论文标题
单极浮子同源性和真实结构
Monopole Floer Homology and Real Structures
论文作者
论文摘要
我们为Kronheimer-Mrowka的Monopole Floer同源性定义了一个“真实”版本，该版本配备了互动。作为特殊情况，我们通过其双支封面获得了链接的不变性。新的输入是真实自旋-C结构的概念，该概念由旋转-C结构以及旋转束上兼容的反线互动组成。
We define a "real" version of Kronheimer-Mrowka's monopole Floer homology for a 3-manifold equipped with an involution. As a special case, we obtain invariants for links via their double branched covers. The new input is the notion of a real spin-c structure, which consists of a spin-c structure along with a compatible anti-linear involution on the spinor bundle.
