Jingya Chen

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math.AP2024

Hölder and Harnack estimates for integro-differential operators with kernels of measure

Jingya Chen

We establish Hölder and Harnack estimates for weak solutions of a class of elliptic nonlocal equations that are modeled on integro-differential operators with kernels of measure. T…

math.AP2023

On higher integrability for $p (x)$ -Laplacian equations with drift

Jingya Chen, Bin Guo, Baisheng Yan

In this paper, we study the higher integrability for the gradient of weak solutions of $p (x)$ -Laplacians equation with drift terms. We prove a version of generalized Gehring's lemm…

Hölder and Harnack estimates for integro-differential operators with kernels of measure

On higher integrability for p(x)-Laplacian equations with drift

On higher integrability for $p (x)$ -Laplacian equations with drift