Distributed and Expensive Evolutionary Constrained Optimization With On-Demand Evaluation

Citations

WEB OF SCIENCE

40
Citations

SCOPUS

47

초록

Expensive optimization problems (EOPs) are common in industry and surrogate-assisted evolutionary algorithms (SAEAs) have been developed for solving them. However, many EOPs have not only expensive objective but also expensive constraints, which are evaluated through distributed ways. We define this kind of EOPs as distributed expensive constrained optimization problems (DECOPs). The distributed characteristic of DECOPs leads to the asynchronous evaluation of both objective and constraints. Though some researchers have studied the asynchronous evaluation of objectives, the asynchronous evaluation of constraints has not gained much attention. Therefore, this article gives a formal formulation of DECOPs and proposes a distributed evolutionary constrained optimization algorithm with on-demand evaluation (DEAOE). DEAOE can adaptively evolve different constraints in an asynchronous way through the on-demand evaluation strategy. The on-demand evaluation works from two aspects to improve the population convergence and diversity. From the aspect of individual selection, a joint sample selection strategy is adopted to determine which candidates are promising. From the aspect of constraint selection, an infeasible-first evaluation strategy is devised to judge which constraints need to be further evolved. Extensive experiments and analyses on benchmark functions and engineering problems demonstrate that DEAOE has better performance and higher efficiency compared to centralized state-of-the-art SAEAs.

키워드

Differential evolution (DE); distributed optimization; on-demand evaluation; surrogate-assisted evolutionary algorithm (SAEA); DIFFERENTIAL EVOLUTION; ALGORITHM
제목
Distributed and Expensive Evolutionary Constrained Optimization With On-Demand Evaluation
저자
Wei, Feng-Feng; Chen, Wei-Neng; Li, Qing; Jeon, Sang-Woon; Zhang, Jun
DOI
10.1109/TEVC.2022.3177936
발행일
2023-06
유형
Article
저널명
IEEE Transactions on Evolutionary Computation
권
27
호
3
페이지
671 ~ 685