A class of biharmonic nonlocal quasilinear systems consisting of Leray–Lions type operators with Hardy potentials

Abstract

Abstract We study the existence of multiple solutions to a nonlocal system involving fourth order Leray–Lions type operators along with singular terms under Navier boundary conditions. The method is based on the variational methods.

Keywords

• Fourth order Leray–Lions type operator
• Variable exponent Sobolev space
• Singular term