Math @ Duke

Publications [#320413] of Jayce R. Getz
Papers Submitted
 Getz, JR, Nonabelian Fourier transforms for spherical representations,
Pacific Journal of Mathematics
(2015), Mathematical Sciences Publishers
(last updated on 2018/03/23)
Abstract: Braverman and Kahzdan have introduced an influential conjecture on local functional equations for general Langlands Lfunctions. It is related to Lafforgue's equally influential conjectural construction of kernels for functorial transfers. We formulate and prove a version of Braverman and Kazhdan's conjecture for spherical representations over an archimedian field that is suitable for application to the trace formula. We then give a global application related to Langlands' beyond endoscopy proposal.


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