant under foliated homotopy equivalence. This is a joint work with Ken Richardson.