On the asymptotic behavior of solutions of certain forced third order integro-differential equations with δ-Laplacian

In this paper the authors examine the asymptotic behavior of solutions of a certain third order forced integro-differential equations with δ-Laplacian. Their main goal is to investigate whether nonoscillatory solutions behave at infinity like certain nontrivial nonlinear functions. They apply a technique involving Young's, Hölder's, and Gronwall's inequalities.