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METHODS FOR QUASI-EVEN GENERATION OF PARETO FRONTIER IN MULTIOBJECTIVE OPTIMIZATION USED IN ENGINEERING DESIGN

A multiobjective optimization problem is considered in a general formulation. It is well known that the solution of the problem is not unique and represented in the objective space by a Pareto frontier. In an engineering design it can be important to provide a discrete representation of the entire Pareto surface. Meanwhile, the obtaining of a single Pareto solution may be time-consuming. Moreover, in real-life design a Decision Maker is able to analyse and reach an ultimate decision on the basis of only several possible solutions. Therefore, it is important to generate a Pareto set evenly representing the entire Pareto frontier.