3 problems

Let $K$ be a hyperbolic knot in ${\mathbb S}^3$, and let $l$ and $m$ denote the preferred longitude and meridian, respectively. A semi-geometric triangulation is an ideal triangula…

Let $K$ be a hyperbolic knot in ${\mathbb S}^3$, let $X$ be an ordered ideal triangulation of ${\mathbb S}^3{\smallsetminus} K$, and suppose that $X$ admits an angle structure. Let…

The paper considers ideal branched triangulations of the relevant drilled 3-manifold and composite ideal branched transits between them, with admissible boundary configurations as…