代数学コロキウム
過去の記録 ~05/02|次回の予定|今後の予定 05/03~
開催情報 | 水曜日 17:00~18:00 数理科学研究科棟(駒場) 117号室 |
---|---|
担当者 | 今井 直毅,ケリー シェーン |
2022年05月18日(水)
17:00-18:00 ハイブリッド開催
数理科学研究科所属以外の方は、オンラインでのご参加をお願いいたします。
石本 宙 氏 (東京大学大学院数理科学研究科)
Local Langlands correspondence for non-quasi-split odd special orthogonal groups (JAPANESE)
数理科学研究科所属以外の方は、オンラインでのご参加をお願いいたします。
石本 宙 氏 (東京大学大学院数理科学研究科)
Local Langlands correspondence for non-quasi-split odd special orthogonal groups (JAPANESE)
[ 講演概要 ]
In 2013, Arthur established the endoscopic classification of representations of quasi-split symplectic and orthogonal groups, and Mok analogously proved the similar classification for quasi-split unitary groups. In 2014, Kaletha-Minguez-Shin-White established the classification for non-quasi-spilt unitary groups assuming Mok's results. Similarly, we can prove that for non-quasi-split odd orthogonal groups assuming Arthur's results. In this talk, I will explain the local Langlands correspondence for non-quasi-split odd special orthogonal groups, which is a part of the classification of representations.
In 2013, Arthur established the endoscopic classification of representations of quasi-split symplectic and orthogonal groups, and Mok analogously proved the similar classification for quasi-split unitary groups. In 2014, Kaletha-Minguez-Shin-White established the classification for non-quasi-spilt unitary groups assuming Mok's results. Similarly, we can prove that for non-quasi-split odd orthogonal groups assuming Arthur's results. In this talk, I will explain the local Langlands correspondence for non-quasi-split odd special orthogonal groups, which is a part of the classification of representations.