C. Simon

activity

20242026

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math.MG2025

Hyperbolic Simplices of Maximal Inradius

Bruno Duchesne, Christopher-Lloyd Simon

For $n \in N$ , consider a hyperbolic $n$ -dimensional simplex $Δ$ , defined by $1 + n$ points in the compactified hyperbolic space $H^{n} ⊔ \partial H^{n}$ .…

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 $PGL_{2} (Q)$ .…