Eigenvalue problems for anisotropic elliptic equations: an Orlicz-Sobolev space setting
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Title | Eigenvalue problems for anisotropic elliptic equations: an Orlicz-Sobolev space setting |
Publication Type | Journal Article |
Authors | Mihailescu, Mihai, Gheorghe Morosanu, and Vicentiu Radulescu |
Journal title | Nonlinear Analysis |
Year | 2010 |
Pages | 3239-3253 |
Volume | 73 |
Abstract | The paper studies a class of anisotropic eigenvalue problems involving an elliptic, nonhomogeneous di®erential operator on a bounded domain from RN with smooth boundary. Some results regarding the existence or non-existence of eigenvalues are obtained. In each case the competition between the growth rates of the anisotropic coe±cients plays an essential role in the description of the set of eigenvalues. |
Language | English |
Publisher link | http://tinyurl.com/7z39uj6 |
Unit:
Department of Mathematics and its Applications
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