论文标题
强烈可逆结及其商的Khovanov同源
Khovanov homology of strongly invertible knots and their quotients
论文作者
论文摘要
我们构建了一个光谱序列，该序列与两个天然商结的khovanov同源性有关。使用此光谱序列，我们重新培养了Khovanov同源性区分某些切片磁盘。我们还为分支双层盖的Heegaard Floer同源性提供了类似的光谱序列。
We construct a spectral sequence relating the Khovanov homology of a strongly invertible knot to the annular Khovanov homologies of the two natural quotient knots. Using this spectral sequence, we re-prove that Khovanov homology distinguishes certain slice disks. We also give an analogous spectral sequence for the Heegaard Floer homology of the branched double cover.
