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Using a bifurcation result on noncompact branches of solutions in an abstract setting, we establish the existence of global bifurcation for the following nonlinear equation
subject to Dirichlet boundary conditions under certain assumptions on a,b and q when μ0 is not an eigenvalue of the above divergence form. 相似文献
−div(a|∇u|p−2∇u)−μ0b|u|p−2u=q(λ,x,u,∇u)
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