Jiamin Li

activity

20162026

most citedA note on the multiplicities of the determinantal thickenings of maximal minors

2 citations · 5 across the 12 of their papers we have counts for

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4 papers · 1 filter

math.NT2026

Theorem $(1 + 1.9)$ on the Goldbach Conjecture

Jiamin Li, Jianya Liu

For $1 \leq a \leq 2$ , we say Proposition $(1 + a)$ holds if every sufficiently large even integer $N$ can be written as $N = p + r q, r \leq q^{a - 1},$ where $r$ is either $1$ …

math.NT2025

Anisotropic quadratic equations in three variables

Jiamin Li, Jianya Liu

Let $f (x_{1}, x_{2}, x_{3})$ be an indefinite anisotropic integral quadratic form with determinant $d (f)$ , and $t$ a non-zero integer such that $d (f) t$ is square-free. It is proved in th…

math.NT2024

On the error term concerning the number of cyclic subgroups of Z_l \times Z_m \times Z_n with lmn\leqslant x

Jing Ma, Jiaming Li, Jia Zhang

Let Zn denote the additive group of residue classes modulo n. Let c(l,m,n) denote the number of cyclic subgroups of Zl *Zm *Zn. For any x > 1, we consider the asymptotic behavior o…

math.NT2023

Three-dimensional exponential sums under constant perturbation

Jiamin Li, Jing Ma

In this paper, by generalizing Bombieri and Iwaniec's double large sieve inequality, we obtain an estimation on a type of three-dimensional exponential sums with constant perturbat…

Theorem (1+1.9) on the Goldbach Conjecture

Anisotropic quadratic equations in three variables

On the error term concerning the number of cyclic subgroups of Z_l \times Z_m \times Z_n with lmn\leqslant x

Three-dimensional exponential sums under constant perturbation

Theorem $(1 + 1.9)$ on the Goldbach Conjecture