In this paper, we borrow the concept of reference direction approach from the multi-criterion decision-making literature and combine it with an EMOprocedure to develop an algorithm for finding a single preferred solution in a multi-objective optimization scenario efficiently. EMO methodologies are adequately used to find a set of representative efficient solutions over the past decade. This study is timely in addressing the issue of optimizing and choosing a single solution using certain preference information. In this approach, the user supplies one or more reference directions in the objective space. The population approach of EMO methodologies is exploited to find a set of efficient solutions corresponding to a number of representative p...
Abstract — In optimization, multiple objectives and con-straints cannot be handled independently of ...
In optimization, multiple objectives and constraints cannot be handled independently of the underlyi...
The large-scale multi-objective optimization problem is characterized by a large decision space. How...
In this paper we propose a user-preference based evolutionary algorithm that relies on decomposition...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
In evolutionary multi-objective optimization, maintaining a good balance between convergence and div...
This paper suggests a preference-based methodology, which is embedded in an evolutionary multiobject...
Evolutionary multi-objective optimization (EMO) methodologies have been amply applied to find a repr...
Most of the practical applications that require optimization often involve multiple objectives. Thes...
In a short span of about 14 years, evolutionary multi-objective optimization (EMO) has established ...
In a short span of about 14 years, evolutionary multi-objective optimization (EMO) has established ...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
Cheng R, Olhofer M, Jin Y. Reference vector based a posteriori preference articulation for evolution...
This is the author accepted manuscript. The final version is available from IEEE via the DOI in thi...
Abstract — In optimization, multiple objectives and con-straints cannot be handled independently of ...
In optimization, multiple objectives and constraints cannot be handled independently of the underlyi...
The large-scale multi-objective optimization problem is characterized by a large decision space. How...
In this paper we propose a user-preference based evolutionary algorithm that relies on decomposition...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
In evolutionary multi-objective optimization, maintaining a good balance between convergence and div...
This paper suggests a preference-based methodology, which is embedded in an evolutionary multiobject...
Evolutionary multi-objective optimization (EMO) methodologies have been amply applied to find a repr...
Most of the practical applications that require optimization often involve multiple objectives. Thes...
In a short span of about 14 years, evolutionary multi-objective optimization (EMO) has established ...
In a short span of about 14 years, evolutionary multi-objective optimization (EMO) has established ...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
With the advent of efficient techniques for multi-objective evolutionary optimization (EMO), real-wo...
Cheng R, Olhofer M, Jin Y. Reference vector based a posteriori preference articulation for evolution...
This is the author accepted manuscript. The final version is available from IEEE via the DOI in thi...
Abstract — In optimization, multiple objectives and con-straints cannot be handled independently of ...
In optimization, multiple objectives and constraints cannot be handled independently of the underlyi...
The large-scale multi-objective optimization problem is characterized by a large decision space. How...