On a constructive approximation of the efficient outcomes in bicriterion vector optimization
Using some geometrically motivated facts on homeomorphical sets (parameter set and set of solutions of this special vector optimization problem) the author proves estimations of the distance between different points of a finite subset of that set of solutions and on the number of equidistant points in the parameter set such that for the corresponding solutions a given accuracy is satisfied. Based on these estimations algorithmical aspects are considered.
scientific article; zbMATH DE number 617061