The Fučík spectrum for the weighted operator on ℝ^N contains a first nontrivial curve that is Lipschitz continuous and strictly decreasing with known asymptotics, which is then used to prove multiplicity for related nonlinear equations.
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Fu\v{c}ik spectrum for the operator with rapidly increasing weight and applications
The Fučík spectrum for the weighted operator on ℝ^N contains a first nontrivial curve that is Lipschitz continuous and strictly decreasing with known asymptotics, which is then used to prove multiplicity for related nonlinear equations.