On projected solutions for quasi equilibrium problems with non-self constraint map
Monica Bianchi, Enrico Miglierina, Maede Ramazannejad · Optimization · 2025
In a normed space setting, this paper studies the conditions under which the projected solutions to a quasi equilibrium problem with non-self constraint map exist. Our approach is based on an iterative algorithm which gives rise to a sequence such that, under the assumption of asymptotic regularity, its limit points are projected solutions. Finally, as a particular case, we discuss the existence of projected solutions to a quasi variational inequality problem.