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Theta correspondence, poles of Eisenstein series and global Arthur packets

  • 演讲者:吴晨彦(墨尔本大学)

  • 时间:2022-06-29 15:00-16:00

  • 地点:Zoom 870 5323 5553 Password:666666

Abstract

Let π be a cuspidal automorphic representation of a classical group. I will define two invariants attached to π, namely, the lowest occurrence of π in the theta correspondence and the location of the maximal pole of an Eisenstein series built from π and a character. Then I will show a relation between the two invariants and talk about an implication of this result on certain global Arthur packets.