THE HLDER CONTINUITY FOR THE GRADIENT OF SOLUTIONS TO ONE-SIDED OBSTACLE PROBLEMS

王向东; 粱廷

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THE HLDER CONTINUITY FOR THE GRADIENT OF SOLUTIONS TO ONE-SIDED OBSTACLE PROBLEMS

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摘要

The Hǒlder continuity is proved for the gradient of the solution to the one-sided obstacle problem of the following variational inequality in the case 1p

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《应用数学和力学：英文版》 |1992年第9期|841-850|共10页
作者
王向东; 粱廷;
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作者单位

Xuchang Teachers College;

Xuchang.;

Zhongshan University;

Guangzhou;

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原文格式 PDF
正文语种 chi
中图分类力学;数学;
关键词
variational; inequality; obstacle; problem; gradient; Hǒlder; continuity;

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3. Ground state solutions for coupled Schr(o)dinger systems and semiclassical solutions for quasilinear Schr(o)dinger equations [A] . Khine Min Min Oo . 2019

THE HLDER CONTINUITY FOR THE GRADIENT OF SOLUTIONS TO ONE-SIDED OBSTACLE PROBLEMS

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