Marcela Hanzer

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20242026

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math.RT2026

Theta correspondence and Arthur packets: on the Adams conjecture

Petar Bakic, Marcela Hanzer

The Adams conjecture predicts that the local theta correspondence should respect Arthur packets. In this paper, we revisit the Adams conjecture for the symplectic--even orthogonal…

math.RT2025

On the MuiÄ conjecture--the irreducibility of the big theta lift

Marcela Hanzer

Let $F$ be a non-archimedean local field of characteristic zero. We study theta correspondence for (complex) representations of symplectic--even orthogonal dual reductive pairs ove…

math.RT2024

Multiplicity free Weil representations arising from exceptional groups

Marcela Hanzer, Gordan Savin

Using exceptional theta correspondences, we prove that certain Weil representations of $p$ -adic groups are multiplicity free and determine irreducible quotients.

Theta correspondence and Arthur packets: on the Adams conjecture

On the MuiÄ conjecture--the irreducibility of the big theta lift

Multiplicity free Weil representations arising from exceptional groups

On the MuiÄ conjecture--the irreducibility of the big theta lift