@article{Mohammad Akram_2024, title={Approximation of an Inertial Iteration Method for a Set-Valued Quasi Variational Inequality}, volume={5}, url={https://journal.esj.edu.iq/index.php/IJCM/article/view/1695}, DOI={10.52866/ijcsm.2024.05.02.007}, abstractNote={<p><span class="fontstyle0">In this article, a projection type two step inertial iterative scheme for investigating set-valued quasi<br>variational inequality in real Banach spaces is designed. We manifest the existence result and verified by an illustrative<br>example. Also, we estimate the approximate solution of a set-valued quasi variational inequality by analyzing the<br>convergence of the proposed inertial iterative algorithm. Further, an extended Weiner-Hopf equation is considered<br>and substantiated that it is analogous to the extended set-valued quasi variational inequality. Finally, we investigate<br>the extended Weiner-Hopf equation by analyzing the convergence of the composed iterative scheme.</span> </p>}, number={2}, journal={Iraqi Journal For Computer Science and Mathematics}, author={Mohammad Akram}, year={2024}, month={Mar.}, pages={68–80} }