论文标题
新的Heegaard漂浮物切片属和扣子数界
New Heegaard Floer slice genus and clasp number bounds
论文作者
论文摘要
我们使用打结的浮子同源性定义了几个一致性不变式，这些不变率比Heegaard Floer同源性的已知切片属和clasp数量界限进行了改进。我们还证明，Hendricks和Manolescu的涉及校正术语既有切片属，又有一个扣子数。
We define several concordance invariants using knot Floer homology which give improvements over known slice genus and clasp number bounds from Heegaard Floer homology. We also prove that the involutive correction terms of Hendricks and Manolescu give both a slice genus and a clasp number bound.
