activity
20082017
most citedAdditive twists of Fourier coefficients of symmetric-square lifts

20 citations · 49 across the 7 of their papers we have counts for

collaborators

7 papers

math.NT2017

A Spectral reciprocity formula and non-vanishing for L-functions on GL(4)xGL(2)

Valentin Blomer, Xiaoqing Li, Stephen D. Miller

We develop a reciprocity formula for a spectral sum over central values of L-functions on GL(4)xGL(2). As an application we show that for any self-dual cusp form Pi for SL(4,Z), th…

math.NT2016★ 1 cited

A standard zero free region for Rankin-Selberg L-functions

Dorian Goldfeld, Xiaoqing Li

A standard zero free region is obtained for Rankin Selberg L-functions where is an almost everywhere tempered Maass form on and is not…

math.NT2012★ 13 cited

The restriction norm of a Maass form on

Xiaoqing Li, Sheng-Chi Liu, Matthew P. Young

We discuss upper and lower bounds for the restriction norm of a Maass form on $\SL{n+1}{Z}$.

math.NT2011★ 20 cited

Additive twists of Fourier coefficients of symmetric-square lifts

Xiaoqing Li, Matthew P. Young

We study the sum of additively twisted Fourier coefficients of a symmetric-square lift of a Maass form invariant under the full modular group. Our bounds are uniform in terms of th…

math.NT2011★ 13 cited

The restriction norm of a Maass form

Xiaoqing Li, Matthew P. Young

We prove a sharp upper bound on the norm of a Maass form restricted to .

math.NT2008★ 2 cited

Bounds for -functions and GL(3) -functions

Xiaoqing Li

In this paper, we will give the subconvexity bounds for self dual GL(3) functions in the aspect as well as subconvexity bounds for self dual functio…

math.NT2008

The central value of the Rankin-Selberg -functions

Xiaoqing Li

Let be a Maass form for which is fixed and be an orthonormal basis of even Maass forms for we prove an asymptotic formula for the…