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A two-phase framework of locating the reference point for decomposition-based constrained multi-objective evolutionary algorithms

delete2022-03-01
delete9
PRE
AI
C
Chaoda Peng
刘海林 cover
刘海林 (Hai‐Lin Liu) *
E
Erik D. Goodman
K
Kay Chen Tan
DOI:10.1016/j.knosys.2021.107933delete
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Abstract

Abstract

En 中文
Reference point is a key component in decomposition-based constrained multi-objective evolutionary algorithms (CMOEAs). A proper way of updating it requires considering constraint-handling techniques due to the existing constraints. However, it remains unexplored in this field. To remedy this issue, this paper firstly designs a set of benchmark problems with difficulties that a CMOEA must update the reference point effectively. Then a two-phase framework of locating the reference point is proposed to enhance performance of the current decomposition-based CMOEAs by evolving two populations- the main and external population. At the first phase, the external population evolves along with the main population to identify the approximate locations of the constrained and unconstrained Pareto front (PF). At the second phase, a location estimation mechanism is designed to estimate the best fit reference point between the two PFs for the main population by evolving the external population. Besides, a replacement strategy is used to drive the main population to the promising regions. Experimental studies are conducted on 26 benchmark problems, and the results highlight the effectiveness of the proposed framework. (c) 2021 Elsevier B.V. All rights reserved.
Keywords:
Multi-objective evolutionary algorithm
Referent point
Decomposition
Constraint-handling technique

Journal

K
Knowledge-Based Systems
IF:
7.6
Papers:
1.2W
Citations:
4.5W

Organization

H
hong kong polytechnic university
Scholars:
3.0W
Papers: 4.1W
Citations: 921
S
South China Agricultural University
Scholars:
3.1W
Papers: 1.5W
Citations: 2.6W
M
michigan state university
Scholars:
3.6W
Papers: 3.2W
Citations: 44
G
guangdong university of technology
Scholars:
2.9W
Papers: 2.0W
Citations: 36
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