C. Jia

activity

20092020

most citedOn the Inverse Problem Relative to Dynamics of the w Function

2 citations · 5 across the 10 of their papers we have counts for

collaborators

10 papers

math.NT2020

On the conditional bounds for Siegel zeros

Chaohua Jia

Under a weakened version of Hardy-Littlewood Conjecture on the number of representations in Goldbach problem, J. H. Fei proved bounds for the Siegel zeros. Recently G. Bhowmik and…

math.NT2020★ 1 cited

On the generalization of Golomb's conjecture

Chaohua Jia

Let $p$ be a sufficiently large prime number, $r$ be any given positive integer. Suppose that $a_{1}, \dots, a_{r}$ are pairwise distinct and not zero modulo $p$ . Let $N(a_1,\,\dots,…

math.NT2019

On power residues modulo a prime

Ke Gong, Chaohua Jia

Let $p$ be a sufficiently large prime number, $n$ be a positive odd integer with $n ∣ p - 1$ and $n > p^{ε}$ , where $ε$ is a sufficiently small constant. Let $k(p,\,…

math.NT2014★ 1 cited

A note on the number of coefficients of automorphic $L -$ functions for $G L_{m}$ with same signs

Chaohua Jia

Let $π$ be an irreducible unitary cuspidal representation of $G L_{m} (A_{Q})$ and $L (s, π)$ be the global $L -$ function attached to $π$ . If $Re (s) > 1$ , $L (s, π)$ has…

math.NT2014★ 1 cited

Kloosterman Sums with Multiplicative Coefficients

Ke Gong, Chaohua Jia

Let $f (n)$ be a multiplicative function satisfying $∣ f (n) ∣ \leq 1$ , $q$ $(\leq N^{2})$ be a positive integer and $a$ be an integer with $(a, q) = 1$ . In this paper, we shall prove that…

math.NT2012

On sumsets in $F_{2}^{n}$

Chaohua Jia

Let $F_{2}$ be the finite field of two elements, $F_{2}^{n}$ be the vector space of dimension $n$ over $F_{2}$ . For sets $A, B \subseteq F_{2}^{n}$ , their sumset is…

On the conditional bounds for Siegel zeros

On the generalization of Golomb's conjecture

On power residues modulo a prime

A note on the number of coefficients of automorphic L−functions for GLm​ with same signs

Kloosterman Sums with Multiplicative Coefficients

On sumsets in F2n​

A note on the number of coefficients of automorphic $L -$ functions for $G L_{m}$ with same signs

On sumsets in $F_{2}^{n}$