Some developments in general mixed quasi variational inequalities
Abdellah Bnouhachem, Mohamed Khalfaoui · 2012
In this paper, we use the resolvent operator to suggest and analyze two new numerical methods for solving general mixed quasi variational inequalities coupled with new directions and new step sizes. Under certain conditions, the global convergence of the both methods is proved. Our results can be viewed as signicant extensions of the previously known results for general mixed quasi variational inequalities.