The Head and Tail of the Colored Jones Polynomial for Adequate Knots
The Head and Tail of the Colored Jones Polynomial for Adequate Knots
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足够结的彩色琼斯多项式的头和尾
DOI：
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发表时间：
2013
期刊：
影响因子：
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通讯作者：
Cody Armond
中科院分区：
文献类型：
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作者：
Oliver T. Dasbach;Cody Armond
我们表明，头部和尾部功能的有色琼斯多项式的适当的链接是产品的头部和尾部功能的有色琼斯多项式的交替链接，可以读出小康的适当图的链接。我们应用这一点，以加强定理Kalfagianni，Futer和珀塞尔的纤维充分的联系。
We show that the head and tail functions of the colored Jones polynomial of adequate links are the product of head and tail functions of the colored Jones polynomial of alternating links that can be read-off an adequate diagram of the link. We apply this to strengthen a theorem of Kalfagianni, Futer and Purcell on the fiberedness of adequate links.