标题： 将辫子Hopf代数的纽结多项式推广到链环 显示英文标题

标题： Extending knot polynomials of braided Hopf algebras to links

摘要： 最近，Kashaev和其中一位作者通过将Reshetikhin-Turaev函子应用于来自带有自同构的辫Hopf代数的刚性$R$-矩阵，引入了大量的多变量纽结多项式。我们研究了这些纽结不变量向链环的扩展，并利用这一点识别出它们中的一些与已知的链环不变量相匹配，这是在同一项近期工作中所猜想的。 显示英文摘要

摘要： Recently, a plethora of multivariable knot polynomials were introduced by Kashaev and one of the authors, by applying the Reshetikhin-Turaev functor to rigid $R$-matrices that come for braided Hopf algebras with automorphisms. We study the extension of these knot invariants to links, and use this to identify some of them with known link invariants, as conjectured in that same recent work.