论文标题
3维闭合歧管上平坦的Riemannian指标的模量空间
Moduli spaces of flat Riemannian metrics on 3- and 4-dimensional closed manifolds
论文作者
论文摘要
我们描述了所有三维闭合歧管的平面度量模量空间的拓扑。我们对4维闭合平面流形的模量空间进行代数描述，并在其全体过程中具有单个发电机，在某些情况下还研究了它们的拓扑结构。
We describe the topology of the moduli spaces of flat metrics for all the 3-dimensional closed manifolds. We give an algebraic description of the moduli spaces for the 4-dimensional closed flat manifolds with a single generator in their holonomy and, in some cases, also study their topology.
