%0 Journal Article
%T N股Montesinos纽结的着色Jones多项式<br>The Colored Jones Polynomial of N-String Montesinos Knots
%A 马郡梓
%A 冷旭东
%A 班子涵
%J Advances in Applied Mathematics
%P 70-75
%@ 2324-8009
%D 2024
%I Hans Publishing
%R 10.12677/AAM.2024.131009
%X 本文运用纽结三价图计算了当n≥4时，n股Montesinos纽结的着色Jones多项式。算法的关键是构造从θ图到n股Montesinos纽结的三价图变换过程，该算法与n=3的情况有着本质不同。<br />
In this paper we calculate the colored Jones polynomial of n-string Montesinos knots for <span>n≥4</span> us-ing knotted trivalent graphs. The key point of the algorithm is to construct the operations from a <span>θ</span> graph to a Montesinos knot, and the algorithm has essential difference with the case <span>n=3</span> .
%K 着色Jones多项式，纽结三价图，Montesinos纽结<br>Colored Jones Polynomial
%K Knotted Trivalent Graph
%K Montesinos Knot
%U http://www.hanspub.org/journal/PaperInformation.aspx?PaperID=79106