Mixing properties in tiling dynamical systems
Apr 18 2013 – 3:00pm – 3:50 pm
Younghwan Son (Ohio State)
Mixing properties are important invariants in ergodic theory. In recent decades the theory of quasicrystals has facilitated the study of mixing properties in tiling dynamical systems. In this talk we will survey some results and problems regarding weakly, mildly, and strongly mixing tiling dynamical systems.