论文标题
增厚的圆环中增强链接的双曲线
Hyperbolicity of Augmented Links in the Thickened Torus
论文作者
论文摘要
对于没有bigon的增厚的圆环中的双曲线链，我们表明，从增强k增强k获得的链接l的补体分解，进入托尼德拉。我们进一步将Torihedra分解成角度的金字塔，最后将Torhedra分解为倾斜的金字塔。这些拟合在链接补体的三角剖分上，因此[5]表明L是双曲线。
For a hyperbolic link K in the thickened torus with no bigons, we show that there is a decomposition of the complement of a link L, obtained from augmenting K, into torihedra. We further decompose the torihedra into angled pyramids and finally angled tetrahedra. These fit into an angled structure on a triangulation of the link complement, and thus by [5], this shows that L is hyperbolic.
