2 problems

Let $S$ be a genus-$2$ surface, and consider the Maskit embedding obtained by shrinking a dividing curve and a non-dividing curve, so that the resulting surfaces are a punctured to…

Let $F_2$ be the free group on generators $X,Y$, and let $\rho_{(x,y,z)}:F_2\to SL(2,\mathbb C)$ be a representation with trace coordinates … Let $\mathcal{SCH}$ be Schottky space…