论文标题
在琼斯多项式模量上
On the Jones polynomial modulo primes
论文作者
论文摘要
我们在足够大的范围内获得了琼斯多项式多项式密度的上限：$ 4/p^7 $。作为应用程序，我们将打结琼斯多项式分类为跨度为八个。
We derive an upper bound on the density of Jones polynomials of knots modulo a prime number $p$, within a sufficiently large degree range: $4/p^7$. As an application, we classify knot Jones polynomials modulo two of span up to eight.
