Pure Maths Colloquium: On Higher Moments of Quadratic Dirichlet L-Functions
10 June 2014 16:00 in CM 105
In this talk we give a cohomological description of the "p-parts" of the multiple Dirichlet series attached to moments of quadratic L-series over a number field. We expect that the Eisenstein Conjecture of Bump, Brubaker and Friedberg extends to the relevant Kac-Moody groups in our situation, and that the multiple Dirichlet series we contruct occurs (perhaps, up to a normalization) in a Fourier-Whittaker coefficient of a (Kac-Moody) Eisenstein series.
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