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20002026
most citedRefined Bohr inequality for bounded analytic functions

13 citations · 66 across the 43 of their papers we have counts for

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math.RT2026

Symplectic Dirac operators on homogeneous spaces

Dan Ciubotaru, Gang Liu, Salah Mehdi +1

We define symplectic Dirac operators on homogeneous spaces and study their representation-theoretic role. For an invariant polarization, the symplectic Dirac operator decomposes in…

math.RT2023

Dirac cohomology and -correspondence for complex dual pairs

Spyridon Afentoulidis-Almpanis, Gang Liu, Salah Mehdi

We study the behavior of Dirac cohomology under Howe's -correspondence in the case of complex reductive dual pairs. More precisely, if is a complex reductive dual pa…

math.RT2021

A proof of Casselman's comparison theorem for standard minimal parabolic subalgebra

Ning Li, Gang Liu, Jun Yu

Let be a real linear reductive group and be a maximal compact subgroup. Let be a minimal parabolic subgroup of with complexified Lie algebra , and $\m…

math.RT2020

Restriction of irreducible unitary representations of Spin(N,1) to parabolic subgroups

Gang Liu, Yoshiki Oshima, Jun Yu

In this paper, we obtain explicit branching laws for all irreducible unitary representations of $\Spin(N,1)$ restricted to a parabolic subgroup . The restriction turns out to be…

math.RT2019★ 1 cited

Dual pairs in the Pin-group and duality for the corresponding spinorial representation

Clément Guérin, Gang Liu, Allan Merino

In this paper, we give a complete picture of Howe correspondence for the setting (), where is an orthogonal group (real or complex), is…

math.RT2018★ 2 cited

A geometric interpretation of Kirillov's Conjecture

Gang Liu, Jun Yu

In this article, we give a natural geometric interpretation of Kirillov's conjecture for tempered representations in the framework of orbit method. This interpretation can also be…