papers

Publications (8)

cond-mat.mtrl-sci2009

Unipolar Resistance Switching in Amorphous High-k dielectrics Based on Correlated Barrier Hopping Theory

Kui Li, Yidong Xia, Bo Xu +5

We have proposed a kind of nonvolatile resistive switching memory based on amorphous LaLuO3, which has already been established as a promising candidate of high-k gate dielectric e…

math.AP2025

On a new region for the Lane-Emden conjecture in higher dimensions

Kui Li, Mingxiang Li, Juncheng Wei

We study the Lane-Emden conjecture, which asserts the non-existence of non-trivial, non-negative solutions to the Lane-Emden system \[ -Δu = v^p, \quad -Δv = u^q, \quad x \in \ma…

math.AP2025

Symmetry and classification of positive solutions of some weighted elliptic equations

Kui Li, Mengyao Liu, Jianfeng Wu

We study the weighted elliptic equation \begin{equation} -div(|x|^{-2a}\nabla u)=|x|^{-bp}|u|^{p-2}u~~~\mbox{in}~\mathbb{R}^N ~~~~~~~~~~~~~~~~~~~~(0.1)\end{equation} with

math.CO2026

The uniform asymptotics for real double Hurwitz numbers with triple ramification II: lower bounds and asymptotics

Yanqiao Ding, Kui Li, Huan Liu +1

This is the second of two papers on the uniform asymptotics for real double Hurwitz numbers with triple ramification. Using the modified tropical correspondence theorem established…

physics.optics2024

Multi-color Wavefront Sensor using Talbot effect for High-order Harmonic Generation

Yang Du, Kui Li, Jin Niu +6

We present a novel method for multi-color wavefront measurement of high-order harmonic generation beams using the Talbot effect, validated both theoretically and experimentally for…

math.AP2018

On the Lane-Emden conjecture

Kui Li, Zhitao Zhang

We consider the Lane-Emden conjecture which states that there is no non-trivial non-negative solution for the Lane-Emden system whenever the pair of exponents is subcritical. By So…

math.AG2026

The uniform asymptotics for real double Hurwitz numbers with triple ramification I: the tropical correspondence

Yanqiao Ding, Kui Li, Huan Liu +1

This is the first of two papers on the uniform asymptotics for real double Hurwitz numbers with triple ramification. Real double Hurwitz numbers with triple ramification count the…

math.AP2025

Classification of stationary solutions of the -dimensional radial Yang-Mills equation

Kui Li, Zhitao Zhang

We classify the solutions of the planar weighted Allen-Cahn equation arising from the critical equivariant Yang-Mills problem. We first give a complete classification for r…