All Questions

Let $\Sigma$ be a compact closed connected oriented surface of genus $g>1$. Klarreich proved that the space of ending laminations $\mathcal{EL}(\Sigma)$ is the ideal boundary of the curve complex $...

I saw on Wikipedia (in the geometrization conjecture article) that the unitary tangent space over a surface S with finite volume and genus > 1 is a Seifert manifold. What if we do not assume that S ...