论文标题
长虚拟结的琼斯多项式
Jones polynomials of long virtual knots
论文作者
论文摘要
本文通过使用从高斯图集中的几个地图到其变体来定义琼斯多项式和Khovanov同源性的版本。通过计算一些示例，本文还表明，这些版本的行为与原始版本不同。
This paper defines versions of the Jones polynomial and Khovanov homology by using several maps from the set of Gauss diagrams to its variant. Through calculation of some examples, this paper also shows that these versions behave differently from the original ones.
