Sensitivity Analysis For Multivalued Quasiequilibrium Problems In Metric Spaces: Hoelder Continuity Of Solutions

摘要

Hoelder continuity and uniqueness of the solutions of general multivalued vector quasiequilibrium problems in metric spaces are established. The results are shown to be extensions of recent ones for equilibrium problems with some improvements. Applications in quasivariational inequalities, vector quasioptimization and traffic network problems are provided as examples for others in various optimization-related problems.