Changlin Li

collaborators

3 papers

math.NT2026

Hybrid Weyl Subconvexity over Imaginary Quadratic Fields

Zhengxiao Gao, Changlin Li, Zhi Qi

On imaginary quadratic fields, we establish the $GL_{2}$ Bessel $δ$ -method and prove the hybrid Weyl-type subconvexity bound for $GL_{2} \times GL_{1}$ twisted…

math.NT2026

On the Second Moment of $L (1/2, As (f))$

Changlin Li, Zhi Qi

Let $F$ be a real quadratic field. Let $f$ traverse a Hecke orthonormal basis of Hilbert cusp forms over $F$ of full level and parallel weight $(k, k)$ . As $k \…

math.NT2026

On the Second Moment of $L (1/2, As (f) \times ϕ)$

Changlin Li, Zhi Qi

Let $F = Q (D)$ be a real quadratic field. In this paper, we establish a large sieve inequality for the Asai lifts $As (f)$ with $f$ in a Hecke or…

Hybrid Weyl Subconvexity over Imaginary Quadratic Fields

On the Second Moment of L(1/2,As(f))

On the Second Moment of L(1/2,As(f)×ϕ)

On the Second Moment of $L (1/2, As (f))$

On the Second Moment of $L (1/2, As (f) \times ϕ)$