Jun, 1997
Nonexistence results of positive entire solutions for quasilinear elliptic inequalities
CANADIAN MATHEMATICAL BULLETIN-BULLETIN CANADIEN DE MATHEMATIQUES
- ,
- Volume
- 40
- Number
- 2
- First page
- 244
- Last page
- 253
- Language
- English
- Publishing type
- Research paper (scientific journal)
- Publisher
- CANADIAN MATHEMATICAL SOC
This paper treats the quasilinear elliptic inequality
div(/Du/(m-2)Du) greater than or equal to p(x)u sigma. x is an element of R-N.
where N greater than or equal to 2, m > 1, sigma > m - 1, and p:R-N --> (0, infinity) is continuous. Sufficient conditions are given for this inequality to have no positive entire solutions, When p has radial symmetry, the existence of positive entire solutions can be characterized by our results and some known results.
div(/Du/(m-2)Du) greater than or equal to p(x)u sigma. x is an element of R-N.
where N greater than or equal to 2, m > 1, sigma > m - 1, and p:R-N --> (0, infinity) is continuous. Sufficient conditions are given for this inequality to have no positive entire solutions, When p has radial symmetry, the existence of positive entire solutions can be characterized by our results and some known results.
- Link information
- ID information
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- ISSN : 0008-4395
- eISSN : 1496-4287
- SCOPUS ID : 0031160883
- Web of Science ID : WOS:A1997XE09700015