论文标题
Riemann Sphere的喷气空间上的线束的全态部分
Holomorphic sections of line bundles on the jet spaces of the Riemann sphere
论文作者
论文摘要
修复圆圈中的点$ T_0 $ $ S^1 $。 The space $J^k(t_0, \mathbb{P}^1)$ of $k$-jets at $t_0$ of $C^{\infty}$ maps from $S^1$ to the Riemann sphere $\mathbb{P}^1$ is a $k+1$ dimensional complex algebraic manifold.我们在$ j^k（t_0，\ mathbb {p}^1）$上识别一类线捆绑包的全体形状部分。
Fix a point $t_0$ in the circle $S^1$. The space $J^k(t_0, \mathbb{P}^1)$ of $k$-jets at $t_0$ of $C^{\infty}$ maps from $S^1$ to the Riemann sphere $\mathbb{P}^1$ is a $k+1$ dimensional complex algebraic manifold. We identify a class of holomorphic sections of line bundles on $J^k(t_0, \mathbb{P}^1)$.
