Dynamic optimization problems involving two or more conflicting objectives appear in many real-world scenarios, and more cases are expected to appear in the near future with the increasing interest in the analysis of streaming data sources in the context of Big Data applications. However, approaches combining dynamic multiobjective optimization with preference articulation are still scarce. In this paper, we propose a new dynamic multi-objective optimization algorithm called InDM2 that allows the preferences of the decision maker (DM) to be incorporated into the search process. When solving a dynamic multi-objective optimization problem with InDM2, the DM can not only express her/his preferences by means of one or more reference point...
This paper proposes the Necessary-preference-enhanced Evolutionary Multiobjective Optimizer (NEMO), ...
Abstract. We give an overview of interactive methods developed for solving nonlin-ear multiobjective...
A key challenge, perhaps the central challenge, of multiobjective optimization is how to deal with c...
Multi-objective optimization deals with problems having two or more conflicting objectives that have...
Solving multiobjective optimization problems with interactive methods enables a decision maker with ...
Dynamic multi-objective optimization problems (DMOPs) are optimization problems where elements of th...
This paper suggests a preference-based methodology, which is embedded in an evolutionary multiobject...
The file attached to this record is the author's final peer reviewed version. The Publisher's final ...
In this paper, we describe an interactive evolutionary algorithm called Interactive WASF-GA to solv...
Using evolutionary algorithms to solve optimisation problems with multiple objectives has proven ver...
Many real-world problems have a natural formulation as Multiobjective Optimization Problems (MOPs), ...
This paper presents a new preference based interactive evolutionary algorithm (I-SIBEA) for solving...
Abstract. The objective functions in multiobjective optimization prob-lems are often non-linear, noi...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
International audienceThe objective functions in multiobjective optimization problems are often non-...
This paper proposes the Necessary-preference-enhanced Evolutionary Multiobjective Optimizer (NEMO), ...
Abstract. We give an overview of interactive methods developed for solving nonlin-ear multiobjective...
A key challenge, perhaps the central challenge, of multiobjective optimization is how to deal with c...
Multi-objective optimization deals with problems having two or more conflicting objectives that have...
Solving multiobjective optimization problems with interactive methods enables a decision maker with ...
Dynamic multi-objective optimization problems (DMOPs) are optimization problems where elements of th...
This paper suggests a preference-based methodology, which is embedded in an evolutionary multiobject...
The file attached to this record is the author's final peer reviewed version. The Publisher's final ...
In this paper, we describe an interactive evolutionary algorithm called Interactive WASF-GA to solv...
Using evolutionary algorithms to solve optimisation problems with multiple objectives has proven ver...
Many real-world problems have a natural formulation as Multiobjective Optimization Problems (MOPs), ...
This paper presents a new preference based interactive evolutionary algorithm (I-SIBEA) for solving...
Abstract. The objective functions in multiobjective optimization prob-lems are often non-linear, noi...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
International audienceThe objective functions in multiobjective optimization problems are often non-...
This paper proposes the Necessary-preference-enhanced Evolutionary Multiobjective Optimizer (NEMO), ...
Abstract. We give an overview of interactive methods developed for solving nonlin-ear multiobjective...
A key challenge, perhaps the central challenge, of multiobjective optimization is how to deal with c...