论文标题
Syzygy捆绑包在Abelian品种上的稳定性
Stability of syzygy bundles on abelian varieties
论文作者
论文摘要
我们证明，全球部分评估型的内核（即Abelian品种上足够丰富的线条捆绑包）的内核是稳定的。如果是阿伯利亚品种，这解决了Ein lazarsfeld-mustopa的猜想。
We prove that the kernel of the evaluation morphism of global sections - namely the syzygy bundle - of a sufficiently ample line bundle on an abelian variety is stable. This settles a conjecture of Ein-Lazarsfeld-Mustopa, in the case of abelian varieties.
