Publication Cover
Applicable Analysis
An International Journal
Volume 81, 2002 - Issue 6
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Original Articles

Resonance Problems for a Class of Singular Elliptic Equations

Pages 1265-1282 | Published online: 09 Sep 2010
 

In this article we study the resonance problems for Hardy-Sobolev operator $ L_{\mu }:= -\Delta _{p}-\fraca {(\mu }{|x|^{p})}, 0\le \mu \lt {\fraca {(N-p}{p} )}\,^{p} $ with unbounded nonlinearity. Existence of weak solutions is established using the minimax theorems in critical point theory.

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