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Abstract
An existence result for a generalized vector equilibrium problem is proved in a general topological vector space. As applications, existence results are derived for vector equilibrium problems and vector variational-like inequalities with set-valued mappings under Ψ -monotonicity condition and maximal Ψ -monotonicity condition. These results extend and unify a number of existence results for vector variational inequalities in the previous literature.
Published Version
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