18.03.2021

Georg Frenck

    16:00 - 17:30

This week’s talk is the culmination of our lecture series on quantitative topology. We will see that a nullcobordant Manifold of complexity V has a nullcobordism of complexity O(V^C) where C = O(exp(n)) only depends on die dimension of M. I will also say how the bound on the complexity of the nullcobordism "can be improved to achieve one tantalizingly close to Gromov’s linearity conjecture“.