4.7 Article

An adaptive convergence enhanced evolutionary algorithm for many-objective optimization problems

期刊

SWARM AND EVOLUTIONARY COMPUTATION
卷 75, 期 -, 页码 -

出版社

ELSEVIER
DOI: 10.1016/j.swevo.2022.101180

关键词

Evolutionary algorithms; Multi-objective optimization; Many-objective optimization

资金

  1. Science Foundation of Hunan Province of China [Z202032420408, 2020JJ4220]
  2. National Key Research & Development Plan of China [2019YFD1101305]

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This article addresses the challenge of balancing convergence and diversity in evolutionary computation for solving many-objective optimization problems. A new preferred solution selection strategy is proposed to enhance convergence pressure by selecting non-dominated solutions with better convergence. The number of special solutions is adaptively updated to dynamically adjust the convergence pressure of the population. Experimental results demonstrate that the proposed convergence enhanced evolutionary algorithm (CEEA) outperforms state-of-the-art many-objective evolutionary algorithms.
For evolutionary computation, how to balance the convergence and diversity of populations is a challenging problem for solving many-objective optimization problems. In particular, with the increasing of the number of objectives, the non-dominated solutions in the population increase sharply, and there is no sufficient convergence pressure for the population to converge to the true Pareto front. How to solve this problem, we propose a new preferred solution selection strategy by finding non-dominated solutions with better convergence to enhance the convergence pressure of evolution, where a number of special solutions are selected with the best convergence index value from the surviving solutions of the previous generation. The number of special solutions determines the convergence pressure, so an adaptive updating method of the number of special solutions is further proposed to dynamically adjust the convergence pressure of the population, the aim is to guide the convergence direction to the Pareto front. Based on these strategies, we propose a convergence enhanced evolutionary algorithm (CEEA) to balance the convergence and diversity of the search algorithm. A large number of experiments have been carried out on some benchmark many-objective problems with 3-15 objectives, experimental results demonstrate that CEEA has better results compared with some state-of-the-art many-objective evolutionary algorithms.

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