论文标题
将表面嵌入4个manifolds
Embedding surfaces in 4-manifolds
论文作者
论文摘要
我们证明了在存在双球体下具有良好基本组的4个manifolds的表面定理，对正常束没有限制。新的障碍物是表面表面的kervaire-milnor不变性，我们为其计算提供了组合公式。为此，我们介绍了频带特征表面的概念。
We prove a surface embedding theorem for 4-manifolds with good fundamental group in the presence of dual spheres, with no restriction on the normal bundles. The new obstruction is a Kervaire-Milnor invariant for surfaces and we give a combinatorial formula for its computation. For this we introduce the notion of band characteristic surfaces.
