Title: Topological and combinatorial aspects of finite topological rank systems
Speaker: Sebastián Donoso – University of Chile
Abstract: In this talk, I will review recent results in the class of finite topological rank minimal subshifts. Such systems are the ones that can be represented with a Bratteli diagram (and a Vershik map on it) where the number of vertices at each level is uniformly bounded. I will analyze their correspondence with the $\mathcal{S}$-adic subshifts and their complexity word function.
Zoom link: https://osu.zoom.us/j/98033590349
Meeting ID: 980 3359 0349
Password: Mixing
Recorded talk: https://osu.zoom.us/rec/play/AISzeWPNTTxkC-dy_ZtZM76wDoDJofw6-fpqPsslISf34ULhGvUbGjgI4mf3_h2jCNruS9vOPdplxCzR.hNo2Yi9bD6SHkiE3?continueMode=true&_x_zm_rtaid=KvM_SXzBT0qkkWkrmUHZJg.1613079456544.ff00d7a1110cfbae291de3cd17886910&_x_zm_rhtaid=402