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

collaborators

12 papers

math.CO2026

Spectral extremal problems on planar and outerplanar graphs without $C_{k,l}

Jiamin Li, Dan Li, Xilong Yin +1

Let and be the maximum spectral radius among all -vertex -free planar graphs and outerplanar graphs, respec…

math.NT2026

Theorem on the Goldbach Conjecture

Jiamin Li, Jianya Liu

For , we say Proposition holds if every sufficiently large even integer can be written as where is either …

math.NT2025

Anisotropic quadratic equations in three variables

Jiamin Li, Jianya Liu

Let be an indefinite anisotropic integral quadratic form with determinant , and a non-zero integer such that 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.PR2024

Small gaps of GSE

Renjie Feng, Jiaming Li, Dong Yao

In this paper, we study the smallest gaps for the Gaussian symplectic ensemble (GSE). We prove that the rescaled smallest gaps and their locations converge to a Poisson point proce…

math.AC2024

Local cohomology and Segre products

Jiamin Li, Wenliang Zhang

We prove a Künneth formula for local cohomology of a Segré product of graded modules supported in a Segré product of ideals. In order to apply our formula to the study of cohomolog…

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…

math.AC2022★ 1 cited

Socle degrees for local cohomology modules of thickenings of maximal minors and sub-maximal Pfaffians

Jiamin Li, Michael Perlman

Let be the polynomial ring on the space of non-square generic matrices or the space of odd-sized skew-symmetric matrices, and let be the determinantal ideal of maximal mino…

math.AC2022

Singularities of generic linkage via Frobenius powers

Jiamin Li

Let be an equidimensional ideal of a ring polynomial over and let be its generic linkage. We prove that there is a uniform bound of the difference between…

math.AC2022★ 1 cited

On the generalized multiplicities of maximal minors and sub-maximal pfaffians

Jiamin Li

Let be a polynomial ring of generic variables (resp. a polynomial ring of skew-symmetric variables) over and…

math.AC2021★ 2 cited

A note on the multiplicities of the determinantal thickenings of maximal minors

Jiamin Li

Let be a polynomial ring of variables over and let be the determinantal ideal of maximal minors of . Using the representation…

math.CO2016★ 1 cited

A New Result on Packing Unit Squares into a Large Square

Shuang Wang, Tian Dong, Jiamin Li

In their 2009 note: \emph{Packing equal squares into a large square}, Chung and Graham proved that the uncovered area of a large square of side length is $O\left(x^{(3+\sqrt{2}…