论文标题
具有圆柱末端的4个manifolds上的MASD连接存在
Existence of mASD connections on 4-manifolds with cylindrical ends
论文作者
论文摘要
Taubes的胶合定理在封闭的，面向的4个manifolds上建立了ASD连接的存在。我们将这些粘合的结果扩展到Morgan-Mrowka-Ruberman的MASD连接，并在带有圆柱末端的定向的4个manifolds上。作为推论，我们在存在渐近平坦的连接中获得了ASD存在的结果。
Taubes' gluing theorems establish the existence of ASD connections on closed, oriented 4-manifolds. We extend these gluing results to the mASD connections of Morgan-Mrowka-Ruberman on oriented 4-manifolds with cylindrical ends. As a corollary, we obtain an ASD-existence result in the presence of degenerate asymptotic flat connections.
