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Publications [#320413] of Jayce R. Getz

Papers Submitted

  1. Getz, JR, Nonabelian Fourier transforms for spherical representations, Pacific Journal of Mathematics (2015), Mathematical Sciences Publishers
    (last updated on 2017/12/15)

    Abstract:
    Braverman and Kahzdan have introduced an influential conjecture on local functional equations for general Langlands L-functions. 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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