论文标题
关于CM代数附加的tamagawa数字的注意
Note on Tamagawa numbers of tori attached to CM algebras
论文作者
论文摘要
我们证明，$ 2 $的任何整数功率都可以意识到，因为朱Yu和Liang Yang Yu所考虑的CM代数附带的Tamagawa数字。在假定“广义兰道猜想”的情况下，Liang Yang Yu获得了这样的结果。本文的主要贡献是消除上述假设。
We prove that any integer power of $2$ can be realized as the Tamagawa number of a torus attached to a CM algebra considered by Guo Sheu Yu and Liang Yang Yu. Such a result is obtained by Liang Yang Yu under assuming "a generalized Landau conjecture". The main contribution of this paper is to remove the above assumption.
