On set-valued complementarity problems
Summary: This paper investigates the Set-Valued Complementarity Problems (SVCPs) which pose rather different features from those that classical complementarity problems hold, due to the fact that the index set is not fixed, but dependent on \(x\). While comparing the set-valued complementarity problems with the classical complementarity problems, we analyze the solution set of SVCPs. Moreover, properties of merit functions for SVCPs are studied, such as being level bounded and error bounded. Finally, some possible research directions are discussed.
scientific article; zbMATH DE number 6161305
scientific article