论文标题
温和套件在同质空间中
Tame sets in homogeneous spaces
论文作者
论文摘要
我们证明了线性代数谎言基团的仿射代数同质空间中存在强烈驯服的集合。我们还表明，$（\ mathbb {c}^n，a）$用于离散的驯服集享受相对密度属性，我们提供了施坦的示例的示例，以承认非等效的驯服集。
We prove the existence of strongly tame sets in affine algebraic homogenenous spaces of linear algebraic Lie groups. We also show that $(\mathbb{C}^n,A)$ for a discrete tame set enjoy the relative density property, and we provide examples of Stein manifolds admitting non-equivalent tame sets.
