Hyperbolic Jigsaws and Families of Pseudomodular Groups II
Hyperbolic Jigsaws and Families of Pseudomodular Groups II
Abstract In our previous paper [ 5], we introduced a hyperbolic jigsaw construction and constructed infinitely many noncommensurable, nonuniform, non-arithmetic lattices of $\textrm{PSL}(2,{\mathbb R})$ with cusp set $\mathbb{Q} \cup \{\infty \}$ (called pseudomodular groups by Long and Reid [ 4]), thus answering a question posed by Long and Reid. In …