Nodal Solutions Bifurcating from Infinity for some Singular p-Laplace Equations: Flat and Compact Support Solutions
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.Abstract
We study the existence and multiplicity of nodal solutions with normal exterior derivative different or equal to zero (case of flat solutions) or having a free boundary (the boundary of the set where the solution vanishes) of some one-dimensional p-Laplace problems of eigenvalue type with homogeneous Dirichlet boundary conditions and a, possibly singular, nonlinear absorption
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