Sensitivity analysis for parametric completely generalized strongly nonlinear implicit quasi-variational inclusions

In this paper, by using a resolvent operator technique of maximal monotone mappings and the property of a fixed-point set of set-valued contractive mappings, we study the behavior and sensitivity of the solutions of the parametric completely generalized strongly nonlinear implicit quasi-variational inclusion in Hilbert space. Our results extend, improve, and unify the previously many results in this field.