论文标题
两点无效的自旋旋转曲线的模量空间的合理性
The rationality of the moduli space of two-pointed ineffective spin hyperelliptic curves
论文作者
论文摘要
通过3倍四倍体的几何形状，我们表明，属G属的粗型旋转高纤维曲线具有两个标记点是一个合理的变化，对于每$ g \ geq 2 $来说，它是一个合理的变化。
By the geometry of the 3-fold quadric we show that the coarse moduli space of genus g ineffective spin hyperelliptic curves with two marked points is a rational variety for every $g \geq 2$.
