Ting Huang

works on

asymptotic formulas 1 generalized divisor functions 1 modular l-functions 1 moments of derivatives 1 quadratic characters 1

From the 1 of 3 linked papers with an AI index.

collaborators

3 papers

math.NT2026

First Moment of derivatives of $L$ -functions in a nonlinear family

Tinghao Huang, Zhining Wei

The authors establish an asymptotic formula for the first‑order derivative of modular L‑functions at the central point, averaged with generalized divisor functions attached to prim…

math.NT2026

On Ramanujan Primes for Hecke-Maass Cusp Forms

Tinghao Huang, Shifan Zhao

For a primitive Hecke-Maass cusp form $I ¨ $ of level $N$ with the $n$ -th Hecke eigenvalue $I^»_{I ¨} (n)$ and a prime number $p ∤ N$ , the celebrated Ramanujan conjecture at $p$ assert…

math.NT2025

Averaging quadratically twisted $L$ -values and their derivatives

Tinghao Huang

In this paper, we unconditionally establish an asymptotic formula for the product of the quadratically twisted central $L$ -value associated to a holomorphic cusp form $f$ , and the…

First Moment of derivatives of L-functions in a nonlinear family

On Ramanujan Primes for Hecke-Maass Cusp Forms

Averaging quadratically twisted L-values and their derivatives

First Moment of derivatives of $L$ -functions in a nonlinear family

Averaging quadratically twisted $L$ -values and their derivatives