论文标题
结的结核和李的Khovanov同源性扰动
Knot cobordism and Lee's perturbation of Khovanov homology
论文作者
论文摘要
对于S3中的两个结K1，K2之间的连接的COBORDISM，我们建立了涉及局部最大值，S属的不平等和KHT（K1），KHT（K2）的Torsion命令，KHT表示Lee的Khovanov Homology的侵害。这表明扭转顺序给出了频段无链接数的下限。
For a connected cobordism S between two knots K1,K2 in S3, we establish an inequality involving the number of local maxima, the genus of S, and the torsion orders of Kht(K1),Kht(K2), where Kht denotes Lee's perturbation of Khovanov homology. This shows that the torsion order gives a lower bound for the band-unlinking number.
