论文标题
关于阿贝里亚品种内态矩阵的矩阵
On matrices of endomorphisms of abelian varieties
论文作者
论文摘要
我们研究阿贝尔品种的内态及其对L-Adic Tate模块的作用。我们证明，对于每个内态性，一个人都可以选择每个泰特模块的基础，以便相应的矩阵具有合理条目，并且不依赖于l。
We study endomorphisms of abelian varieties and their action on the l-adic Tate modules. We prove that for every endomorphism one may choose a basis of each Tate module such that the corresponding matrix has rational entries and does not depend on l.
