Han Wu

activity

20122026

most citedBurgess-like subconvex bounds for

G L_{2} \times G L_{1}

35 citations · 77 across the 25 of their papers we have counts for

collaborators

Showing 2016 · math.NTShow all

4 papers · 2 filters

math.NT2016

A Note on Spectral Analysis in Automorphic Representation Theory for $GL_{2}$ : II

Han Wu

We generalize Zagiers work on regularized integral to the singular case in the adelic setting. We develop necessary tools of treating various singular cases of regularized triple p…

math.NT2016★ 7 cited

A Note on Spectral Analysis for $GL_{2}$ : I

Han Wu

We establish the Fourier inversion for the smooth vectors in $L^{2} (GL_{2}, ω)$ over a number field $F$ , using minimal knowledge from automorphic representation th…

math.NT2016★ 9 cited

Burgess-like subconvexity for $GL_{1}$

Han Wu

We generalize our previous method on subconvexity problem for $GL_{2} \times GL_{1}$ with cuspidal representations to Eisenstein series, and deduce a Burgess-like sub…

math.NT2016★ 2 cited

Subconvex bounds for compact toric integrals

Han Wu

We generalize our method for subconvex bounds for $GL_{2} \times GL_{1}$ to the setting of the Waldspurger's formula for compact torical integrals. We address the two…

A Note on Spectral Analysis in Automorphic Representation Theory for GL2​: II

A Note on Spectral Analysis for GL2​: I

Burgess-like subconvexity for GL1​

Subconvex bounds for compact toric integrals

A Note on Spectral Analysis in Automorphic Representation Theory for $GL_{2}$ : II

A Note on Spectral Analysis for $GL_{2}$ : I

Burgess-like subconvexity for $GL_{1}$