论文标题
Seiberg-witten单极和平坦PSL（2; r）连接
Seiberg-Witten monopoles and flat PSL(2;R)-connections
论文作者
论文摘要
我表明，满足某些“稳定性条件”的三个manifolds上的平坦PSL（2; r）连接可以解释为带有两个纺纱器的塞伯格（Seiberg-witten）方程的解决方案。这用于构建Seiberg-witten Moduli空间的明确示例。另外，我表明，在此设置中，爆破集满足了某些非平凡的拓扑限制。
I show that flat PSL(2;R)-connections on three-manifolds satisfying certain 'stability condition' can be interpreted as solutions of the Seiberg-Witten equations with two spinors. This is used to construct explicit examples of the Seiberg-Witten moduli spaces. Also, I show that in this setting blow up sets satisfy certain non-trivial topological restrictions.
