论文标题
在椭圆曲线上对数连接的模量上
On the moduli of logarithmic connections on elliptic curves
论文作者
论文摘要
我们描述了对数等级的模量空间$ 2 $连接的椭圆形曲线连接，并用$ n \ geq 1 $杆和通用残留物。特别是，我们概括了第一和第二名作者的先前工作。我们的主要方法是分析潜在的抛物线束。它们的稳定性和不稳定起着主要作用。
We describe moduli spaces of logarithmic rank $2$ connections on elliptic curves with $n \geq 1$ poles and generic residues. In particular, we generalize a previous work by the first and second named authors. Our main approach is to analyze the underlying parabolic bundles; their stability and instability play a major role.
