Kleinfour-symme-tric2026Klein four-symmetric pairs of E6(2)Haian HeInternational Journal of MathematicsDOI
BranchingLaws2025Branching Laws for Non-complex Simple Lie Groups of Type $\mathrm{F}_{4}$Haian HeTaiwanese Journal of MathematicsDOI
A discretebranchinglaw2025A discrete branching law for (G,G(ℤ/2ℤ)n)Haian HeInternational Journal of MathematicsDOI
Branchinglaws ofKlein2024Branching laws of Klein four-symmetric pairs for $$\textrm{Sp}(n,\mathbb {R})$$Jiaying Ding, Haian He, H. H. Pan, Lifu WangGeometriae DedicataDOI
TransferofHighest2024Transfer of Highest Weight Modules and Small Unipotent RepresentationsHaian He, Jing-Song Huang, Kayue Daniel WongActa Mathematica Sinica English SeriesDOI
On thediscretely2022On the discretely decomposable restrictions of (𝔤,K)-modules for Klein four symmetric pairsYilian Chen, Haian HeInternational Journal of MathematicsDOI
Anecessarycondition2021A necessary condition for discrete branching laws for Klein four symmetric pairsHaian HeJournal of Algebra and Its ApplicationsDOI
Diracseriesfor E62021Dirac series for E6(−14)Lin-Gen Ding, Chao-Ping Dong, Haian HeJournal of AlgebraDOI
Discretedecompo-sability2021Discrete decomposability of restrictions of $$({\mathfrak {g}},K)$$-modules for $$(G,G^\sigma )$$ with an automorphism $$\sigma $$ of even orderHaian HeGeometriae DedicataDOI