论文标题
扭曲的亚历山大多项式隧道的多项式蒙特西诺斯结
Twisted Alexander polynomials of tunnel number one Montesinos knots
论文作者
论文摘要
我们计算了与$ SL_2（\ Mathbb {c}）$相关的所有隧道的扭曲的亚历山大多项式的$ - 表示并获得其领先的系数和学位。 作为推论，我们得到了一些有趣的例子，即具有非元素亚历山大多项式的非纤维结，它们具有非含扭曲的亚历山大多项式。
We calculate the twisted Alexander polynomials of all tunnel number one Montesinos knots associated to their $SL_2(\mathbb{C})$-representations and obtain their leading coefficients and degrees. As a corollary, we get some interesting examples, that is, nonfibered knots with monic Alexander polynomials which have non-monic twisted Alexander polynomials.
