Research

Papers

  • Two Identities Relating Eisenstein Series on General Linear Groups. In Preparation.
    Z. Hazan.

Abstract

We give a general identity relating Eisenstein series on general linear groups. We do it by constructing an Eisenstein series, attached to a maximal parabolic subgroup and a pair of representations, one cuspidal and the other a character, and express it in terms of a degenerate Eisenstein series. In the local fields analogue we find that the unramified calculation gives the Godement-Jacquet zeta function. This realizes and generalizes the construction proposed by Ginzburg and Soudry in section 3 (2019).

Invited Talks

Selected Conferences

BGU, Beer Sheva, Israel

Institute for Mathematical Sciences at National University of Singapore (NUS)

Samos, Greece