4.6 Article

An enhanced chimp optimization algorithm for continuous optimization domains

Journal

COMPLEX & INTELLIGENT SYSTEMS
Volume 8, Issue 1, Pages 65-82

Publisher

SPRINGER HEIDELBERG
DOI: 10.1007/s40747-021-00346-5

Keywords

Chimp optimization algorithm; Highly disruptive polynomial mutation; Spearman’ s rank correlation coefficient; Beetle antennae operator; Continuous optimization domains

Funding

  1. Sanming University introduces high-level talents to start scientific research funding support Project [20YG14]
  2. Guiding science and technology projects in Sanming City [2020-G-61]
  3. Educational research projects of young and middle-aged teachers in Fujian Province [JAT200618]
  4. Scientific research and development fund of Sanming University [B202009]

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The paper introduces a new chimp optimization algorithm (EChOA) that improves solution accuracy by simulating the social relationships and hunting behavior of chimps. The algorithm is validated on various benchmark functions and engineering design problems, showing strong competitive capabilities and promising prospects when compared to other state-of-the-art algorithms.
Chimp optimization algorithm (ChOA) is a recently proposed metaheuristic. Interestingly, it simulates the social status relationship and hunting behavior of chimps. Due to the more flexible and complex application fields, researchers have higher requirements for native algorithms. In this paper, an enhanced chimp optimization algorithm (EChOA) is proposed to improve the accuracy of solutions. First, the highly disruptive polynomial mutation is used to initialize the population, which provides the foundation for global search. Next, Spearman's rank correlation coefficient of the chimps with the lowest social status is calculated with respect to the leader chimp. To reduce the probability of falling into the local optimum, the beetle antennae operator is used to improve the less fit chimps while gaining visual capability. Three strategies enhance the exploration and exploitation of the native algorithm. To verify the function optimization performance, EChOA is comprehensively analyzed on 12 classical benchmark functions and 15 CEC2017 benchmark functions. Besides, the practicability of EChOA is also highlighted by three engineering design problems and training multilayer perceptron. Compared with ChOA and five state-of-the-art algorithms, the statistical results show that EChOA has strong competitive capabilities and promising prospects.

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