Caglar Uyanik

collaborators

4 papers

math.GT2026

Singularity of Cannon-Thurston maps

Vaibhav Gadre, Joseph Maher, Catherine Pfaff +1

In a closed fibered hyperbolic 3-manifold M ,the inclusion of a fiber S, with S and M lifted to the universal covers, gives an exponentially distorted embedding of the hyperbolic p…

math.GT2026

Quasi-geodesics in the Cannon-Thurston metric

Vaibhav Gadre, Joseph Maher, Catherine Pfaff +1

A closed fibered 3-manifold admits a complete hyperbolic metric if and only if it has a fibration with a pseudo-Anosov monodromy. The stable and the unstable laminations associated…

math.GR2026

Depth of free-by-cyclic groups

Spencer Dowdall, Yassine Guerch, Radhika Gupta +2

For a free group automorphism, we prove that its poset of attracting lamination orbits is a canonical invariant of the associated mapping torus. That is, if a free-by-cyclic group…

math.GR2025

Bounded projections to the $Z$ -factor graph

Matt Clay, Caglar Uyanik

Suppose $G$ is a free product $G = A_{1} * A_{2} * \dots * A_{k} * F_{N}$ , where each of the groups $A_{i}$ is torsion-free and $F_{N}$ is a free group of rank $N$ . Let $O$ be the de…

Singularity of Cannon-Thurston maps

Quasi-geodesics in the Cannon-Thurston metric

Depth of free-by-cyclic groups

Bounded projections to the Z-factor graph

Bounded projections to the $Z$ -factor graph