3 problems

Assume that $Y=S^3\setminus\mathcal{K}$ is an ideally triangulated knot complement. A link $L\subset S^3\setminus\mathcal{K}$ is even if it represents the zero homology class in ……

Let $Y$ be the ideally triangulated $3$-manifold considered in the paper, with triangulation $\mathcal{T}$, and let $\operatorname{Tr}_{\mathcal{T}}$ denote its 3d quantum trace ma…

Let $\sigma$ and $\overline{\sigma}$ be the splitting maps associated with the 3d quantum trace construction. Splitting-map injectivity conjecture. The maps $\sigma$ and…