Yuan Zhou

collaborators

2 papers

math.AP2024

A quantitative second order Sobolev regularity for (inhmogeneous) normalized $p (\cdot)$ -Laplace equations

Yuqing Wang, Yuan Zhou

Let $Ω$ be a domain of $R^{n}$ with $n \geq 2$ and $p (\cdot)$ be a local Lipschitz funcion in $Ω$ with $1 < p (x) < \infty$ in $Ω$ . We build up an interior quantitative second order…

math.CA2010

Haj\lasz-Sobolev Imbedding and Extension

Yuan Zhou

The author establishes some geometric criteria for a Haj\lasz-Sobolev $\dot M^{s,\,p}_\ball$-extension (resp. $\dot M^{s,\,p}_\ball$-imbedding) domain of $R^{n}$ with $n\ge…

A quantitative second order Sobolev regularity for (inhmogeneous) normalized p(⋅)-Laplace equations

Haj\lasz-Sobolev Imbedding and Extension

A quantitative second order Sobolev regularity for (inhmogeneous) normalized $p (\cdot)$ -Laplace equations