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Alexander polynomials of alternating knots of genus two Ⅲ

机译:两个Ⅲ类交替结的亚历山大多项式

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摘要

In the previous paper, the author gave linear inequalities on the coefficients of the Alexander polynomials of alternating knots of genus two, which are best possible as linear inequalities on the coefficients of them. In this paper, we give infinitely many Alexander polynomials which satisfy the linear inequalities, but they are not realized by alternating knots.
机译:在前一篇论文中,作者给出了两个属的交替结的亚历山大多项式的系数的线性不等式,最有可能将其作为系数的线性不等式。在本文中,我们给出了满足线性不等式的无限多个亚历山大多项式,但它们不是通过交替结来实现的。

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