Talk
Minimizing Measures in Shiftspaces
- Wolfgang Löhr (Universität Erlangen, Institut für Mathematik, Germany)
Abstract
We want to study invariant probability measures on a $Z^d$ Shiftspace which minimize the integral of a real valued (energy-)function $\psi$. We will employ an approach developed by Gerhard Keller, which crucially uses minimizing configurations. Keller's work will be generalized by developing a spezialized function space of $\psi$s which admit to be treated with Keller's approach.