Monday, July 19, 2021

1:00-3:00 PM

Off Campus Location

Zoom:

https://umich.zoom.us/j/91371691984?pwd=UHBFaTN6QVNkcXFmV3ZzbE9GbEJ5UT09

Meeting ID: 913 7169 1984

Password:157559

Supercuspidal representations are usually infinite-dimensional, so the size of such a representation cannot be measured by its dimension; the formal degree is a better alternative. Hiraga, Ichino, and Ikeda conjectured a formula for the formal degree of a supercuspidal in terms of its L-parameter. Our first main result is to compute the formal degrees of the supercuspidal representations

constructed by Yu. Our second, using the first, is to verify that Kaletha’s regular supercuspidal L-packets satisfy the conjecture.

David's advisor is Tasho Kaletha. Speaker(s): David Schwein (UM)

https://umich.zoom.us/j/91371691984?pwd=UHBFaTN6QVNkcXFmV3ZzbE9GbEJ5UT09

Meeting ID: 913 7169 1984

Password:157559

Supercuspidal representations are usually infinite-dimensional, so the size of such a representation cannot be measured by its dimension; the formal degree is a better alternative. Hiraga, Ichino, and Ikeda conjectured a formula for the formal degree of a supercuspidal in terms of its L-parameter. Our first main result is to compute the formal degrees of the supercuspidal representations

constructed by Yu. Our second, using the first, is to verify that Kaletha’s regular supercuspidal L-packets satisfy the conjecture.

David's advisor is Tasho Kaletha. Speaker(s): David Schwein (UM)

Building: | Off Campus Location |
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Location: | Virtual |

Event Type: | Workshop / Seminar |

Tags: | Mathematics |

Source: | Happening @ Michigan from Department of Mathematics |