Inertial Tseng Method for Solving the Variational Inequality Problem and Monotone Inclusion Problem in Real Hilbert Space

The main aim of this research is to introduce and investigate an inertial Tseng iterative method approximate a common solution for the variational inequality problem γ-inverse strongly monotone mapping inclusion in real Hilbert spaces. We establish strong convergence theorem our suggested proposed problems under some certain mild conditions. Furthermore, we deduce consequence from result. Finally, numerical experiment presented demonstrate effectiveness method. methodology described paper extend unify previously published findings field.