Well-Posedness For Generalized Equilibrium Problems With Βh-Monotone Trifunction
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Abstract
The aim of this paper is to establish the existence and uniqueness of solutions of well-posedness for in connection with βh-monotone trifunction. To this aim, we deal with a subset A of Banach space V. A useful characterization of metric projection and sufficient conditions for these types of well-posedness are derived. Finally, the discussion provided by this paper can be used to prove that the concept of well-posedness for is equivalent to the existence and uniqueness of its solution.
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