A method of duality for a mixed vector equilibrium problem
The authors develop the conjugate duality theory for mixed vector equilibrium problems in a Hausdorff vector space setting. These problems involve two vector functions. Being based on the previous results from scalar equilibrium problems, vector optimization, and vector variational inequalities, the authors define conjugate dual problems and present a sufficient condition which provides an analogue of the duality relationship between solutions.
scientific article; zbMATH DE number 5664374