Scalarizations for a unified vector optimization problem based on order representing and order preserving properties
The author considers two classes of scalarizing functions in vector (or multiobjective) optimization in Hausdorff real topological vector spaces. The functions are assumed to be order representing and order preserving and minimal solutions and approximate minimal solutions are characterized and obtained with them. The author also shows that some existing scalarizing functions belong to the classes.
scientific article; zbMATH DE number 6873203
scientific article