A positive solution of a p-Laplace-like equation with critical growthReport as inadecuate




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Journal of Inequalities and Applications

, 2012:218

First Online: 02 October 2012Received: 14 May 2012Accepted: 13 September 2012

Abstract

The existence of a positive solution of a p-Laplace-like equation with critical growth is established by the generalization to the concentration-compactness principle and the Sobolev inequality under some proper assumptions. Moreover, we achieve some regularity results of the solution.

MSC: 35J65.

Keywordsp-Laplace-like operator critical growth concentration-compactness principle weakly continuity  Download fulltext PDF



Author: Zhou Yang - Di Geng - Huiwen Yan

Source: https://link.springer.com/







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