Eisenstein series arising from Jordan algebras
Marcela Hanzer, Gordan Savin
TL;DR
This paper investigates the poles and residual automorphic representations of Eisenstein series linked to maximal parabolic subgroups with unipotent radicals structured as Jordan algebras.
Contribution
It provides a detailed analysis of Eisenstein series associated with Jordan algebra structures in the context of automorphic forms.
Findings
Identification of poles of Eisenstein series
Description of residual automorphic representations
Connection to Jordan algebra structures
Abstract
We describe poles and the corresponding residual automorphic representations of Eisenstein series attached to maximal parabolic subgroups whose unipotent radicals admit Jordan algebra structure.
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