论文标题
关于广义瑟斯顿 - 奔驰不平等的注释
A note on generalized Thurston--Bennequin inequalities
论文作者
论文摘要
我们使用Bauer- furuta-furuta型不变的4个manifolds对具有接触边界的4个manifords提供了$ s^3 $中链接的通用thurston-苯甲苯昆虫类型的不等式。作为一种特殊情况，我们还对平滑嵌入的可定向表面产生了邻接不等式，在封闭的封闭的平滑4个manifold中，其非等级的bauer-furuta不变是非零的。
We give a generalized Thurston--Bennequin-type inequality for links in $S^3$ using a Bauer--Furuta-type invariant for 4-manifolds with contact boundary. As a special case, we also give an adjunction inequality for smoothly embedded orientable surfaces with negative intersection in a closed oriented smooth 4-manifold whose non-equivariant Bauer--Furuta invariant is non-zero.
