Existence of minimizer of some functionals involving Hardy-type inequalities
KeywordsNonlinear problem, concentration-compactness, p-laplacian, singular weights, Hardy-type inequality
AbstractWe study a class of $p$-laplacian-type problems with various unbounded weights and a forcing term on open subsets of $\mathbb R^N$ or on the positive real axis. To prove the existence of solution, we use variational methods involving concentration-compactness technique and Hardy-type inequalities.
How to Cite
SINTZOFF, Paul. Existence of minimizer of some functionals involving Hardy-type inequalities. Topological Methods in Nonlinear Analysis [online]. 1 September 2006, T. 28, nr 1, s. 105–115. [accessed 7.12.2021].
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