Topological methods are applied to show that solutions of a p-Laplacian elliptic problem with potential well and singular nonlinearity converge to solutions of a limiting problem without the well as a parameter blows up to infinity.
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A topological approach to an elliptic problem
Topological methods are applied to show that solutions of a p-Laplacian elliptic problem with potential well and singular nonlinearity converge to solutions of a limiting problem without the well as a parameter blows up to infinity.