论文标题

曲线上投影捆的产品的有效循环锥

Effective cones of cycles on products of projective bundles over curves

论文作者

Karmakar, Rupam

论文摘要

令$ x = \ mathbb {p}(e_1)\ times_c \ mathbb {p}(e_2)$,其中$ c $是平滑的曲线,$ e_1 $,$ e_2 $是$ c $的矢量套件。

Let $X = \mathbb{P}(E_1) \times_C \mathbb{P}(E_2)$ where $C$ is a smooth curve and $E_1$, $E_2$ are vector bundles over $C$.In this paper we compute the pseudo effective cones of higher codimension cycles on $X$.

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