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FOX Optimization Algorithm Based on Adaptive Spiral Flight and Multi-Strategy Fusion
Zheng Zhang1, Xiangkun Wang2, Li Cao2
1School of Information Engineering, Wenzhou Business College, Wenzhou 325035, China.
A new FOX optimization algorithm uses adaptive spiral flight and multi-strategy fusion to overcome limitations like local optima. This enhanced method shows improved convergence speed, accuracy, and stability in tests.
Area of Science:
- Computational Intelligence
- Optimization Algorithms
- Swarm Intelligence
Background:
- Original FOX optimization algorithm suffers from weak ergodicity, low diversity, and tendency to get stuck in local optima.
- Enhancing swarm intelligence algorithms is crucial for solving complex optimization problems.
- Initialization strategies significantly impact algorithm performance.
Purpose of the Study:
- To develop an enhanced FOX optimization algorithm addressing the limitations of the original method.
- To improve the exploration and exploitation capabilities of the FOX algorithm.
- To evaluate the performance of the enhanced algorithm on benchmark functions and engineering problems.
Main Methods:
- Initialization using a Tent chaotic map for improved ergodicity and diversity.
- Integration of inertial weight to enhance solution quality.
- Variable spiral position updating strategy for adaptive random walk.
- Incorporation of Levy flight and greedy approach for balanced global and local search.
- Fusion of multiple strategies for enhanced optimization.
Main Results:
- The enhanced FOX algorithm demonstrated superior convergence speed compared to other swarm intelligence algorithms.
- Significant improvements in solution accuracy and stability were observed.
- The algorithm showed a greater ability to escape local optima.
- Effective performance on CEC2017 benchmark test functions and engineering application optimization problems.
Conclusions:
- The enhanced FOX optimization algorithm effectively overcomes the drawbacks of the original method.
- The multi-strategy fusion approach leads to notable advancements in optimization performance.
- The upgraded algorithm offers a robust and efficient solution for complex optimization tasks.
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