论文标题
检测纤维强烈的准阳性链接
Detecting fibered strongly quasi-positive links
论文作者
论文摘要
我们证明，当$ s^3 $ in $ s^3 $中的$ n $ component link $ l $ in时，并且仅当$τ（l）= g_3（l）= g_3（l）+n-1 $时，其中$ g_3（l）$表示seifert genus and $τ$是ozsváth-szsváth-szbabóConcordancorantancorantancorancancorancancorancancancancorancancancorancancancorancancorancancancorancancorancancorancancorancancoranceancoranceans。我们还提供了一张表格，其中包含一些纤维质量链接的列表，最多9个交叉点；我们明确地确定那些非常明显的准阳性及其最大的自链数。
We prove that an $n$-component fibered link $L$ in $S^3$ is strongly quasi-positive if and only if $τ(L)=g_3(L)+n-1$, where $g_3(L)$ denotes the Seifert genus and $τ$ is the Ozsváth-Szabó concordance invariant. We also provide a table which contains a list of some fibered prime links with at most 9 crossings; and we explicitly determine the ones that are strongly quasi-positive and their maximal self-linking number.
