Woojin Jeon

activity

20102014

most citedConical limit points and the Cannon-Thurston map

3 citations · 4 across the 5 of their papers we have counts for

collaborators

6 papers

math.GT2014★ 1 cited

Measurable Rigidity for Kleinian groups

Woojin Jeon, Ken'ichi Ohshika

Let $G, H$ be two Kleinian groups with homeomorphic quotients $H^{3} / G$ and $H^{3} / H$ . We assume that $G$ is of divergence type, and consider the Patterson-Sullivan mea…

math.GT2014

Singular measures on the limit set of a Kleinian group

Woojin Jeon

We consider a finitely generated torsion free Kleinian group $H$ and a random walk on $H$ with respect to a symmetric nondegenerate probability measure $μ$ with finite support. Whe…

math.GR2014★ 3 cited

Conical limit points and the Cannon-Thurston map

Woojin Jeon, Ilya Kapovich, Christopher Leininger +1

Let $G$ be a non-elementary word-hyperbolic group acting as a convergence group on a compact metrizable space $Z$ so that there exists a continuous $G$ -equivariant map $i:\partial…

math.GT2013

Conical limit sets of hyperbolic subgroups

Woojin Jeon, Ken'ichi Ohshika

Given a hyperbolic subgroup $H$ of a hyperbolic group $G$ for which a Cannon-Thurston map $\hat i:\partial H \ra \partial G$ exists, we study the limit set $Λ_{H}$ of $H$ with respec…

math.GT2012

On the limit set of a geometrically infinite Kleinian group

Woojin Jeon

For a torsion free Kleinian group $Γ$ without parabolics, we consider the decomposition of the limit set $L (Γ)$ into conical and ending limit sets and compare the Patterson-Sulliva…

math.GT2010

Primitive stable representations of free Kleinian groups

W. Jeon, I. Kim, K. Ohshika with C. Lecuire

In this paper, we give a complete criterion for a discrete faithful representation $ρ:F_n \ra \pslc$ to be primitive stable. This will answer Minsky's conjectures about geometric c…