论文标题
矢量束稳定性的功能方法
A functorial approach to the stability of vector bundles
论文作者
论文摘要
在普通的投影品种上，在所有Galois上保持$μ$稳定的$ $ $稳定束的位置在特征上是在Gieseker半稳定滑轮的模量空间中开放的。在平滑的属属曲线上，至少2个基因座在稳定束的模量空间中很大，即，其补体至少具有2个。
On a normal projective variety the locus of $μ$-stable bundles that remain $μ$-stable on all Galois covers prime to the characteristic is open in the moduli space of Gieseker semi-stable sheaves. On a smooth projective curve of genus at least 2 this locus is big in the moduli space of stable bundles, i.e., its complement has codimension at least 2.
