论文标题
沃根（Vogan
Proof of Vogan's conjecture on Arthur packets: irreducible parameters of p-adic general linear groups
论文作者
论文摘要
在本文中，我们证明了Vogan在本地Arthur数据包上的猜想，对于$ p $ -Adic的通用线性组的Arthur参数，这些参数不可记录为$ W_F \ Times SL_2（\ Mathbb {C}）\ Times SL_2（\ times sl_2）（\ Mathbb {c}）$ - 我们参数irred参数。该结果表明，这些Arthur数据包的特征在于Langlands参数的模量空间上的简单变形带轮的性质。
In this paper we prove Vogan's conjecture on local Arthur packets, for Arthur parameters of $p$-adic general linear groups that are irreducible as representations of $W_F \times SL_2(\mathbb{C}) \times SL_2(\mathbb{C})$ - we refer to such parameters as irreducible Arthur parameters. This result shows that these Arthur packets may be characterized by properties of simple perverse sheaves on a moduli space of Langlands parameters.
