In this paper, we introduce the MuRO-NIMBUS method for solving multiobjective optimization problems with uncertain parameters. The concept of set-based minmax robust Pareto optimality is utilized to tackle the uncertainty in the problems. We separate the solution process into two stages: the pre-decision making stage and the decision making stage. We consider the decision maker’s preferences in the nominal case, i.e., with the most typical or undisturbed values of the uncertain parameters. At the same time, the decision maker is informed about the objective function values in the worst case to support her/him to make an informed decision. To help the decision maker to understand the behaviors of the solutions, we visually present the object...
Decision-makers are often faced with multi-faceted problems that require making trade-offs between m...
This thesis addresses combinatorial optimization problems with several objectives containing uncerta...
Many engineering optimization problems are multi-objective, constrained and have uncertainty in thei...
In this paper, we develop an interactive algorithm to support a decision maker to find a most prefer...
We propose an interactive approach to support a decision maker to find a most preferred robust solut...
Practical optimization problems usually have multiple objectives, and they also involve uncertainty...
We propose an interactive method for decision making under uncertainty, where uncertainty is relate...
As an emerging research field, multiobjective robust optimization employs minmax robustness as the m...
In real-world applications of optimization, optimal solutions are often of limited value, because di...
Multiobjective optimization problems (MOPs) are problems with two or more objective functions. Two t...
For multiobjective optimization problems with uncertain parameters in the objective functions, diff...
In this paper, we study a method for finding robust solutions to multiobjective optimization problem...
AbstractA robust optimization approach is proposed for generating nondominated robust solutions for ...
Multiobjective optimization problem with uncertainties in the input data is considered. Due to the u...
In real life applications optimization problems with more than one objective function are often of i...
Decision-makers are often faced with multi-faceted problems that require making trade-offs between m...
This thesis addresses combinatorial optimization problems with several objectives containing uncerta...
Many engineering optimization problems are multi-objective, constrained and have uncertainty in thei...
In this paper, we develop an interactive algorithm to support a decision maker to find a most prefer...
We propose an interactive approach to support a decision maker to find a most preferred robust solut...
Practical optimization problems usually have multiple objectives, and they also involve uncertainty...
We propose an interactive method for decision making under uncertainty, where uncertainty is relate...
As an emerging research field, multiobjective robust optimization employs minmax robustness as the m...
In real-world applications of optimization, optimal solutions are often of limited value, because di...
Multiobjective optimization problems (MOPs) are problems with two or more objective functions. Two t...
For multiobjective optimization problems with uncertain parameters in the objective functions, diff...
In this paper, we study a method for finding robust solutions to multiobjective optimization problem...
AbstractA robust optimization approach is proposed for generating nondominated robust solutions for ...
Multiobjective optimization problem with uncertainties in the input data is considered. Due to the u...
In real life applications optimization problems with more than one objective function are often of i...
Decision-makers are often faced with multi-faceted problems that require making trade-offs between m...
This thesis addresses combinatorial optimization problems with several objectives containing uncerta...
Many engineering optimization problems are multi-objective, constrained and have uncertainty in thei...