Some stability results for Mountain Pass and Linking type solutions of semilinear problems involving a very general class of Dirichlet forms are stated. The non linear terms are supposed to have a suitable superlinear growth and the family of Dirichlet forms is required to be dominated from below and from above by a fixed diffusion type form. Some concrete examples are also given.
Biroli, M., Mataloni, S., Matzeu, M. (2005). Stability results for Mountain Pass and Linking type solutions of semilinear problems involving Dirichlet forms. NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS, 12(3), 295-321 [10.1007/s00030-005-0016-5].
Stability results for Mountain Pass and Linking type solutions of semilinear problems involving Dirichlet forms
MATZEU, MICHELE
2005-01-01
Abstract
Some stability results for Mountain Pass and Linking type solutions of semilinear problems involving a very general class of Dirichlet forms are stated. The non linear terms are supposed to have a suitable superlinear growth and the family of Dirichlet forms is required to be dominated from below and from above by a fixed diffusion type form. Some concrete examples are also given.File in questo prodotto:
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