Chao Liu

most citedRemarks on a Paper by Leonetti and Siepe

16 citations · 16 across the 3 of their papers we have counts for

collaborators

3 papers

math.AP2018

Hölder Continuity and Differentiability Almost Everywhere of $(K_{1}, K_{2})$ -Quasiregular Mappings

Hongya Gao, Chao Liu, Junwei Li

This paper deals with $(K_{1}, K_{2})$ -quasiregular mappings. It is shown, by Morrey's Lemma and isoperimetric inequality, that every $(K_{1}, K_{2})$ -quasiregular mapping satisfies a Höld…

math.AP2018

A Generalization of Exponential Class and its Applications

Hongya Gao, Chao Liu, Hong Tian

A function space, $L^{θ, \infty)} (Ω)$ , $0 \leq θ < \infty$ , is defined. It is proved that $L^{θ, \infty)} (Ω)$ is a Banach space which is a generalization of exponential class. An alter…

math.AP2018★ 16 cited

Remarks on a Paper by Leonetti and Siepe

Hongya Gao, Chao Liu, Hong Tian

In 2012, F.Leonetti and F.Siepe [1] considered solutions to boundary value problems of some anisotropic elliptic equations of the type $$ \left\{ \begin{array}{llll} \sum\limits _{…

Hölder Continuity and Differentiability Almost Everywhere of (K1​,K2​)-Quasiregular Mappings

A Generalization of Exponential Class and its Applications

Remarks on a Paper by Leonetti and Siepe

Hölder Continuity and Differentiability Almost Everywhere of $(K_{1}, K_{2})$ -Quasiregular Mappings