论文标题
关于淋巴结曲线上的抛物线捆的注释
A Note on Parabolic Bundles on Nodal Curves
论文作者
论文摘要
Mehta和Seshadri已证明，可以通过稳定的抛物性抛物线套件的等效类别的类别识别出紧凑型紧凑型Riemann表面上的稳定抛物线套件的等效类别。在本说明中，我们讨论了Mehta-Seshadri对应的不可还原曲线，其中大多数是节点作为奇异性。
Mehta and Seshadri have proved that the set of equivalence classes of irreducible unitary representations of the fundamental group of a punctured compact Riemann surface, can be identified with equivalence classes of stable parabolic bundles of parabolic degree zero on the compact Riemann surface. In this note, we discuss the Mehta-Seshadri correspondence over an irreducible projective curve with at most nodes as singularities.
