Metaplectic Eisenstein Series on GL(3)

Abstract

Let F be a global field with ring o of integers, and let μn denote the group of n-th roots of unity in F . Let Γ(f) be the principal congruence subgroup of SL3(o) consisting of elements that are congruent to the identity modulo f. The Kubota symbol κ : Γ(f) −→ μn is a character constructed by Bass, Milnor and Serre [1]. We will give a direct construction… (More)

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Cite this paper

@inproceedings{Brubaker2006MetaplecticES, title={Metaplectic Eisenstein Series on GL(3)}, author={Ben Brubaker and Jeffrey Hoffstein}, year={2006} }