This paper presents the Necessary-preference-enhanced Evolutionary Multiobjective Optimizer (NEMO), which combines an evolutionary multiobjective optimization with robust ordinal regression within an interactive procedure. In the course of NEMO, the decision maker is asked to express preferences by simply comparing some pairs of solutions in the current population. The whole set of additive value functions compatible with this preference information is used within a properly modified version of the evolutionary multiobjective optimization technique NSGA-II in order to focus the search towards solutions satisfying the preferences of the decision maker. This allows to speed up convergence to the most preferred region of the Pareto-front
A large number of real-world problems require optimising several objective functions at the same tim...
We present a new hybrid approach to interactive evolutionary multi-objective optimization that uses ...
In optimization, multiple objectives and constraints cannot be handled independently of the underlyi...
This paper presents the Necessary preference enhanced Evolutionary Multiobjective Optimizer (NEMO) w...
This paper proposes the Necessary-preference-enhanced Evolutionary Multiobjective Optimizer (NEMO), ...
This paper suggests a preference-based methodology, which is embedded in an evolutionary multiobject...
In this chapter we present a new interactive procedure for multiobjective optimization, which is ba...
In this paper, we describe an interactive evolutionary algorithm called Interactive WASF-GA to solv...
Abstract. In this chapter, we present a new interactive procedure for multiobjec-tive optimization, ...
We propose an interactive multiobjective evolutionary algorithm that attempts to discover the most p...
Solving multiobjective optimization problems with interactive methods enables a decision maker with ...
This paper proposes an interactive multiobjective evolutionary algorithm (MOEA) that attempts to lea...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
In many practical situations the decision-maker has to pay special attention to decision space to de...
Preference-based Evolutionary Multiobjective Optimization (EMO) algorithms approximate the region of...
A large number of real-world problems require optimising several objective functions at the same tim...
We present a new hybrid approach to interactive evolutionary multi-objective optimization that uses ...
In optimization, multiple objectives and constraints cannot be handled independently of the underlyi...
This paper presents the Necessary preference enhanced Evolutionary Multiobjective Optimizer (NEMO) w...
This paper proposes the Necessary-preference-enhanced Evolutionary Multiobjective Optimizer (NEMO), ...
This paper suggests a preference-based methodology, which is embedded in an evolutionary multiobject...
In this chapter we present a new interactive procedure for multiobjective optimization, which is ba...
In this paper, we describe an interactive evolutionary algorithm called Interactive WASF-GA to solv...
Abstract. In this chapter, we present a new interactive procedure for multiobjec-tive optimization, ...
We propose an interactive multiobjective evolutionary algorithm that attempts to discover the most p...
Solving multiobjective optimization problems with interactive methods enables a decision maker with ...
This paper proposes an interactive multiobjective evolutionary algorithm (MOEA) that attempts to lea...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
In many practical situations the decision-maker has to pay special attention to decision space to de...
Preference-based Evolutionary Multiobjective Optimization (EMO) algorithms approximate the region of...
A large number of real-world problems require optimising several objective functions at the same tim...
We present a new hybrid approach to interactive evolutionary multi-objective optimization that uses ...
In optimization, multiple objectives and constraints cannot be handled independently of the underlyi...