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Backtracking Search Algorithm with Mutation Strategy for Engineering Optimization

delete2025-11-03
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OA
AI
S
Sanjib Debnath
S
Swapan Debbarma
S
Sukanta Nama
A
Apu Kumar Saha
G
Ghanshyam G. Tejani
S
Seyed Jalaleddin Mousavirad *
DOI:10.1007/s44196-025-01026-9delete
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摘要

摘要

En 中文
The backtracking search algorithm (BSA) is a popular metaheuristic algorithm known for its simplicity and effectiveness in solving complex optimization problems. However, like many other algorithms, BSA has some weaknesses, such as getting stuck in local optima and converging too quickly to suboptimal solutions. To address these issues, this study introduces a new variant of BSA called the combined power mutation-based backtracking search algorithm (CPMBSA). The performance of the proposed CPMBSA approach is enhanced through the integration of a modified power mutation operator, which strengthens the exploration capability, and a combined mutation operator. This can improve convergence while preserving population diversity. These modifications help CPMBSA achieve a better balance of exploration and exploitation during the search. The CPMBSA has been tested on 86 benchmark functions to verify its performance and robustness. In addition, the algorithm has been applied to six real-world chemical engineering optimization problems and two engineering design optimization problems to evaluate its practical use in complex design challenges. The analysis of results shows that CPMBSA performs better than the original BSA and other advanced metaheuristic algorithms in terms of solution accuracy, convergence speed, and stability. The present research demonstrates that the proposed CPMBSA is a powerful optimization tool for both theoretical benchmark test problems and real-world engineering applications.
Keyword:
Backtracking search algorithm
Improved power mutation
Engineering optimization
Combined power mutation-based backtracking search algorithm
Benchmark functions

期刊

International Journal of Computational Intelligence Systems 封面图
International Journal of Computational Intelligence Systems
IF:
3
论文数:
362
被引数:
2.7K

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N
national institute of technology (nit system)
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4.0W
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被引数: 31
Y
Yuan Ze University
学者数:
389
论文数: 256
被引数: 19
N
national institute of technology agartala
学者数:
130
论文数: 82
被引数: 0
S
saveetha institute of medical & technical science
学者数:
7.3K
论文数: 7.6K
被引数: 12
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引用论文

Engineering Optimization Theory and Practice
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