Two solutions for a class of singular Kirchhoff‐type problems with Hardy–Sobolev critical exponent II

Abstract

In this article, we devote ourselves to investigate the following singular Kirchhoff‐type equation: where is a bounded domain with smooth boundary ∂Ω,0∈Ω,a≥0,b,λ>0,0<γ,s<1, and By using the variational and perturbation methods, we obtain the existence of two positive solutions, which generalizes and improves the recent results in the literature.