20 citations · 72 across the 22 of their papers we have counts for
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math.RT2019★ 4 cited
Generalized zeta integrals on certain real prehomogeneous vector spaces
Wen-Wei Li
Let be a real prehomogeneous vector space under a reductive group , such that is an absolutely spherical -variety with affine open orbit. We define local zeta integra…
math.NT2019★ 6 cited
Counting abelian varieties over finite fields via Frobenius densities
Jeff Achter, Salim Ali Altug, Luis Garcia +3
Let be a principally polarized abelian variety over a finite field with commutative endomorphism ring; further suppose that either is ordinary or the field is prime. Mo…
math.RT2019★ 9 cited
On the regularity of D-modules generated by relative characters
Wen-Wei Li
Following the ideas of Ginzburg, for a subgroup of a connected reductive -group we introduce the notion of -admissible -modules on a homogeneous -varie…