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math.AP2017
Multiplicity results for elliptic problems with super-critical concave and convex nonlinearties
Najmeh Kuhestani, Abbas Moameni
We shall prove a multiplicity result for semilinear elliptic problems with a super-critical nonlinearity of the form, \begin{equation}\label{con-c} \left \{ \begin{array}{ll} -Δu =…
math.AP2017
A variational principle for problems with a hint of convexity
Abbas Moameni
A variational principle is introduced to provide a new formulation and resolution for several boundary value problems with a variational structure. This principle allows one to dea…
math.AP2017
A new variational principle, convexity and supercritical Neumann problems
Craig Cowan, Abbas Moameni
Utilizing a new variational principle that allows dealing with problems beyond the usual locally compactness structure, we study problems with a supercritical nonlinearity of the t…