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A configuration space evolutionary algorithm with local minimizer for weighted circles packing problem

delete2024-03-01
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PRE
AI
J
Jingfa Liu
Z
Zhang, Kewang *
X
Xueming Yan
Q
Qiansheng Zhang
DOI:10.1016/j.eswa.2023.121768delete
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摘要

摘要

En 中文
The weighted circles packing (WCP) problem typically aims for arranging some circular objects into a larger rectangular (or circular) container with the constraint of non-overlapping. The WCP problem derives from the layout design of the very large-scale integration (VLSI) and the plant machine equipment layout. It has wide applications in engineering practice. The problem considers two different objectives: minimizing the area of the envelope container and minimizing the sum of weighted distances associated with the given circular objects. Based on the quasi-physical strategy, the WCP problem becomes an unconstrained optimization problem. Then, a novel multi-objective evolutionary algorithm (MOEA) called configuration space evolutionary algorithm with local minimizer (CSE_LM) is proposed to solve the problem. Unlike the traditional MOEAs, the unique aspects of the CSE_LM mainly include a special evolutionary mechanism of configuration library (population), a conver-gence strategy of introducing a gradually decreasing configuration library radius, and a nearest and farthest candidate solution method to maintain diversity and uniformity of configurations. Furthermore, a novel mechanism of introducing the minimization of an extrusive elastic potential energy as an additional objective in the layout system is developed to handle the interference among circular objects. Experiment results for four typical instances show the validity of the CSE_LM for the WCP.
Keyword:
Weighted circles packing problem
Configuration space evolutionary algorithm
Evolutionary algorithm
Multi -objective optimization
Local minimizer

期刊

Expert Systems with Applications 封面图
Expert Systems with Applications
IF:
7.5
论文数:
2.9W
被引数:
10.2W

机构

C
china telecom corp ltd
学者数:
414
论文数: 312
被引数: 0
G
Guangdong University of Foreign Studies
学者数:
1.3K
论文数: 1.4K
被引数: 1.5K
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