论文标题
通过$ \ mathbb {c}^*$ - 动作对男性转化的几何实现
Geometric realizations of birational transformations via $\mathbb{C}^*$-actions
论文作者
论文摘要
在本文中，我们研究了将圆环动作作为生育转变的几何实现的品种。我们为特定的一类生育转变提供了这些几何实现的明确结构，并研究了它们的某些几何特性，例如它们的MORI，NEF和可移动锥。
In this paper we study varieties admitting torus actions as geometric realizations of birational transformations. We present an explicit construction of these geometric realizations for a particular class of birational transformations, and study some of their geometric properties, such as their Mori, Nef and Movable cones.
