On a ``reversed'' variational inequality
DOI: http://dx.doi.org/10.12775/TMNA.2001.019
Abstract
We are concerned with a class of penalized semilinear
elliptic problems depending on a parameter. We study some multiplicity
results and the limit problem obtained when the parameter goes to
$\infty$. We obtain a ``reversed'' variational inequality, which
is deeply investigated in low dimension.
elliptic problems depending on a parameter. We study some multiplicity
results and the limit problem obtained when the parameter goes to
$\infty$. We obtain a ``reversed'' variational inequality, which
is deeply investigated in low dimension.
Keywords
Reversed variational inequalities; topological and variational methods
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