The image space approach is applied to the study of vector quasiequilibrium problems. Exploiting separation arguments in the image space, Lagrangian-type optimality conditions and gap functions for vector quasiequilibrium problems are derived.
Mastroeni, G., Panicucci, B., Passacantando, M., Yao, J. (2009). A separation approach to vector quasi-equilibrium problems: Saddle point and gap function. TAIWANESE JOURNAL OF MATHEMATICS, 13(2B), 657-673 [10.11650/twjm/1500405393].
A separation approach to vector quasi-equilibrium problems: Saddle point and gap function
Passacantando, M;
2009
Abstract
The image space approach is applied to the study of vector quasiequilibrium problems. Exploiting separation arguments in the image space, Lagrangian-type optimality conditions and gap functions for vector quasiequilibrium problems are derived.
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