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Multi-Strategy Improved Red-Billed Blue Magpie Optimization Algorithm and Its Engineering Applications
Junchao Ni1, Jianhua Miao2, Yejun Zheng3
1School of Electronic and Electrical Engineering, Wenzhou University of Technology, Wenzhou 325035, China.
The enhanced Red-billed Blue Magpie Optimizer (RBMO) with CLD strategies improves complex problem-solving by balancing exploration and exploitation. This novel approach boosts optimization accuracy and stability for engineering applications.
Area of Science:
- Computational Intelligence
- Swarm Intelligence
- Optimization Algorithms
Background:
- Population diversity decline and convergence issues hinder swarm intelligence optimizers in complex problems.
- The Red-billed Blue Magpie Optimizer (RBMO) faces challenges in exploration-exploitation balance and late-stage convergence.
- Existing algorithms struggle with efficiency in middle and later stages of optimization.
Purpose of the Study:
- To propose a multi-strategy enhanced variant of RBMO, named CLD-RBMO, to address its limitations.
- To improve global exploration, local refinement, and directed exploitation in RBMO.
- To enhance the performance and applicability of RBMO for complex optimization tasks.
Main Methods:
- Introduced a hierarchical perturbation mechanism (Logistic chaotic mapping and Lévy flight) for enhanced early-stage exploration.
- Employed a Cauchy-Gauss hybrid mutation operator for improved local optima escape.
- Incorporated a stochastic differential mutation strategy for directional guidance and accelerated convergence in later stages.
Main Results:
- CLD-RBMO showed significant superiority over the original RBMO and other swarm intelligence algorithms on CEC2017 benchmark functions.
- Demonstrated improved optimization accuracy, stability, and performance ranking.
- Validated dynamic performance improvements and statistical significance through convergence analysis and Wilcoxon rank-sum tests.
Conclusions:
- CLD-RBMO effectively overcomes the limitations of the original RBMO, particularly in complex optimization problems.
- The proposed multi-strategy enhancements lead to superior performance, stability, and generalization capabilities.
- The algorithm shows strong potential for application in mechanical engineering optimization and other complex domains.
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