activity
20172026
collaborators

5 papers

math.AP2026

Propagation-Window Bounds in Degenerate Plant-Consumer Reaction-Diffusion Systems

Chiun-Chuan Chen, Ting-Yang Hsiao, Li-Chang Hung +2

We study traveling waves in high-dimensional plant--consumer reaction--diffusion systems with competing plants and associated consumers. We focus on the degenerate case in…

math.PR2026

A Heat Kernel Expectation Approach to Boundary-Corrected Li--Yau Estimates for the Dirichlet Heat Equation

Li-Chang Hung

In this paper, we establish an explicit boundary-corrected Li--Yau type gradient estimate for positive solutions of the Dirichlet heat equation on the Euclidean half-space. The mai…

math.PR2026

A Variance Representation Formula for Hölder's Inequality

Li-Chang Hung

We establish an exact representation formula for the deficit in Hölder's inequality. Rather than estimating the deficit by auxiliary quantities, we show that it can be represented…

math.AP2019

Nonlinear estimates for traveling wave solutions of reaction diffusion equations

Li-Chang Hung, Xian Liao

In this paper we will establish nonlinear a priori lower and upper bounds for the solutions to a large class of equations which arise from the study of traveling wave solutions of…

math.CA2017

On generalization of D'Aurizio-Sándor trigonometric inequalities with a parameter

Li-Chang Hung, Pei-Ying Li

In this work, we generalize the D'Aurizio-Sándor inequalities (\cite{D'Aurizio,Sandor}) using an elementary approach. In particular, our approach provides an alternative proof of t…