Marcela Hanzer

activity

20132019

collaborators

4 papers

math.RT2019

Theta correspondence for symplectic-orthogonal and metaplectic-orthogonal p-adic dual pairs

Petar Bakic, Marcela Hanzer

In this paper, we completely describe the Howe correspondence for the dual pairs from the title over a nonarchimedean local field of characteristic zero. More specifically, for eve…

math.RT2019

Generic representations of metaplectic groups and their theta lifts

Petar Bakic, Marcela Hanzer

In this paper we give the description of generic representations of metaplectic groups over p-adic fields in terms of their Langlands parameters and calculate their theta lifts on…

math.RT2018

Eisenstein series arising from Jordan algebras

Marcela Hanzer, Gordan Savin

We describe poles and the corresponding residual automorphic representations of Eisenstein series attached to maximal parabolic subgroups whose unipotent radicals admit Jordan alge…

math.NT2013

On the images and poles of degenerate Eisenstein series for $G L_{n} (A_{Q})$ and $G L_{n} (R)$

Marcela Hanzer, Goran Mui\' c

I this paper we determine poles in the right--half plane and images of degenerate Eisenstein series for $G L_{n} (A_{Q})$ induced from a character on a maximal parabolic sub…

Theta correspondence for symplectic-orthogonal and metaplectic-orthogonal p-adic dual pairs

Generic representations of metaplectic groups and their theta lifts

Eisenstein series arising from Jordan algebras

On the images and poles of degenerate Eisenstein series for GLn​(AQ​) and GLn​(R)

On the images and poles of degenerate Eisenstein series for $G L_{n} (A_{Q})$ and $G L_{n} (R)$