3 papers
math.DS2026
Invariant random compacts
Bryna Kra, Scott Schmieding
For a compact metric space with a group acting on it continuously, an invariant random compact is a Borel probability measure on the space of nonempty compact subsets of $X…
math.DS2025
Finitary Ryan's and local entropy for subshifts
Ville Salo, Scott Schmieding
For the action of a group by homeomorphisms on a space , the automorphism group consists of all self-homeomorphisms of which commute with $x \mapsto…
math.DS2025
Isogenies of minimal Cantor systems: from Sturmian to Denjoy and interval exchanges
Scott Schmieding, Christopher-Lloyd Simon
This work is motivated by the study of continued fraction expansions of real numbers: we describe in dynamical terms their orbits under the action of .…