Multiple Positive Solutions for a Binonlocal Kirchhoff-Schr?dinger-Poisson System
In this paper,we consider the existence of positive solution to the Kirchhoff-Schrödinger-Poisson system with singularity and binonlocal,we will perturbation technique is use to solve the problem that the functional with singular term cannot be differentiable at zero.Applying the Ekeland variational principal and mountain pass lemma,the perturbation functional corresponding to this problem has a local minimum and critical point of the mountain path type.The existence of two positive solutions is obtained by estimating the sequence with a consistent lower bound and taking the limit of perturbation.
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