Proves existence of unbounded eigenvalues and, under further assumptions, that the spectrum fills (0,∞) for a nonlinear transmission eigenvalue problem with different p-growth operators and interface conditions.
Struwe, Variational methods: applications to nonlinear partial differential equations and Hamiltonian systems
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Nonlinear Transmission Eigenvalue Problems with Nonhomogeneous Operators of Different p-Growth
Proves existence of unbounded eigenvalues and, under further assumptions, that the spectrum fills (0,∞) for a nonlinear transmission eigenvalue problem with different p-growth operators and interface conditions.