论文标题
代数曲线的判别补充的稳定共同体学
Stable Cohomology of Discriminant Complements for an algebraic curve
论文作者
论文摘要
在本文中，我们表明，在稳定范围内，在曲线$ x $上，线条束$ \ mathscr {l} $的常规代数部分的共同体学是对常规$ c^{\ c^{\ infty} $各个线束的常规空间的同构的同构。
In this paper we show that in a stable range the cohomology of the space of regular algebraic sections of a line bundle $\mathscr{L}$on a curve $X$ is isomorphic to the cohomology of the space of regular $C^{\infty}$sections of the same line bundle.
