论文标题
通过使用组$ g_ {n}^{k} $和$γ_{n}^{k} $来研究复杂流形
Studying complex manifolds by using groups $G_{n}^{k}$ and $Γ_{n}^{k}$
论文作者
论文摘要
在本文中，我们通过使用以下想法来研究几个复杂的歧管。首先，我们构建了某个模量空间，并研究了该空间的基本组。该基本组自然映射到组$ g_ {n}^{k} $和$γ_{n}^{k} $。这是$ g_ {n}^{k} $和$γ_{n}^{k} $接近$ g_ {n}^{k} $的“络合”步骤。
In the present paper, we study several complex manifolds by using the following idea. First, we construct a certain moduli space and study the fundamental group of this space. This fundamental group is naturally mapped to the groups $G_{n}^{k}$ and $Γ_{n}^{k}$. This is the step towards "complexification" of the $G_{n}^{k}$ and $Γ_{n}^{k}$ approach first developed in \cite{2019arXiv190508049M}.
