The paper proves new and alternative bifurcation results for nonlinear Hamiltonian boundary value problems by applying and generalizing abstract bifurcation theory via variational methods.
Brezis, Functional analysis, Sobolev spaces and partial differential equations, Universitext
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Bifurcations for Hamiltonian systems
The paper proves new and alternative bifurcation results for nonlinear Hamiltonian boundary value problems by applying and generalizing abstract bifurcation theory via variational methods.