On the Existence Results of First and Second-Order Differential Inclusions Involving the \(\phi\)-Laplacian in \(\mathbb{R}^n\)
Abstract
In this paper, we will establish the existence of solutions to systems of first-order and second-order differential inclusions, with nonlinear differential operators, satisfying some boundary value conditions. We consider the case where the right-hand side is a lower semi-continuous set-valued map.