On the structure of the solution set for a class of nonlinear equations involving a duality mapping

George Dinca, Mohamed Rochdi

DOI: http://dx.doi.org/10.12775/TMNA.2008.003

Abstract


Sufficient conditions ensuring that the solution set of some operator
equations involving a duality mapping is non-empty, compact and convex
are given.

Keywords


Duality mapping; p-Laplacian; Nemytskiĭ operator; Sobolev embeddings

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