Asymptotic behavior of solutions of N-th order forced integro-differential equations with -Laplacian

The authors prove some new results on the asymptotic behavior of solutions of nth order forced integro-differential equations with a 0-Laplacian. The main goal is to investigate when all solutions behave at infinity like certain nontrivial nonlinear functions. They apply a technique involving Young's inequality. The paper concludes with two examples illustrating the applicability of the main results.