Math @ Duke

Publications [#320412] of Jayce R. Getz
Papers Published
 Getz, JR; Herman, PE, A nonabelian trace formula,
Research in the Mathematical Sciences, vol. 2 no. 1
(2015) [doi]
(last updated on 2018/10/20)
Abstract: Let E/F be an extension of number fields with Gal(E/F) simple and nonabelian.
In a recent paper the first named author suggested an approach to nonsolvable base change
and descent of automorphic representations of GL(2) along such an extension. Motivated by
this we prove a trace formula whose spectral side is a weighted sum over cuspidal automorphic
representations of GL(2) over E that are isomorphic to their Gal(E/F)conjugates.


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