Singular p(x)-Laplace Equations with Lower-Order Terms and a Hardy Potential

The present paper is concerned by the study of a nonlinear elliptic equation which contains a Hardy potential, lower order term, singular term and \(L^{m(\cdot )} \) $L^{m(·)}$ data. Our approach is based on approximating the initial problem with a non-singular problem that is well-posed. We then establish the necessary estimates to pass to the limit.