Convex cocompact groups in real hyperbolic spaces with limit set a
Pontryagin sphere
Convex cocompact groups in real hyperbolic spaces with limit set a
Pontryagin sphere
We exhibit two examples of convex cocompact subgroups of the isometry groups of real hyperbolic spaces with limit set a Pontryagin sphere: one generated by $50$ reflections of $\mathbb{H}^4$, and the other by a rotation of order $21$ and a reflection of $\mathbb{H}^6$. For each of them, we also locate …