3 problems

Let $u$ be a limit infinity harmonic map between hyperbolic surfaces, and let $\lambda$ be the canonical geodesic lamination with image $\mu$. Non-homeomorphism conjecture. The lim…

Let $L>1$, and let $R_p$ be the solutions to the $p$-approximation of the Dirichlet problem, with $R=\lim_{p\rightarrow\infty}R_p$. For $R_j=R(s_j)$ and $R'_j=dR/ds(s_j)$, suppose…

Let $M$ and $N$ be closed hyperbolic surfaces and fix a homotopy class of maps from $M$ to $N$. Let $\lambda$ be the canonical geodesic lamination associated with the hyperbolic me…