Abstract: In joint work with Neil Hoffman, we use the algorithm of Agol, Hass, and Thurston to give a construction of an ideal triangulation of the exterior of a
normal surface $S$ in a triangulation $T$ that is polynomial in space and
time of order $|T| * \log |S|$, where $|T|$ is the number of tetrahedra and
$|S|$ is the total weight $|S \wedge T|$. (Part 2 of 2)
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