Hyperbolic Simplices of Maximal Inradius

Bruno Duchesne, Christopher-Lloyd Simon

For $n\in \mathbb{N}$, consider a hyperbolic $n$-dimensional simplex $\hat{I}”$, defined by $1+n$ points in the compactified hyperbolic space ${\mathbf{H}}^n\bigsqcup \partial {\mathbf{H}}^n$.…