论文标题
在本地上的$γ$ faltor上，用于古典组的功能字段
On the local doubling $γ$-factor for classical groups over function fields
论文作者
论文摘要
在本文中，我们给出了一个分析性$γ$的精确定义，该分析性$γ$因素是在奇数特征的局部函数字段上对经典组的不可约表示，以便满足一些值得注意的属性，足以独特地定义它。我们使用加倍方法来定义$γ$ -FACTOR，并且主要定理扩展了Lapid-Rallis，Gan，Yamana的作品，并通过奇数特征的局部函数字段到古典组的作者。
In this paper, we give a precise definition of an analytic $γ$-factor of an irreducible representation of a classical group over a local function field of odd characteristic so that it satisfies some notable properties which are enough to define it uniquely. We use the doubling method to define the $γ$-factor, and the main theorem extends works of Lapid-Rallis, Gan, Yamana, and the author to a classical group over a local function field of odd characteristic.
