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Neural Network-Based Information Transfer for Dynamic Optimization

delete2020-05-01
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刘晓芳 cover
刘晓芳 (Xiaofang Liu)
詹
詹志辉 (Zhi‐Hui Zhan) *
T
Tianlong Gu
S
Sam Kwong
Z
Zhenyu Lu
D
Duh, Henry Been-Lim
张
张军 (Jun Zhang) *
DOI:10.1109/TNNLS.2019.2920887delete
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Abstract

Abstract

En 中文
In dynamic optimization problems (DOPs), as the environment changes through time, the optima also dynamically change. How to adapt to the dynamic environment and quickly find the optima in all environments is a challenging issue in solving DOPs. Usually, a new environment is strongly relevant to its previous environment. If we know how it changes from the previous environment to the new one, then we can transfer the information of the previous environment, e.g., past solutions, to get new promising information of the new environment, e.g., new high-quality solutions. Thus, in this paper, we propose a neural network (NN)-based information transfer method, named NNIT, to learn the transfer model of environment changes by NN and then use the learned model to reuse the past solutions. When the environment changes, NNIT first collects the solutions from both the previous environment and the new environment and then uses an NN to learn the transfer model from these solutions. After that, the NN is used to transfer the past solutions to new promising solutions for assisting the optimization in the new environment. The proposed NNIT can be incorporated into population-based evolutionary algorithms (EAs) to solve DOPs. Several typical state-of-the-art EAs for DOPs are selected for comprehensive study and evaluated using the widely used moving peaks benchmark. The experimental results show that the proposed NNIT is promising and can accelerate algorithm convergence.
Keywords:
Artificial neural networks
Sociology
Statistics
Optimization
Learning systems
Predictive models
Computer science
Dynamic optimization problem (DOP)
information transfer
neural network (NN)
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Journal

IEEE Transactions on Neural Networks and Learning Systems cover
IEEE Transactions on Neural Networks and Learning Systems
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Sun Yat Sen University
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C
City University of Hong Kong
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Victoria University
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La Trobe University
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Guilin University of Electronic Technology
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south china university of technology
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