论文标题
特征$（2,3,7）$ - 椒盐脆饼结的斜率
Characterizing slopes for the $(-2,3,7)$-pretzel knot
论文作者
论文摘要
在本说明中，我们展示了表征结节斜率$ 12N242 $的具体示例，又名$（-2,3,7）$ - 椒盐脆饼结。尽管拉克森比（Lackenby）表明，每个结都能无限地承认许多斜坡的表征，但证明的非结构性性质意味着，很少有双曲线结的明确示例是表征斜坡的明确示例。
In this note we exhibit concrete examples of characterizing slopes for the knot $12n242$, aka the $(-2,3,7)$-pretzel knot. Although it was shown by Lackenby that every knot admits infinitely many characterizing slopes, the non-constructive nature of the proof means that there are very few hyperbolic knots for which explicit examples of characterizing slopes are known.
