论文标题
通过商晶格的多览品种的单参数家族
One-parameter families of multiview varieties via quotient lattices
论文作者
论文摘要
我们开发了一种新的多视图品种家族的新颖理论。这些家族是由商的晶格对离散估值环引起的，并概括了\ textit {Mustafin品种}的概念。我们研究这些家庭极限的几何形状和组合。
We develop a novel theory of one-parameter families of multi-view varieties. These families are induced by quotient lattices over discrete valuation rings and generalise the notion of \textit{Mustafin varieties}. We study the geometry and the combinatorics of the limit of these families.
